pax_global_header00006660000000000000000000000064137623131230014513gustar00rootroot0000000000000052 comment=2f40a483d73018ae6e1488a484c5927f2b309969 vision-0.8.2/000077500000000000000000000000001376231312300130315ustar00rootroot00000000000000vision-0.8.2/.circleci/000077500000000000000000000000001376231312300146645ustar00rootroot00000000000000vision-0.8.2/.circleci/.gitignore000066400000000000000000000000061376231312300166500ustar00rootroot00000000000000.idea vision-0.8.2/.circleci/config.yml000066400000000000000000003456751376231312300167000ustar00rootroot00000000000000version: 2.1 # How to test the Linux jobs: # - Install CircleCI local CLI: https://circleci.com/docs/2.0/local-cli/ # - circleci config process .circleci/config.yml > gen.yml && circleci local execute -c gen.yml --job binary_linux_wheel_py3.7 # - Replace binary_linux_wheel_py3.7 with the name of the job you want to test. # Job names are 'name:' key. executors: windows-cpu: machine: resource_class: windows.xlarge image: windows-server-2019-vs2019:stable shell: bash.exe windows-gpu: machine: resource_class: windows.gpu.nvidia.medium image: windows-server-2019-nvidia:stable shell: bash.exe commands: checkout_merge: description: "checkout merge branch" steps: - checkout # - run: # name: Checkout merge branch # command: | # set -ex # BRANCH=$(git rev-parse --abbrev-ref HEAD) # if [[ "$BRANCH" != "master" ]]; then # git fetch --force origin ${CIRCLE_BRANCH}/merge:merged/${CIRCLE_BRANCH} # git checkout "merged/$CIRCLE_BRANCH" # fi designate_upload_channel: description: "inserts the correct upload channel into ${BASH_ENV}" steps: - run: name: adding UPLOAD_CHANNEL to BASH_ENV command: | # hard code channel for release so that PRs work on test channell echo "export UPLOAD_CHANNEL=test" >> ${BASH_ENV} binary_common: &binary_common parameters: # Edit these defaults to do a release` build_version: description: "version number of release binary; by default, build a nightly" type: string default: "0.8.2" pytorch_version: description: "PyTorch version to build against; by default, use a nightly" type: string default: "1.7.1" # Don't edit these python_version: description: "Python version to build against (e.g., 3.7)" type: string cu_version: description: "CUDA version to build against, in CU format (e.g., cpu or cu100)" type: string default: "cpu" unicode_abi: description: "Python 2.7 wheel only: whether or not we are cp27mu (default: no)" type: string default: "" wheel_docker_image: description: "Wheel only: what docker image to use" type: string default: "pytorch/manylinux-cuda101" environment: PYTHON_VERSION: << parameters.python_version >> PYTORCH_VERSION: << parameters.pytorch_version >> UNICODE_ABI: << parameters.unicode_abi >> CU_VERSION: << parameters.cu_version >> smoke_test_common: &smoke_test_common <<: *binary_common docker: - image: torchvision/smoke_test:latest jobs: circleci_consistency: docker: - image: circleci/python:3.7 steps: - checkout - run: command: | pip install --user --progress-bar off jinja2 pyyaml python .circleci/regenerate.py git diff --exit-code || (echo ".circleci/config.yml not in sync with config.yml.in! Run .circleci/regenerate.py to update config"; exit 1) python_lint: docker: - image: circleci/python:3.7 steps: - checkout - run: command: | pip install --user --progress-bar off flake8 typing flake8 --config=setup.cfg . python_type_check: docker: - image: circleci/python:3.7 steps: - checkout - run: command: | sudo apt-get update -y sudo apt install -y libturbojpeg-dev pip install --user --progress-bar off numpy mypy pip install --user --progress-bar off --pre torch -f https://download.pytorch.org/whl/nightly/cpu/torch_nightly.html pip install --user --progress-bar off --editable . mypy --config-file mypy.ini clang_format: docker: - image: circleci/python:3.7 steps: - checkout - run: command: | sudo apt-get update -y sudo apt-get install -y clang-format ./travis-scripts/run-clang-format/run-clang-format.py -r torchvision/csrc binary_linux_wheel: <<: *binary_common docker: - image: << parameters.wheel_docker_image >> resource_class: 2xlarge+ steps: - checkout_merge - designate_upload_channel - run: packaging/build_wheel.sh - store_artifacts: path: dist - persist_to_workspace: root: dist paths: - "*" binary_linux_conda: <<: *binary_common docker: - image: "pytorch/conda-cuda" resource_class: 2xlarge+ steps: - checkout_merge - designate_upload_channel - run: packaging/build_conda.sh - store_artifacts: path: /opt/conda/conda-bld/linux-64 - persist_to_workspace: root: /opt/conda/conda-bld/linux-64 paths: - "*" - store_test_results: path: build_results/ binary_win_conda: <<: *binary_common executor: windows-cpu steps: - checkout_merge - designate_upload_channel - run: name: Build conda packages command: | set -ex source packaging/windows/internal/vc_install_helper.sh packaging/windows/internal/cuda_install.bat eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" conda activate base conda install -yq conda-build "conda-package-handling!=1.5.0" packaging/build_conda.sh rm /C/tools/miniconda3/conda-bld/win-64/vs${VC_YEAR}*.tar.bz2 - store_artifacts: path: C:/tools/miniconda3/conda-bld/win-64 - persist_to_workspace: root: C:/tools/miniconda3/conda-bld/win-64 paths: - "*" - store_test_results: path: build_results/ binary_win_wheel: <<: *binary_common executor: windows-cpu steps: - checkout_merge - designate_upload_channel - run: name: Build wheel packages command: | set -ex source packaging/windows/internal/vc_install_helper.sh packaging/windows/internal/cuda_install.bat packaging/build_wheel.sh - store_artifacts: path: dist - persist_to_workspace: root: dist paths: - "*" - store_test_results: path: build_results/ binary_macos_wheel: <<: *binary_common macos: xcode: "9.4.1" steps: - checkout_merge - designate_upload_channel - run: # Cannot easily deduplicate this as source'ing activate # will set environment variables which we need to propagate # to build_wheel.sh command: | curl -o conda.sh https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh sh conda.sh -b source $HOME/miniconda3/bin/activate packaging/build_wheel.sh - store_artifacts: path: dist - persist_to_workspace: root: dist paths: - "*" binary_macos_conda: <<: *binary_common macos: xcode: "9.4.1" steps: - checkout_merge - designate_upload_channel - run: command: | curl -o conda.sh https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh sh conda.sh -b source $HOME/miniconda3/bin/activate conda install -yq conda-build packaging/build_conda.sh - store_artifacts: path: /Users/distiller/miniconda3/conda-bld/osx-64 - persist_to_workspace: root: /Users/distiller/miniconda3/conda-bld/osx-64 paths: - "*" - store_test_results: path: build_results/ # Requires org-member context binary_conda_upload: docker: - image: continuumio/miniconda steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: command: | # Prevent credential from leaking conda install -yq anaconda-client set -x anaconda -t "${CONDA_PYTORCHBOT_TOKEN}" upload ~/workspace/*.tar.bz2 -u "pytorch-${UPLOAD_CHANNEL}" --label main --no-progress --force # Requires org-member context binary_wheel_upload: parameters: subfolder: description: "What whl subfolder to upload to, e.g., blank or cu100/ (trailing slash is important)" type: string docker: - image: circleci/python:3.7 steps: - attach_workspace: at: ~/workspace - designate_upload_channel - checkout - run: command: | pip install --user awscli export PATH="$HOME/.local/bin:$PATH" # Prevent credential from leaking set +x export AWS_ACCESS_KEY_ID="${PYTORCH_BINARY_AWS_ACCESS_KEY_ID}" export AWS_SECRET_ACCESS_KEY="${PYTORCH_BINARY_AWS_SECRET_ACCESS_KEY}" set -x for pkg in ~/workspace/*.whl; do aws s3 cp "$pkg" "s3://pytorch/whl/${UPLOAD_CHANNEL}/<< parameters.subfolder >>" --acl public-read done smoke_test_linux_conda: <<: *smoke_test_common steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: name: install binaries command: | set -x source /usr/local/etc/profile.d/conda.sh && conda activate python${PYTHON_VERSION} conda install -v -y -c pytorch-nightly pytorch conda install -v -y $(ls ~/workspace/torchvision*.tar.bz2) - run: name: smoke test command: | source /usr/local/etc/profile.d/conda.sh && conda activate python${PYTHON_VERSION} python -c "import torchvision" smoke_test_linux_pip: <<: *smoke_test_common steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: name: install binaries command: | set -x source /usr/local/etc/profile.d/conda.sh && conda activate python${PYTHON_VERSION} pip install $(ls ~/workspace/torchvision*.whl) --pre -f https://download.pytorch.org/whl/nightly/torch_nightly.html - run: name: smoke test command: | source /usr/local/etc/profile.d/conda.sh && conda activate python${PYTHON_VERSION} python -c "import torchvision" smoke_test_docker_image_build: machine: image: ubuntu-1604:201903-01 resource_class: large environment: image_name: torchvision/smoke_test steps: - checkout - designate_upload_channel - run: name: Build and push Docker image no_output_timeout: "1h" command: | set +x echo "${DOCKER_HUB_TOKEN}" | docker login --username "${DOCKER_HUB_USERNAME}" --password-stdin set -x cd .circleci/smoke_test/docker && docker build . -t ${image_name}:${CIRCLE_WORKFLOW_ID} docker tag ${image_name}:${CIRCLE_WORKFLOW_ID} ${image_name}:latest docker push ${image_name}:${CIRCLE_WORKFLOW_ID} docker push ${image_name}:latest smoke_test_win_conda: <<: *binary_common executor: name: windows-cpu steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: name: install binaries command: | set -x eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" conda env remove -n python${PYTHON_VERSION} || true CONDA_CHANNEL_FLAGS="" if [[ "${PYTHON_VERSION}" = 3.9 ]]; then CONDA_CHANNEL_FLAGS="-c=conda-forge" fi conda create ${CONDA_CHANNEL_FLAGS} -yn python${PYTHON_VERSION} python=${PYTHON_VERSION} conda activate python${PYTHON_VERSION} conda install Pillow conda install -v -y -c pytorch-nightly pytorch conda install -v -y $(ls ~/workspace/torchvision*.tar.bz2) - run: name: smoke test command: | eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" conda activate python${PYTHON_VERSION} python -c "import torchvision" smoke_test_win_pip: <<: *binary_common executor: name: windows-cpu steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: name: install binaries command: | set -x eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" CONDA_CHANNEL_FLAGS="" if [[ "${PYTHON_VERSION}" = 3.9 ]]; then CONDA_CHANNEL_FLAGS="-c=conda-forge" fi conda create ${CONDA_CHANNEL_FLAGS} -yn python${PYTHON_VERSION} python=${PYTHON_VERSION} conda create -yn python${PYTHON_VERSION} python=${PYTHON_VERSION} conda activate python${PYTHON_VERSION} pip install $(ls ~/workspace/torchvision*.whl) --pre -f https://download.pytorch.org/whl/nightly/torch_nightly.html - run: name: smoke test command: | eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" conda activate python${PYTHON_VERSION} python -c "import torchvision" unittest_linux_cpu: <<: *binary_common docker: - image: "pytorch/manylinux-cuda102" resource_class: 2xlarge+ steps: - checkout - designate_upload_channel - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: keys: - env-v2-linux-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} - run: name: Setup command: .circleci/unittest/linux/scripts/setup_env.sh - save_cache: key: env-v2-linux-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} paths: - conda - env - run: name: Install torchvision command: .circleci/unittest/linux/scripts/install.sh - run: name: Run tests command: .circleci/unittest/linux/scripts/run_test.sh - run: name: Post process command: .circleci/unittest/linux/scripts/post_process.sh - store_test_results: path: test-results unittest_linux_gpu: <<: *binary_common machine: image: ubuntu-1604-cuda-10.1:201909-23 resource_class: gpu.small environment: image_name: "pytorch/manylinux-cuda101" steps: - checkout - designate_upload_channel - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: keys: - env-v2-linux-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} - run: name: Setup command: docker run -t --gpus all -v $PWD:$PWD -w $PWD -e PYTHON_VERSION "${image_name}" .circleci/unittest/linux/scripts/setup_env.sh - save_cache: key: env-v2-linux-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} paths: - conda - env - run: name: Install torchvision command: docker run -t --gpus all -v $PWD:$PWD -w $PWD -e UPLOAD_CHANNEL -e CU_VERSION "${image_name}" .circleci/unittest/linux/scripts/install.sh - run: name: Run tests command: docker run -t --gpus all -v $PWD:$PWD -w $PWD "${image_name}" .circleci/unittest/linux/scripts/run_test.sh - run: name: Post Process command: docker run -t --gpus all -v $PWD:$PWD -w $PWD "${image_name}" .circleci/unittest/linux/scripts/post_process.sh - store_test_results: path: test-results unittest_windows_cpu: <<: *binary_common executor: name: windows-cpu steps: - checkout - designate_upload_channel - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: keys: - env-v2-windows-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/windows/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} - run: name: Setup command: .circleci/unittest/windows/scripts/setup_env.sh - save_cache: key: env-v2-windows-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/windows/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} paths: - conda - env - run: name: Install torchvision command: .circleci/unittest/windows/scripts/install.sh - run: name: Run tests command: .circleci/unittest/windows/scripts/run_test.sh - run: name: Post process command: .circleci/unittest/windows/scripts/post_process.sh - store_test_results: path: test-results unittest_windows_gpu: <<: *binary_common executor: name: windows-gpu environment: CUDA_VERSION: "10.1" steps: - checkout - designate_upload_channel - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: keys: - env-v1-windows-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/windows/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} - run: name: Setup command: .circleci/unittest/windows/scripts/setup_env.sh - save_cache: key: env-v1-windows-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/windows/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} paths: - conda - env - run: name: Install torchvision command: .circleci/unittest/windows/scripts/install.sh - run: name: Run tests command: .circleci/unittest/windows/scripts/run_test.sh - run: name: Post process command: .circleci/unittest/windows/scripts/post_process.sh - store_test_results: path: test-results unittest_macos_cpu: <<: *binary_common macos: xcode: "9.4.1" resource_class: large steps: - checkout - designate_upload_channel - run: name: Install wget command: HOMEBREW_NO_AUTO_UPDATE=1 brew install wget # Disable brew auto update which is very slow - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: keys: - env-v3-macos-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} - run: name: Setup command: .circleci/unittest/linux/scripts/setup_env.sh - save_cache: key: env-v3-macos-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} paths: - conda - env - run: name: Install torchvision command: .circleci/unittest/linux/scripts/install.sh - run: name: Run tests command: .circleci/unittest/linux/scripts/run_test.sh - run: name: Post process command: .circleci/unittest/linux/scripts/post_process.sh - store_test_results: path: test-results cmake_linux_cpu: <<: *binary_common docker: - image: "pytorch/manylinux-cuda102" resource_class: 2xlarge+ steps: - checkout_merge - designate_upload_channel - run: name: Setup conda command: .circleci/unittest/linux/scripts/setup_env.sh - run: packaging/build_cmake.sh cmake_linux_gpu: <<: *binary_common machine: image: ubuntu-1604-cuda-10.1:201909-23 resource_class: gpu.small environment: PYTHON_VERSION: << parameters.python_version >> PYTORCH_VERSION: << parameters.pytorch_version >> UNICODE_ABI: << parameters.unicode_abi >> CU_VERSION: << parameters.cu_version >> steps: - checkout_merge - designate_upload_channel - run: name: Setup conda command: docker run -e CU_VERSION -e PYTHON_VERSION -e UNICODE_ABI -e PYTORCH_VERSION -t --gpus all -v $PWD:$PWD -w $PWD << parameters.wheel_docker_image >> .circleci/unittest/linux/scripts/setup_env.sh - run: name: Build torchvision C++ distribution and test command: docker run -e CU_VERSION -e PYTHON_VERSION -e UNICODE_ABI -e PYTORCH_VERSION -e UPLOAD_CHANNEL -t --gpus all -v $PWD:$PWD -w $PWD << parameters.wheel_docker_image >> packaging/build_cmake.sh cmake_macos_cpu: <<: *binary_common macos: xcode: "9.0" steps: - checkout_merge - designate_upload_channel - run: command: | curl -o conda.sh https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh sh conda.sh -b source $HOME/miniconda3/bin/activate conda install -yq conda-build cmake packaging/build_cmake.sh cmake_windows_cpu: <<: *binary_common executor: name: windows-cpu steps: - checkout_merge - designate_upload_channel - run: command: | set -ex source packaging/windows/internal/vc_install_helper.sh packaging/build_cmake.sh cmake_windows_gpu: <<: *binary_common executor: name: windows-gpu steps: - checkout_merge - designate_upload_channel - run: command: | set -ex source packaging/windows/internal/vc_install_helper.sh packaging/windows/internal/cuda_install.bat packaging/build_cmake.sh workflows: build: jobs: - circleci_consistency - binary_linux_wheel: cu_version: cpu name: binary_linux_wheel_py3.6_cpu python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_wheel: cu_version: cu92 name: binary_linux_wheel_py3.6_cu92 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda92 - binary_linux_wheel: cu_version: cu101 name: binary_linux_wheel_py3.6_cu101 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda101 - binary_linux_wheel: cu_version: cu102 name: binary_linux_wheel_py3.6_cu102 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_wheel: cu_version: cu110 name: binary_linux_wheel_py3.6_cu110 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda110 - binary_linux_wheel: cu_version: cpu name: binary_linux_wheel_py3.7_cpu python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_wheel: cu_version: cu92 name: binary_linux_wheel_py3.7_cu92 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda92 - binary_linux_wheel: cu_version: cu101 name: binary_linux_wheel_py3.7_cu101 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda101 - binary_linux_wheel: cu_version: cu102 name: binary_linux_wheel_py3.7_cu102 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_wheel: cu_version: cu110 name: binary_linux_wheel_py3.7_cu110 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda110 - binary_linux_wheel: cu_version: cpu name: binary_linux_wheel_py3.8_cpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_wheel: cu_version: cu92 name: binary_linux_wheel_py3.8_cu92 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda92 - binary_linux_wheel: cu_version: cu101 name: binary_linux_wheel_py3.8_cu101 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda101 - binary_linux_wheel: cu_version: cu102 name: binary_linux_wheel_py3.8_cu102 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_wheel: cu_version: cu110 name: binary_linux_wheel_py3.8_cu110 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda110 - binary_linux_wheel: cu_version: cpu name: binary_linux_wheel_py3.9_cpu python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_wheel: cu_version: cu92 name: binary_linux_wheel_py3.9_cu92 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda92 - binary_linux_wheel: cu_version: cu101 name: binary_linux_wheel_py3.9_cu101 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda101 - binary_linux_wheel: cu_version: cu102 name: binary_linux_wheel_py3.9_cu102 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_wheel: cu_version: cu110 name: binary_linux_wheel_py3.9_cu110 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda110 - binary_macos_wheel: cu_version: cpu name: binary_macos_wheel_py3.6_cpu python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_macos_wheel: cu_version: cpu name: binary_macos_wheel_py3.7_cpu python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_macos_wheel: cu_version: cpu name: binary_macos_wheel_py3.8_cpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_macos_wheel: cu_version: cpu name: binary_macos_wheel_py3.9_cpu python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_win_wheel: cu_version: cpu filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.6_cpu python_version: '3.6' - binary_win_wheel: cu_version: cu101 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.6_cu101 python_version: '3.6' - binary_win_wheel: cu_version: cu102 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.6_cu102 python_version: '3.6' - binary_win_wheel: cu_version: cu110 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.6_cu110 python_version: '3.6' - binary_win_wheel: cu_version: cpu filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.7_cpu python_version: '3.7' - binary_win_wheel: cu_version: cu101 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.7_cu101 python_version: '3.7' - binary_win_wheel: cu_version: cu102 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.7_cu102 python_version: '3.7' - binary_win_wheel: cu_version: cu110 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.7_cu110 python_version: '3.7' - binary_win_wheel: cu_version: cpu filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.8_cpu python_version: '3.8' - binary_win_wheel: cu_version: cu101 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.8_cu101 python_version: '3.8' - binary_win_wheel: cu_version: cu102 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.8_cu102 python_version: '3.8' - binary_win_wheel: cu_version: cu110 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.8_cu110 python_version: '3.8' - binary_win_wheel: cu_version: cpu name: binary_win_wheel_py3.9_cpu python_version: '3.9' - binary_win_wheel: cu_version: cu101 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.9_cu101 python_version: '3.9' - binary_win_wheel: cu_version: cu102 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_wheel_py3.9_cu102 python_version: '3.9' - binary_win_wheel: cu_version: cu110 name: binary_win_wheel_py3.9_cu110 python_version: '3.9' - binary_linux_conda: cu_version: cpu name: binary_linux_conda_py3.6_cpu python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_conda: cu_version: cu92 name: binary_linux_conda_py3.6_cu92 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda92 - binary_linux_conda: cu_version: cu101 name: binary_linux_conda_py3.6_cu101 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda101 - binary_linux_conda: cu_version: cu102 name: binary_linux_conda_py3.6_cu102 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_conda: cu_version: cu110 name: binary_linux_conda_py3.6_cu110 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda110 - binary_linux_conda: cu_version: cpu name: binary_linux_conda_py3.7_cpu python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_conda: cu_version: cu92 name: binary_linux_conda_py3.7_cu92 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda92 - binary_linux_conda: cu_version: cu101 name: binary_linux_conda_py3.7_cu101 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda101 - binary_linux_conda: cu_version: cu102 name: binary_linux_conda_py3.7_cu102 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_conda: cu_version: cu110 name: binary_linux_conda_py3.7_cu110 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda110 - binary_linux_conda: cu_version: cpu name: binary_linux_conda_py3.8_cpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_conda: cu_version: cu92 name: binary_linux_conda_py3.8_cu92 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda92 - binary_linux_conda: cu_version: cu101 name: binary_linux_conda_py3.8_cu101 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda101 - binary_linux_conda: cu_version: cu102 name: binary_linux_conda_py3.8_cu102 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_conda: cu_version: cu110 name: binary_linux_conda_py3.8_cu110 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda110 - binary_linux_conda: cu_version: cpu name: binary_linux_conda_py3.9_cpu python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_conda: cu_version: cu92 name: binary_linux_conda_py3.9_cu92 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda92 - binary_linux_conda: cu_version: cu101 name: binary_linux_conda_py3.9_cu101 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda101 - binary_linux_conda: cu_version: cu102 name: binary_linux_conda_py3.9_cu102 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_linux_conda: cu_version: cu110 name: binary_linux_conda_py3.9_cu110 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda110 - binary_macos_conda: cu_version: cpu name: binary_macos_conda_py3.6_cpu python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_macos_conda: cu_version: cpu name: binary_macos_conda_py3.7_cpu python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_macos_conda: cu_version: cpu name: binary_macos_conda_py3.8_cpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_macos_conda: cu_version: cpu name: binary_macos_conda_py3.9_cpu python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_win_conda: cu_version: cpu filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.6_cpu python_version: '3.6' - binary_win_conda: cu_version: cu101 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.6_cu101 python_version: '3.6' - binary_win_conda: cu_version: cu102 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.6_cu102 python_version: '3.6' - binary_win_conda: cu_version: cu110 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.6_cu110 python_version: '3.6' - binary_win_conda: cu_version: cpu filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.7_cpu python_version: '3.7' - binary_win_conda: cu_version: cu101 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.7_cu101 python_version: '3.7' - binary_win_conda: cu_version: cu102 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.7_cu102 python_version: '3.7' - binary_win_conda: cu_version: cu110 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.7_cu110 python_version: '3.7' - binary_win_conda: cu_version: cpu filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.8_cpu python_version: '3.8' - binary_win_conda: cu_version: cu101 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.8_cu101 python_version: '3.8' - binary_win_conda: cu_version: cu102 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.8_cu102 python_version: '3.8' - binary_win_conda: cu_version: cu110 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.8_cu110 python_version: '3.8' - binary_win_conda: cu_version: cpu name: binary_win_conda_py3.9_cpu python_version: '3.9' - binary_win_conda: cu_version: cu101 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.9_cu101 python_version: '3.9' - binary_win_conda: cu_version: cu102 filters: branches: only: master tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: binary_win_conda_py3.9_cu102 python_version: '3.9' - binary_win_conda: cu_version: cu110 name: binary_win_conda_py3.9_cu110 python_version: '3.9' - python_lint - python_type_check - clang_format unittest: jobs: - unittest_linux_cpu: cu_version: cpu name: unittest_linux_cpu_py3.6 python_version: '3.6' - unittest_linux_cpu: cu_version: cpu name: unittest_linux_cpu_py3.7 python_version: '3.7' - unittest_linux_cpu: cu_version: cpu name: unittest_linux_cpu_py3.8 python_version: '3.8' - unittest_linux_cpu: cu_version: cpu name: unittest_linux_cpu_py3.9 python_version: '3.9' - unittest_linux_gpu: cu_version: cu101 filters: branches: only: - master - nightly name: unittest_linux_gpu_py3.6 python_version: '3.6' - unittest_linux_gpu: cu_version: cu101 filters: branches: only: - master - nightly name: unittest_linux_gpu_py3.7 python_version: '3.7' - unittest_linux_gpu: cu_version: cu101 name: unittest_linux_gpu_py3.8 python_version: '3.8' - unittest_linux_gpu: cu_version: cu101 filters: branches: only: - master - nightly name: unittest_linux_gpu_py3.9 python_version: '3.9' - unittest_windows_cpu: cu_version: cpu name: unittest_windows_cpu_py3.6 python_version: '3.6' - unittest_windows_cpu: cu_version: cpu name: unittest_windows_cpu_py3.7 python_version: '3.7' - unittest_windows_cpu: cu_version: cpu name: unittest_windows_cpu_py3.8 python_version: '3.8' - unittest_windows_cpu: cu_version: cpu name: unittest_windows_cpu_py3.9 python_version: '3.9' - unittest_windows_gpu: cu_version: cu101 filters: branches: only: - master - nightly name: unittest_windows_gpu_py3.6 python_version: '3.6' - unittest_windows_gpu: cu_version: cu101 filters: branches: only: - master - nightly name: unittest_windows_gpu_py3.7 python_version: '3.7' - unittest_windows_gpu: cu_version: cu101 name: unittest_windows_gpu_py3.8 python_version: '3.8' - unittest_windows_gpu: cu_version: cu101 filters: branches: only: - master - nightly name: unittest_windows_gpu_py3.9 python_version: '3.9' - unittest_macos_cpu: cu_version: cpu name: unittest_macos_cpu_py3.6 python_version: '3.6' - unittest_macos_cpu: cu_version: cpu name: unittest_macos_cpu_py3.7 python_version: '3.7' - unittest_macos_cpu: cu_version: cpu name: unittest_macos_cpu_py3.8 python_version: '3.8' - unittest_macos_cpu: cu_version: cpu name: unittest_macos_cpu_py3.9 python_version: '3.9' cmake: jobs: - cmake_linux_cpu: cu_version: cpu name: cmake_linux_cpu python_version: '3.8' - cmake_linux_gpu: cu_version: cu101 name: cmake_linux_gpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda101 - cmake_windows_cpu: cu_version: cpu name: cmake_windows_cpu python_version: '3.8' - cmake_windows_gpu: cu_version: cu101 name: cmake_windows_gpu python_version: '3.8' - cmake_macos_cpu: cu_version: cpu name: cmake_macos_cpu python_version: '3.8' nightly: jobs: - circleci_consistency - python_lint - python_type_check - clang_format - binary_linux_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cpu python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cpu_upload requires: - nightly_binary_linux_wheel_py3.6_cpu subfolder: cpu/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.6_cpu_smoke_test_pip python_version: '3.6' requires: - nightly_binary_linux_wheel_py3.6_cpu_upload - binary_linux_wheel: cu_version: cu92 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cu92 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda92 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cu92_upload requires: - nightly_binary_linux_wheel_py3.6_cu92 subfolder: cu92/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.6_cu92_smoke_test_pip python_version: '3.6' requires: - nightly_binary_linux_wheel_py3.6_cu92_upload - binary_linux_wheel: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cu101 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda101 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cu101_upload requires: - nightly_binary_linux_wheel_py3.6_cu101 subfolder: cu101/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.6_cu101_smoke_test_pip python_version: '3.6' requires: - nightly_binary_linux_wheel_py3.6_cu101_upload - binary_linux_wheel: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cu102 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cu102_upload requires: - nightly_binary_linux_wheel_py3.6_cu102 subfolder: cu102/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.6_cu102_smoke_test_pip python_version: '3.6' requires: - nightly_binary_linux_wheel_py3.6_cu102_upload - binary_linux_wheel: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cu110 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda110 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.6_cu110_upload requires: - nightly_binary_linux_wheel_py3.6_cu110 subfolder: cu110/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.6_cu110_smoke_test_pip python_version: '3.6' requires: - nightly_binary_linux_wheel_py3.6_cu110_upload - binary_linux_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cpu python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cpu_upload requires: - nightly_binary_linux_wheel_py3.7_cpu subfolder: cpu/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.7_cpu_smoke_test_pip python_version: '3.7' requires: - nightly_binary_linux_wheel_py3.7_cpu_upload - binary_linux_wheel: cu_version: cu92 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cu92 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda92 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cu92_upload requires: - nightly_binary_linux_wheel_py3.7_cu92 subfolder: cu92/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.7_cu92_smoke_test_pip python_version: '3.7' requires: - nightly_binary_linux_wheel_py3.7_cu92_upload - binary_linux_wheel: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cu101 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda101 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cu101_upload requires: - nightly_binary_linux_wheel_py3.7_cu101 subfolder: cu101/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.7_cu101_smoke_test_pip python_version: '3.7' requires: - nightly_binary_linux_wheel_py3.7_cu101_upload - binary_linux_wheel: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cu102 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cu102_upload requires: - nightly_binary_linux_wheel_py3.7_cu102 subfolder: cu102/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.7_cu102_smoke_test_pip python_version: '3.7' requires: - nightly_binary_linux_wheel_py3.7_cu102_upload - binary_linux_wheel: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cu110 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda110 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.7_cu110_upload requires: - nightly_binary_linux_wheel_py3.7_cu110 subfolder: cu110/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.7_cu110_smoke_test_pip python_version: '3.7' requires: - nightly_binary_linux_wheel_py3.7_cu110_upload - binary_linux_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cpu_upload requires: - nightly_binary_linux_wheel_py3.8_cpu subfolder: cpu/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.8_cpu_smoke_test_pip python_version: '3.8' requires: - nightly_binary_linux_wheel_py3.8_cpu_upload - binary_linux_wheel: cu_version: cu92 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cu92 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda92 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cu92_upload requires: - nightly_binary_linux_wheel_py3.8_cu92 subfolder: cu92/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.8_cu92_smoke_test_pip python_version: '3.8' requires: - nightly_binary_linux_wheel_py3.8_cu92_upload - binary_linux_wheel: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cu101 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda101 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cu101_upload requires: - nightly_binary_linux_wheel_py3.8_cu101 subfolder: cu101/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.8_cu101_smoke_test_pip python_version: '3.8' requires: - nightly_binary_linux_wheel_py3.8_cu101_upload - binary_linux_wheel: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cu102 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cu102_upload requires: - nightly_binary_linux_wheel_py3.8_cu102 subfolder: cu102/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.8_cu102_smoke_test_pip python_version: '3.8' requires: - nightly_binary_linux_wheel_py3.8_cu102_upload - binary_linux_wheel: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cu110 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda110 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.8_cu110_upload requires: - nightly_binary_linux_wheel_py3.8_cu110 subfolder: cu110/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.8_cu110_smoke_test_pip python_version: '3.8' requires: - nightly_binary_linux_wheel_py3.8_cu110_upload - binary_linux_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cpu python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cpu_upload requires: - nightly_binary_linux_wheel_py3.9_cpu subfolder: cpu/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.9_cpu_smoke_test_pip python_version: '3.9' requires: - nightly_binary_linux_wheel_py3.9_cpu_upload - binary_linux_wheel: cu_version: cu92 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cu92 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda92 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cu92_upload requires: - nightly_binary_linux_wheel_py3.9_cu92 subfolder: cu92/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.9_cu92_smoke_test_pip python_version: '3.9' requires: - nightly_binary_linux_wheel_py3.9_cu92_upload - binary_linux_wheel: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cu101 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda101 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cu101_upload requires: - nightly_binary_linux_wheel_py3.9_cu101 subfolder: cu101/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.9_cu101_smoke_test_pip python_version: '3.9' requires: - nightly_binary_linux_wheel_py3.9_cu101_upload - binary_linux_wheel: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cu102 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cu102_upload requires: - nightly_binary_linux_wheel_py3.9_cu102 subfolder: cu102/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.9_cu102_smoke_test_pip python_version: '3.9' requires: - nightly_binary_linux_wheel_py3.9_cu102_upload - binary_linux_wheel: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cu110 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda110 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_wheel_py3.9_cu110_upload requires: - nightly_binary_linux_wheel_py3.9_cu110 subfolder: cu110/ - smoke_test_linux_pip: filters: branches: only: - nightly name: nightly_binary_linux_wheel_py3.9_cu110_smoke_test_pip python_version: '3.9' requires: - nightly_binary_linux_wheel_py3.9_cu110_upload - binary_macos_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_wheel_py3.6_cpu python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_wheel_py3.6_cpu_upload requires: - nightly_binary_macos_wheel_py3.6_cpu subfolder: '' - binary_macos_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_wheel_py3.7_cpu python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_wheel_py3.7_cpu_upload requires: - nightly_binary_macos_wheel_py3.7_cpu subfolder: '' - binary_macos_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_wheel_py3.8_cpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_wheel_py3.8_cpu_upload requires: - nightly_binary_macos_wheel_py3.8_cpu subfolder: '' - binary_macos_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_wheel_py3.9_cpu python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_wheel_py3.9_cpu_upload requires: - nightly_binary_macos_wheel_py3.9_cpu subfolder: '' - binary_win_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.6_cpu python_version: '3.6' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.6_cpu_upload requires: - nightly_binary_win_wheel_py3.6_cpu subfolder: cpu/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.6_cpu_smoke_test_pip python_version: '3.6' requires: - nightly_binary_win_wheel_py3.6_cpu_upload - binary_win_wheel: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.6_cu101 python_version: '3.6' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.6_cu101_upload requires: - nightly_binary_win_wheel_py3.6_cu101 subfolder: cu101/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.6_cu101_smoke_test_pip python_version: '3.6' requires: - nightly_binary_win_wheel_py3.6_cu101_upload - binary_win_wheel: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.6_cu102 python_version: '3.6' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.6_cu102_upload requires: - nightly_binary_win_wheel_py3.6_cu102 subfolder: cu102/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.6_cu102_smoke_test_pip python_version: '3.6' requires: - nightly_binary_win_wheel_py3.6_cu102_upload - binary_win_wheel: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.6_cu110 python_version: '3.6' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.6_cu110_upload requires: - nightly_binary_win_wheel_py3.6_cu110 subfolder: cu110/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.6_cu110_smoke_test_pip python_version: '3.6' requires: - nightly_binary_win_wheel_py3.6_cu110_upload - binary_win_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.7_cpu python_version: '3.7' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.7_cpu_upload requires: - nightly_binary_win_wheel_py3.7_cpu subfolder: cpu/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.7_cpu_smoke_test_pip python_version: '3.7' requires: - nightly_binary_win_wheel_py3.7_cpu_upload - binary_win_wheel: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.7_cu101 python_version: '3.7' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.7_cu101_upload requires: - nightly_binary_win_wheel_py3.7_cu101 subfolder: cu101/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.7_cu101_smoke_test_pip python_version: '3.7' requires: - nightly_binary_win_wheel_py3.7_cu101_upload - binary_win_wheel: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.7_cu102 python_version: '3.7' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.7_cu102_upload requires: - nightly_binary_win_wheel_py3.7_cu102 subfolder: cu102/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.7_cu102_smoke_test_pip python_version: '3.7' requires: - nightly_binary_win_wheel_py3.7_cu102_upload - binary_win_wheel: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.7_cu110 python_version: '3.7' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.7_cu110_upload requires: - nightly_binary_win_wheel_py3.7_cu110 subfolder: cu110/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.7_cu110_smoke_test_pip python_version: '3.7' requires: - nightly_binary_win_wheel_py3.7_cu110_upload - binary_win_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.8_cpu python_version: '3.8' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.8_cpu_upload requires: - nightly_binary_win_wheel_py3.8_cpu subfolder: cpu/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.8_cpu_smoke_test_pip python_version: '3.8' requires: - nightly_binary_win_wheel_py3.8_cpu_upload - binary_win_wheel: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.8_cu101 python_version: '3.8' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.8_cu101_upload requires: - nightly_binary_win_wheel_py3.8_cu101 subfolder: cu101/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.8_cu101_smoke_test_pip python_version: '3.8' requires: - nightly_binary_win_wheel_py3.8_cu101_upload - binary_win_wheel: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.8_cu102 python_version: '3.8' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.8_cu102_upload requires: - nightly_binary_win_wheel_py3.8_cu102 subfolder: cu102/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.8_cu102_smoke_test_pip python_version: '3.8' requires: - nightly_binary_win_wheel_py3.8_cu102_upload - binary_win_wheel: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.8_cu110 python_version: '3.8' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.8_cu110_upload requires: - nightly_binary_win_wheel_py3.8_cu110 subfolder: cu110/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.8_cu110_smoke_test_pip python_version: '3.8' requires: - nightly_binary_win_wheel_py3.8_cu110_upload - binary_win_wheel: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.9_cpu python_version: '3.9' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.9_cpu_upload requires: - nightly_binary_win_wheel_py3.9_cpu subfolder: cpu/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.9_cpu_smoke_test_pip python_version: '3.9' requires: - nightly_binary_win_wheel_py3.9_cpu_upload - binary_win_wheel: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.9_cu101 python_version: '3.9' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.9_cu101_upload requires: - nightly_binary_win_wheel_py3.9_cu101 subfolder: cu101/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.9_cu101_smoke_test_pip python_version: '3.9' requires: - nightly_binary_win_wheel_py3.9_cu101_upload - binary_win_wheel: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.9_cu102 python_version: '3.9' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.9_cu102_upload requires: - nightly_binary_win_wheel_py3.9_cu102 subfolder: cu102/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.9_cu102_smoke_test_pip python_version: '3.9' requires: - nightly_binary_win_wheel_py3.9_cu102_upload - binary_win_wheel: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.9_cu110 python_version: '3.9' - binary_wheel_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_wheel_py3.9_cu110_upload requires: - nightly_binary_win_wheel_py3.9_cu110 subfolder: cu110/ - smoke_test_win_pip: filters: branches: only: - nightly name: nightly_binary_win_wheel_py3.9_cu110_smoke_test_pip python_version: '3.9' requires: - nightly_binary_win_wheel_py3.9_cu110_upload - binary_linux_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cpu python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cpu_upload requires: - nightly_binary_linux_conda_py3.6_cpu - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.6_cpu_smoke_test_conda python_version: '3.6' requires: - nightly_binary_linux_conda_py3.6_cpu_upload - binary_linux_conda: cu_version: cu92 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cu92 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda92 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cu92_upload requires: - nightly_binary_linux_conda_py3.6_cu92 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.6_cu92_smoke_test_conda python_version: '3.6' requires: - nightly_binary_linux_conda_py3.6_cu92_upload - binary_linux_conda: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cu101 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda101 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cu101_upload requires: - nightly_binary_linux_conda_py3.6_cu101 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.6_cu101_smoke_test_conda python_version: '3.6' requires: - nightly_binary_linux_conda_py3.6_cu101_upload - binary_linux_conda: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cu102 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cu102_upload requires: - nightly_binary_linux_conda_py3.6_cu102 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.6_cu102_smoke_test_conda python_version: '3.6' requires: - nightly_binary_linux_conda_py3.6_cu102_upload - binary_linux_conda: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cu110 python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda110 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.6_cu110_upload requires: - nightly_binary_linux_conda_py3.6_cu110 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.6_cu110_smoke_test_conda python_version: '3.6' requires: - nightly_binary_linux_conda_py3.6_cu110_upload - binary_linux_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cpu python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cpu_upload requires: - nightly_binary_linux_conda_py3.7_cpu - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.7_cpu_smoke_test_conda python_version: '3.7' requires: - nightly_binary_linux_conda_py3.7_cpu_upload - binary_linux_conda: cu_version: cu92 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cu92 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda92 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cu92_upload requires: - nightly_binary_linux_conda_py3.7_cu92 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.7_cu92_smoke_test_conda python_version: '3.7' requires: - nightly_binary_linux_conda_py3.7_cu92_upload - binary_linux_conda: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cu101 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda101 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cu101_upload requires: - nightly_binary_linux_conda_py3.7_cu101 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.7_cu101_smoke_test_conda python_version: '3.7' requires: - nightly_binary_linux_conda_py3.7_cu101_upload - binary_linux_conda: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cu102 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cu102_upload requires: - nightly_binary_linux_conda_py3.7_cu102 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.7_cu102_smoke_test_conda python_version: '3.7' requires: - nightly_binary_linux_conda_py3.7_cu102_upload - binary_linux_conda: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cu110 python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda110 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.7_cu110_upload requires: - nightly_binary_linux_conda_py3.7_cu110 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.7_cu110_smoke_test_conda python_version: '3.7' requires: - nightly_binary_linux_conda_py3.7_cu110_upload - binary_linux_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cpu_upload requires: - nightly_binary_linux_conda_py3.8_cpu - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.8_cpu_smoke_test_conda python_version: '3.8' requires: - nightly_binary_linux_conda_py3.8_cpu_upload - binary_linux_conda: cu_version: cu92 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cu92 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda92 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cu92_upload requires: - nightly_binary_linux_conda_py3.8_cu92 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.8_cu92_smoke_test_conda python_version: '3.8' requires: - nightly_binary_linux_conda_py3.8_cu92_upload - binary_linux_conda: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cu101 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda101 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cu101_upload requires: - nightly_binary_linux_conda_py3.8_cu101 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.8_cu101_smoke_test_conda python_version: '3.8' requires: - nightly_binary_linux_conda_py3.8_cu101_upload - binary_linux_conda: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cu102 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cu102_upload requires: - nightly_binary_linux_conda_py3.8_cu102 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.8_cu102_smoke_test_conda python_version: '3.8' requires: - nightly_binary_linux_conda_py3.8_cu102_upload - binary_linux_conda: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cu110 python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda110 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.8_cu110_upload requires: - nightly_binary_linux_conda_py3.8_cu110 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.8_cu110_smoke_test_conda python_version: '3.8' requires: - nightly_binary_linux_conda_py3.8_cu110_upload - binary_linux_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cpu python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cpu_upload requires: - nightly_binary_linux_conda_py3.9_cpu - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.9_cpu_smoke_test_conda python_version: '3.9' requires: - nightly_binary_linux_conda_py3.9_cpu_upload - binary_linux_conda: cu_version: cu92 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cu92 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda92 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cu92_upload requires: - nightly_binary_linux_conda_py3.9_cu92 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.9_cu92_smoke_test_conda python_version: '3.9' requires: - nightly_binary_linux_conda_py3.9_cu92_upload - binary_linux_conda: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cu101 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda101 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cu101_upload requires: - nightly_binary_linux_conda_py3.9_cu101 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.9_cu101_smoke_test_conda python_version: '3.9' requires: - nightly_binary_linux_conda_py3.9_cu101_upload - binary_linux_conda: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cu102 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cu102_upload requires: - nightly_binary_linux_conda_py3.9_cu102 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.9_cu102_smoke_test_conda python_version: '3.9' requires: - nightly_binary_linux_conda_py3.9_cu102_upload - binary_linux_conda: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cu110 python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda110 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_linux_conda_py3.9_cu110_upload requires: - nightly_binary_linux_conda_py3.9_cu110 - smoke_test_linux_conda: filters: branches: only: - nightly name: nightly_binary_linux_conda_py3.9_cu110_smoke_test_conda python_version: '3.9' requires: - nightly_binary_linux_conda_py3.9_cu110_upload - binary_macos_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_conda_py3.6_cpu python_version: '3.6' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_conda_py3.6_cpu_upload requires: - nightly_binary_macos_conda_py3.6_cpu - binary_macos_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_conda_py3.7_cpu python_version: '3.7' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_conda_py3.7_cpu_upload requires: - nightly_binary_macos_conda_py3.7_cpu - binary_macos_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_conda_py3.8_cpu python_version: '3.8' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_conda_py3.8_cpu_upload requires: - nightly_binary_macos_conda_py3.8_cpu - binary_macos_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_conda_py3.9_cpu python_version: '3.9' wheel_docker_image: pytorch/manylinux-cuda102 - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_macos_conda_py3.9_cpu_upload requires: - nightly_binary_macos_conda_py3.9_cpu - binary_win_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.6_cpu python_version: '3.6' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.6_cpu_upload requires: - nightly_binary_win_conda_py3.6_cpu - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.6_cpu_smoke_test_conda python_version: '3.6' requires: - nightly_binary_win_conda_py3.6_cpu_upload - binary_win_conda: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.6_cu101 python_version: '3.6' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.6_cu101_upload requires: - nightly_binary_win_conda_py3.6_cu101 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.6_cu101_smoke_test_conda python_version: '3.6' requires: - nightly_binary_win_conda_py3.6_cu101_upload - binary_win_conda: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.6_cu102 python_version: '3.6' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.6_cu102_upload requires: - nightly_binary_win_conda_py3.6_cu102 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.6_cu102_smoke_test_conda python_version: '3.6' requires: - nightly_binary_win_conda_py3.6_cu102_upload - binary_win_conda: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.6_cu110 python_version: '3.6' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.6_cu110_upload requires: - nightly_binary_win_conda_py3.6_cu110 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.6_cu110_smoke_test_conda python_version: '3.6' requires: - nightly_binary_win_conda_py3.6_cu110_upload - binary_win_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.7_cpu python_version: '3.7' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.7_cpu_upload requires: - nightly_binary_win_conda_py3.7_cpu - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.7_cpu_smoke_test_conda python_version: '3.7' requires: - nightly_binary_win_conda_py3.7_cpu_upload - binary_win_conda: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.7_cu101 python_version: '3.7' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.7_cu101_upload requires: - nightly_binary_win_conda_py3.7_cu101 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.7_cu101_smoke_test_conda python_version: '3.7' requires: - nightly_binary_win_conda_py3.7_cu101_upload - binary_win_conda: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.7_cu102 python_version: '3.7' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.7_cu102_upload requires: - nightly_binary_win_conda_py3.7_cu102 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.7_cu102_smoke_test_conda python_version: '3.7' requires: - nightly_binary_win_conda_py3.7_cu102_upload - binary_win_conda: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.7_cu110 python_version: '3.7' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.7_cu110_upload requires: - nightly_binary_win_conda_py3.7_cu110 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.7_cu110_smoke_test_conda python_version: '3.7' requires: - nightly_binary_win_conda_py3.7_cu110_upload - binary_win_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.8_cpu python_version: '3.8' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.8_cpu_upload requires: - nightly_binary_win_conda_py3.8_cpu - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.8_cpu_smoke_test_conda python_version: '3.8' requires: - nightly_binary_win_conda_py3.8_cpu_upload - binary_win_conda: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.8_cu101 python_version: '3.8' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.8_cu101_upload requires: - nightly_binary_win_conda_py3.8_cu101 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.8_cu101_smoke_test_conda python_version: '3.8' requires: - nightly_binary_win_conda_py3.8_cu101_upload - binary_win_conda: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.8_cu102 python_version: '3.8' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.8_cu102_upload requires: - nightly_binary_win_conda_py3.8_cu102 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.8_cu102_smoke_test_conda python_version: '3.8' requires: - nightly_binary_win_conda_py3.8_cu102_upload - binary_win_conda: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.8_cu110 python_version: '3.8' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.8_cu110_upload requires: - nightly_binary_win_conda_py3.8_cu110 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.8_cu110_smoke_test_conda python_version: '3.8' requires: - nightly_binary_win_conda_py3.8_cu110_upload - binary_win_conda: cu_version: cpu filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.9_cpu python_version: '3.9' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.9_cpu_upload requires: - nightly_binary_win_conda_py3.9_cpu - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.9_cpu_smoke_test_conda python_version: '3.9' requires: - nightly_binary_win_conda_py3.9_cpu_upload - binary_win_conda: cu_version: cu101 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.9_cu101 python_version: '3.9' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.9_cu101_upload requires: - nightly_binary_win_conda_py3.9_cu101 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.9_cu101_smoke_test_conda python_version: '3.9' requires: - nightly_binary_win_conda_py3.9_cu101_upload - binary_win_conda: cu_version: cu102 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.9_cu102 python_version: '3.9' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.9_cu102_upload requires: - nightly_binary_win_conda_py3.9_cu102 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.9_cu102_smoke_test_conda python_version: '3.9' requires: - nightly_binary_win_conda_py3.9_cu102_upload - binary_win_conda: cu_version: cu110 filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.9_cu110 python_version: '3.9' - binary_conda_upload: context: org-member filters: branches: only: nightly tags: only: /v[0-9]+(\.[0-9]+)*-rc[0-9]+/ name: nightly_binary_win_conda_py3.9_cu110_upload requires: - nightly_binary_win_conda_py3.9_cu110 - smoke_test_win_conda: filters: branches: only: - nightly name: nightly_binary_win_conda_py3.9_cu110_smoke_test_conda python_version: '3.9' requires: - nightly_binary_win_conda_py3.9_cu110_upload docker_build: triggers: - schedule: cron: "0 10 * * 0" filters: branches: only: - master jobs: - smoke_test_docker_image_build: context: org-membervision-0.8.2/.circleci/config.yml.in000066400000000000000000000573431376231312300172750ustar00rootroot00000000000000version: 2.1 # How to test the Linux jobs: # - Install CircleCI local CLI: https://circleci.com/docs/2.0/local-cli/ # - circleci config process .circleci/config.yml > gen.yml && circleci local execute -c gen.yml --job binary_linux_wheel_py3.7 # - Replace binary_linux_wheel_py3.7 with the name of the job you want to test. # Job names are 'name:' key. executors: windows-cpu: machine: resource_class: windows.xlarge image: windows-server-2019-vs2019:stable shell: bash.exe windows-gpu: machine: resource_class: windows.gpu.nvidia.medium image: windows-server-2019-nvidia:stable shell: bash.exe commands: checkout_merge: description: "checkout merge branch" steps: - checkout # - run: # name: Checkout merge branch # command: | # set -ex # BRANCH=$(git rev-parse --abbrev-ref HEAD) # if [[ "$BRANCH" != "master" ]]; then # git fetch --force origin ${CIRCLE_BRANCH}/merge:merged/${CIRCLE_BRANCH} # git checkout "merged/$CIRCLE_BRANCH" # fi designate_upload_channel: description: "inserts the correct upload channel into ${BASH_ENV}" steps: - run: name: adding UPLOAD_CHANNEL to BASH_ENV command: | # hard code channel for release so that PRs work on test channell echo "export UPLOAD_CHANNEL=test" >> ${BASH_ENV} binary_common: &binary_common parameters: # Edit these defaults to do a release` build_version: description: "version number of release binary; by default, build a nightly" type: string default: "0.8.2" pytorch_version: description: "PyTorch version to build against; by default, use a nightly" type: string default: "1.7.1" # Don't edit these python_version: description: "Python version to build against (e.g., 3.7)" type: string cu_version: description: "CUDA version to build against, in CU format (e.g., cpu or cu100)" type: string default: "cpu" unicode_abi: description: "Python 2.7 wheel only: whether or not we are cp27mu (default: no)" type: string default: "" wheel_docker_image: description: "Wheel only: what docker image to use" type: string default: "pytorch/manylinux-cuda101" environment: PYTHON_VERSION: << parameters.python_version >> PYTORCH_VERSION: << parameters.pytorch_version >> UNICODE_ABI: << parameters.unicode_abi >> CU_VERSION: << parameters.cu_version >> smoke_test_common: &smoke_test_common <<: *binary_common docker: - image: torchvision/smoke_test:latest jobs: circleci_consistency: docker: - image: circleci/python:3.7 steps: - checkout - run: command: | pip install --user --progress-bar off jinja2 pyyaml python .circleci/regenerate.py git diff --exit-code || (echo ".circleci/config.yml not in sync with config.yml.in! Run .circleci/regenerate.py to update config"; exit 1) python_lint: docker: - image: circleci/python:3.7 steps: - checkout - run: command: | pip install --user --progress-bar off flake8 typing flake8 --config=setup.cfg . python_type_check: docker: - image: circleci/python:3.7 steps: - checkout - run: command: | sudo apt-get update -y sudo apt install -y libturbojpeg-dev pip install --user --progress-bar off numpy mypy pip install --user --progress-bar off --pre torch -f https://download.pytorch.org/whl/nightly/cpu/torch_nightly.html pip install --user --progress-bar off --editable . mypy --config-file mypy.ini clang_format: docker: - image: circleci/python:3.7 steps: - checkout - run: command: | sudo apt-get update -y sudo apt-get install -y clang-format ./travis-scripts/run-clang-format/run-clang-format.py -r torchvision/csrc binary_linux_wheel: <<: *binary_common docker: - image: << parameters.wheel_docker_image >> resource_class: 2xlarge+ steps: - checkout_merge - designate_upload_channel - run: packaging/build_wheel.sh - store_artifacts: path: dist - persist_to_workspace: root: dist paths: - "*" binary_linux_conda: <<: *binary_common docker: - image: "pytorch/conda-cuda" resource_class: 2xlarge+ steps: - checkout_merge - designate_upload_channel - run: packaging/build_conda.sh - store_artifacts: path: /opt/conda/conda-bld/linux-64 - persist_to_workspace: root: /opt/conda/conda-bld/linux-64 paths: - "*" - store_test_results: path: build_results/ binary_win_conda: <<: *binary_common executor: windows-cpu steps: - checkout_merge - designate_upload_channel - run: name: Build conda packages command: | set -ex source packaging/windows/internal/vc_install_helper.sh packaging/windows/internal/cuda_install.bat eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" conda activate base conda install -yq conda-build "conda-package-handling!=1.5.0" packaging/build_conda.sh rm /C/tools/miniconda3/conda-bld/win-64/vs${VC_YEAR}*.tar.bz2 - store_artifacts: path: C:/tools/miniconda3/conda-bld/win-64 - persist_to_workspace: root: C:/tools/miniconda3/conda-bld/win-64 paths: - "*" - store_test_results: path: build_results/ binary_win_wheel: <<: *binary_common executor: windows-cpu steps: - checkout_merge - designate_upload_channel - run: name: Build wheel packages command: | set -ex source packaging/windows/internal/vc_install_helper.sh packaging/windows/internal/cuda_install.bat packaging/build_wheel.sh - store_artifacts: path: dist - persist_to_workspace: root: dist paths: - "*" - store_test_results: path: build_results/ binary_macos_wheel: <<: *binary_common macos: xcode: "9.4.1" steps: - checkout_merge - designate_upload_channel - run: # Cannot easily deduplicate this as source'ing activate # will set environment variables which we need to propagate # to build_wheel.sh command: | curl -o conda.sh https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh sh conda.sh -b source $HOME/miniconda3/bin/activate packaging/build_wheel.sh - store_artifacts: path: dist - persist_to_workspace: root: dist paths: - "*" binary_macos_conda: <<: *binary_common macos: xcode: "9.4.1" steps: - checkout_merge - designate_upload_channel - run: command: | curl -o conda.sh https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh sh conda.sh -b source $HOME/miniconda3/bin/activate conda install -yq conda-build packaging/build_conda.sh - store_artifacts: path: /Users/distiller/miniconda3/conda-bld/osx-64 - persist_to_workspace: root: /Users/distiller/miniconda3/conda-bld/osx-64 paths: - "*" - store_test_results: path: build_results/ # Requires org-member context binary_conda_upload: docker: - image: continuumio/miniconda steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: command: | # Prevent credential from leaking conda install -yq anaconda-client set -x anaconda -t "${CONDA_PYTORCHBOT_TOKEN}" upload ~/workspace/*.tar.bz2 -u "pytorch-${UPLOAD_CHANNEL}" --label main --no-progress --force # Requires org-member context binary_wheel_upload: parameters: subfolder: description: "What whl subfolder to upload to, e.g., blank or cu100/ (trailing slash is important)" type: string docker: - image: circleci/python:3.7 steps: - attach_workspace: at: ~/workspace - designate_upload_channel - checkout - run: command: | pip install --user awscli export PATH="$HOME/.local/bin:$PATH" # Prevent credential from leaking set +x export AWS_ACCESS_KEY_ID="${PYTORCH_BINARY_AWS_ACCESS_KEY_ID}" export AWS_SECRET_ACCESS_KEY="${PYTORCH_BINARY_AWS_SECRET_ACCESS_KEY}" set -x for pkg in ~/workspace/*.whl; do aws s3 cp "$pkg" "s3://pytorch/whl/${UPLOAD_CHANNEL}/<< parameters.subfolder >>" --acl public-read done smoke_test_linux_conda: <<: *smoke_test_common steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: name: install binaries command: | set -x source /usr/local/etc/profile.d/conda.sh && conda activate python${PYTHON_VERSION} conda install -v -y -c pytorch-nightly pytorch conda install -v -y $(ls ~/workspace/torchvision*.tar.bz2) - run: name: smoke test command: | source /usr/local/etc/profile.d/conda.sh && conda activate python${PYTHON_VERSION} python -c "import torchvision" smoke_test_linux_pip: <<: *smoke_test_common steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: name: install binaries command: | set -x source /usr/local/etc/profile.d/conda.sh && conda activate python${PYTHON_VERSION} pip install $(ls ~/workspace/torchvision*.whl) --pre -f https://download.pytorch.org/whl/nightly/torch_nightly.html - run: name: smoke test command: | source /usr/local/etc/profile.d/conda.sh && conda activate python${PYTHON_VERSION} python -c "import torchvision" smoke_test_docker_image_build: machine: image: ubuntu-1604:201903-01 resource_class: large environment: image_name: torchvision/smoke_test steps: - checkout - designate_upload_channel - run: name: Build and push Docker image no_output_timeout: "1h" command: | set +x echo "${DOCKER_HUB_TOKEN}" | docker login --username "${DOCKER_HUB_USERNAME}" --password-stdin set -x cd .circleci/smoke_test/docker && docker build . -t ${image_name}:${CIRCLE_WORKFLOW_ID} docker tag ${image_name}:${CIRCLE_WORKFLOW_ID} ${image_name}:latest docker push ${image_name}:${CIRCLE_WORKFLOW_ID} docker push ${image_name}:latest smoke_test_win_conda: <<: *binary_common executor: name: windows-cpu steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: name: install binaries command: | set -x eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" conda env remove -n python${PYTHON_VERSION} || true CONDA_CHANNEL_FLAGS="" if [[ "${PYTHON_VERSION}" = 3.9 ]]; then CONDA_CHANNEL_FLAGS="-c=conda-forge" fi conda create ${CONDA_CHANNEL_FLAGS} -yn python${PYTHON_VERSION} python=${PYTHON_VERSION} conda activate python${PYTHON_VERSION} conda install Pillow conda install -v -y -c pytorch-nightly pytorch conda install -v -y $(ls ~/workspace/torchvision*.tar.bz2) - run: name: smoke test command: | eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" conda activate python${PYTHON_VERSION} python -c "import torchvision" smoke_test_win_pip: <<: *binary_common executor: name: windows-cpu steps: - attach_workspace: at: ~/workspace - designate_upload_channel - run: name: install binaries command: | set -x eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" CONDA_CHANNEL_FLAGS="" if [[ "${PYTHON_VERSION}" = 3.9 ]]; then CONDA_CHANNEL_FLAGS="-c=conda-forge" fi conda create ${CONDA_CHANNEL_FLAGS} -yn python${PYTHON_VERSION} python=${PYTHON_VERSION} conda create -yn python${PYTHON_VERSION} python=${PYTHON_VERSION} conda activate python${PYTHON_VERSION} pip install $(ls ~/workspace/torchvision*.whl) --pre -f https://download.pytorch.org/whl/nightly/torch_nightly.html - run: name: smoke test command: | eval "$('/C/tools/miniconda3/Scripts/conda.exe' 'shell.bash' 'hook')" conda activate python${PYTHON_VERSION} python -c "import torchvision" unittest_linux_cpu: <<: *binary_common docker: - image: "pytorch/manylinux-cuda102" resource_class: 2xlarge+ steps: - checkout - designate_upload_channel - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: {% raw %} keys: - env-v2-linux-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} - run: name: Setup command: .circleci/unittest/linux/scripts/setup_env.sh - save_cache: {% raw %} key: env-v2-linux-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} paths: - conda - env - run: name: Install torchvision command: .circleci/unittest/linux/scripts/install.sh - run: name: Run tests command: .circleci/unittest/linux/scripts/run_test.sh - run: name: Post process command: .circleci/unittest/linux/scripts/post_process.sh - store_test_results: path: test-results unittest_linux_gpu: <<: *binary_common machine: image: ubuntu-1604-cuda-10.1:201909-23 resource_class: gpu.small environment: image_name: "pytorch/manylinux-cuda101" steps: - checkout - designate_upload_channel - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: {% raw %} keys: - env-v2-linux-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} - run: name: Setup command: docker run -t --gpus all -v $PWD:$PWD -w $PWD -e PYTHON_VERSION "${image_name}" .circleci/unittest/linux/scripts/setup_env.sh - save_cache: {% raw %} key: env-v2-linux-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} paths: - conda - env - run: name: Install torchvision command: docker run -t --gpus all -v $PWD:$PWD -w $PWD -e UPLOAD_CHANNEL -e CU_VERSION "${image_name}" .circleci/unittest/linux/scripts/install.sh - run: name: Run tests command: docker run -t --gpus all -v $PWD:$PWD -w $PWD "${image_name}" .circleci/unittest/linux/scripts/run_test.sh - run: name: Post Process command: docker run -t --gpus all -v $PWD:$PWD -w $PWD "${image_name}" .circleci/unittest/linux/scripts/post_process.sh - store_test_results: path: test-results unittest_windows_cpu: <<: *binary_common executor: name: windows-cpu steps: - checkout - designate_upload_channel - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: {% raw %} keys: - env-v2-windows-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/windows/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} - run: name: Setup command: .circleci/unittest/windows/scripts/setup_env.sh - save_cache: {% raw %} key: env-v2-windows-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/windows/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} paths: - conda - env - run: name: Install torchvision command: .circleci/unittest/windows/scripts/install.sh - run: name: Run tests command: .circleci/unittest/windows/scripts/run_test.sh - run: name: Post process command: .circleci/unittest/windows/scripts/post_process.sh - store_test_results: path: test-results unittest_windows_gpu: <<: *binary_common executor: name: windows-gpu environment: CUDA_VERSION: "10.1" steps: - checkout - designate_upload_channel - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: {% raw %} keys: - env-v1-windows-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/windows/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} - run: name: Setup command: .circleci/unittest/windows/scripts/setup_env.sh - save_cache: {% raw %} key: env-v1-windows-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/windows/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} paths: - conda - env - run: name: Install torchvision command: .circleci/unittest/windows/scripts/install.sh - run: name: Run tests command: .circleci/unittest/windows/scripts/run_test.sh - run: name: Post process command: .circleci/unittest/windows/scripts/post_process.sh - store_test_results: path: test-results unittest_macos_cpu: <<: *binary_common macos: xcode: "9.4.1" resource_class: large steps: - checkout - designate_upload_channel - run: name: Install wget command: HOMEBREW_NO_AUTO_UPDATE=1 brew install wget # Disable brew auto update which is very slow - run: name: Generate cache key # This will refresh cache on Sundays, nightly build should generate new cache. command: echo "$(date +"%Y-%U")" > .circleci-weekly - restore_cache: {% raw %} keys: - env-v3-macos-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} - run: name: Setup command: .circleci/unittest/linux/scripts/setup_env.sh - save_cache: {% raw %} key: env-v3-macos-{{ arch }}-py<< parameters.python_version >>-{{ checksum ".circleci/unittest/linux/scripts/environment.yml" }}-{{ checksum ".circleci-weekly" }} {% endraw %} paths: - conda - env - run: name: Install torchvision command: .circleci/unittest/linux/scripts/install.sh - run: name: Run tests command: .circleci/unittest/linux/scripts/run_test.sh - run: name: Post process command: .circleci/unittest/linux/scripts/post_process.sh - store_test_results: path: test-results cmake_linux_cpu: <<: *binary_common docker: - image: "pytorch/manylinux-cuda102" resource_class: 2xlarge+ steps: - checkout_merge - designate_upload_channel - run: name: Setup conda command: .circleci/unittest/linux/scripts/setup_env.sh - run: packaging/build_cmake.sh cmake_linux_gpu: <<: *binary_common machine: image: ubuntu-1604-cuda-10.1:201909-23 resource_class: gpu.small environment: PYTHON_VERSION: << parameters.python_version >> PYTORCH_VERSION: << parameters.pytorch_version >> UNICODE_ABI: << parameters.unicode_abi >> CU_VERSION: << parameters.cu_version >> steps: - checkout_merge - designate_upload_channel - run: name: Setup conda command: docker run -e CU_VERSION -e PYTHON_VERSION -e UNICODE_ABI -e PYTORCH_VERSION -t --gpus all -v $PWD:$PWD -w $PWD << parameters.wheel_docker_image >> .circleci/unittest/linux/scripts/setup_env.sh - run: name: Build torchvision C++ distribution and test command: docker run -e CU_VERSION -e PYTHON_VERSION -e UNICODE_ABI -e PYTORCH_VERSION -e UPLOAD_CHANNEL -t --gpus all -v $PWD:$PWD -w $PWD << parameters.wheel_docker_image >> packaging/build_cmake.sh cmake_macos_cpu: <<: *binary_common macos: xcode: "9.0" steps: - checkout_merge - designate_upload_channel - run: command: | curl -o conda.sh https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh sh conda.sh -b source $HOME/miniconda3/bin/activate conda install -yq conda-build cmake packaging/build_cmake.sh cmake_windows_cpu: <<: *binary_common executor: name: windows-cpu steps: - checkout_merge - designate_upload_channel - run: command: | set -ex source packaging/windows/internal/vc_install_helper.sh packaging/build_cmake.sh cmake_windows_gpu: <<: *binary_common executor: name: windows-gpu steps: - checkout_merge - designate_upload_channel - run: command: | set -ex source packaging/windows/internal/vc_install_helper.sh packaging/windows/internal/cuda_install.bat packaging/build_cmake.sh workflows: build: {%- if True %} jobs: - circleci_consistency {{ build_workflows(windows_latest_only=True) }} - python_lint - python_type_check - clang_format unittest: jobs: {{ unittest_workflows() }} cmake: jobs: {{ cmake_workflows() }} nightly: {%- endif %} jobs: - circleci_consistency - python_lint - python_type_check - clang_format {{ build_workflows(prefix="nightly_", filter_branch="nightly", upload=True) }} docker_build: triggers: - schedule: cron: "0 10 * * 0" filters: branches: only: - master jobs: - smoke_test_docker_image_build: context: org-member vision-0.8.2/.circleci/regenerate.py000077500000000000000000000166321376231312300173720ustar00rootroot00000000000000#!/usr/bin/env python3 """ This script should use a very simple, functional programming style. Avoid Jinja macros in favor of native Python functions. Don't go overboard on code generation; use Python only to generate content that can't be easily declared statically using CircleCI's YAML API. Data declarations (e.g. the nested loops for defining the configuration matrix) should be at the top of the file for easy updating. See this comment for design rationale: https://github.com/pytorch/vision/pull/1321#issuecomment-531033978 """ import jinja2 import yaml import os.path PYTHON_VERSIONS = ["3.6", "3.7", "3.8", "3.9"] def build_workflows(prefix='', filter_branch=None, upload=False, indentation=6, windows_latest_only=False): w = [] for btype in ["wheel", "conda"]: for os_type in ["linux", "macos", "win"]: python_versions = PYTHON_VERSIONS cu_versions_dict = {"linux": ["cpu", "cu92", "cu101", "cu102", "cu110"], "win": ["cpu", "cu101", "cu102", "cu110"], "macos": ["cpu"]} cu_versions = cu_versions_dict[os_type] for python_version in python_versions: for cu_version in cu_versions: for unicode in ([False, True] if btype == "wheel" and python_version == "2.7" else [False]): fb = filter_branch if windows_latest_only and os_type == "win" and filter_branch is None and \ (python_version != python_versions[-1] or (cu_version not in [cu_versions[0], cu_versions[-1]])): fb = "master" w += workflow_pair( btype, os_type, python_version, cu_version, unicode, prefix, upload, filter_branch=fb) return indent(indentation, w) def workflow_pair(btype, os_type, python_version, cu_version, unicode, prefix='', upload=False, *, filter_branch=None): w = [] unicode_suffix = "u" if unicode else "" base_workflow_name = f"{prefix}binary_{os_type}_{btype}_py{python_version}{unicode_suffix}_{cu_version}" w.append(generate_base_workflow( base_workflow_name, python_version, cu_version, unicode, os_type, btype, filter_branch=filter_branch)) if upload: w.append(generate_upload_workflow(base_workflow_name, os_type, btype, cu_version, filter_branch=filter_branch)) if filter_branch == 'nightly' and os_type in ['linux', 'win']: pydistro = 'pip' if btype == 'wheel' else 'conda' w.append(generate_smoketest_workflow(pydistro, base_workflow_name, filter_branch, python_version, os_type)) return w manylinux_images = { "cu92": "pytorch/manylinux-cuda92", "cu101": "pytorch/manylinux-cuda101", "cu102": "pytorch/manylinux-cuda102", "cu110": "pytorch/manylinux-cuda110", } def get_manylinux_image(cu_version): cu_suffix = "102" if cu_version.startswith('cu'): cu_suffix = cu_version[len('cu'):] return f"pytorch/manylinux-cuda{cu_suffix}" def generate_base_workflow(base_workflow_name, python_version, cu_version, unicode, os_type, btype, *, filter_branch=None): d = { "name": base_workflow_name, "python_version": python_version, "cu_version": cu_version, } if os_type != "win" and unicode: d["unicode_abi"] = '1' if os_type != "win": d["wheel_docker_image"] = get_manylinux_image(cu_version) if filter_branch is not None: d["filters"] = { "branches": { "only": filter_branch }, "tags": { # Using a raw string here to avoid having to escape # anything "only": r"/v[0-9]+(\.[0-9]+)*-rc[0-9]+/" } } w = f"binary_{os_type}_{btype}" return {w: d} def gen_filter_branch_tree(*branches): return {"branches": {"only": [b for b in branches]}} def generate_upload_workflow(base_workflow_name, os_type, btype, cu_version, *, filter_branch=None): d = { "name": f"{base_workflow_name}_upload", "context": "org-member", "requires": [base_workflow_name], } if btype == 'wheel': d["subfolder"] = "" if os_type == 'macos' else cu_version + "/" if filter_branch is not None: d["filters"] = { "branches": { "only": filter_branch }, "tags": { # Using a raw string here to avoid having to escape # anything "only": r"/v[0-9]+(\.[0-9]+)*-rc[0-9]+/" } } return {f"binary_{btype}_upload": d} def generate_smoketest_workflow(pydistro, base_workflow_name, filter_branch, python_version, os_type): required_build_suffix = "_upload" required_build_name = base_workflow_name + required_build_suffix smoke_suffix = f"smoke_test_{pydistro}" d = { "name": f"{base_workflow_name}_{smoke_suffix}", "requires": [required_build_name], "python_version": python_version, } if filter_branch: d["filters"] = gen_filter_branch_tree(filter_branch) return {"smoke_test_{os_type}_{pydistro}".format(os_type=os_type, pydistro=pydistro): d} def indent(indentation, data_list): return ("\n" + " " * indentation).join( yaml.dump(data_list, default_flow_style=False).splitlines()) def unittest_workflows(indentation=6): jobs = [] for os_type in ["linux", "windows", "macos"]: for device_type in ["cpu", "gpu"]: if os_type == "macos" and device_type == "gpu": continue for i, python_version in enumerate(PYTHON_VERSIONS): job = { "name": f"unittest_{os_type}_{device_type}_py{python_version}", "python_version": python_version, } if device_type == 'gpu': if python_version != "3.8": job['filters'] = gen_filter_branch_tree('master', 'nightly') job['cu_version'] = 'cu101' else: job['cu_version'] = 'cpu' jobs.append({f"unittest_{os_type}_{device_type}": job}) return indent(indentation, jobs) def cmake_workflows(indentation=6): jobs = [] python_version = '3.8' for os_type in ['linux', 'windows', 'macos']: # Skip OSX CUDA device_types = ['cpu', 'gpu'] if os_type != 'macos' else ['cpu'] for device in device_types: job = { 'name': f'cmake_{os_type}_{device}', 'python_version': python_version } job['cu_version'] = 'cu101' if device == 'gpu' else 'cpu' if device == 'gpu' and os_type == 'linux': job['wheel_docker_image'] = 'pytorch/manylinux-cuda101' jobs.append({f'cmake_{os_type}_{device}': job}) return indent(indentation, jobs) if __name__ == "__main__": d = os.path.dirname(__file__) env = jinja2.Environment( loader=jinja2.FileSystemLoader(d), lstrip_blocks=True, autoescape=False, ) with open(os.path.join(d, 'config.yml'), 'w') as f: f.write(env.get_template('config.yml.in').render( build_workflows=build_workflows, unittest_workflows=unittest_workflows, cmake_workflows=cmake_workflows, )) vision-0.8.2/.circleci/smoke_test/000077500000000000000000000000001376231312300170415ustar00rootroot00000000000000vision-0.8.2/.circleci/smoke_test/docker/000077500000000000000000000000001376231312300203105ustar00rootroot00000000000000vision-0.8.2/.circleci/smoke_test/docker/Dockerfile000066400000000000000000000035241376231312300223060ustar00rootroot00000000000000# this Dockerfile is for torchvision smoke test, it will be created periodically via CI system # if you need to do it locally, follow below steps once you have Docker installed # assuming you're within the directory where this Dockerfile located # $ docker build . -t torchvision/smoketest # if you want to push to aws ecr, make sure you have the rights to write to ECR, then run # $ eval $(aws ecr get-login --region us-east-1 --no-include-email) # $ export MYTAG=localbuild ## you can choose whatever tag you like # $ docker tag torchvision/smoketest 308535385114.dkr.ecr.us-east-1.amazonaws.com/torchvision/smoke_test:${MYTAG} # $ docker push 308535385114.dkr.ecr.us-east-1.amazonaws.com/torchvision/smoke_test:${MYTAG} FROM ubuntu:latest RUN apt-get -qq update && apt-get -qq -y install curl bzip2 libsox-fmt-all \ && curl -sSL https://repo.continuum.io/miniconda/Miniconda3-latest-Linux-x86_64.sh -o /tmp/miniconda.sh \ && bash /tmp/miniconda.sh -bfp /usr/local \ && rm -rf /tmp/miniconda.sh \ && conda install -y python=3 \ && conda update conda \ && apt-get -qq -y remove curl bzip2 \ && apt-get -qq -y autoremove \ && apt-get autoclean \ && rm -rf /var/lib/apt/lists/* /var/log/dpkg.log \ && conda clean --all --yes ENV PATH /opt/conda/bin:$PATH RUN conda create -y --name python3.6 python=3.6 RUN conda create -y --name python3.7 python=3.7 RUN conda create -y --name python3.8 python=3.8 SHELL [ "/bin/bash", "-c" ] RUN echo "source /usr/local/etc/profile.d/conda.sh" >> ~/.bashrc RUN source /usr/local/etc/profile.d/conda.sh && conda activate python3.6 && conda install -y numpy Pillow RUN source /usr/local/etc/profile.d/conda.sh && conda activate python3.7 && conda install -y numpy Pillow RUN source /usr/local/etc/profile.d/conda.sh && conda activate python3.8 && conda install -y numpy Pillow CMD [ "/bin/bash"] vision-0.8.2/.circleci/unittest/000077500000000000000000000000001376231312300165435ustar00rootroot00000000000000vision-0.8.2/.circleci/unittest/linux/000077500000000000000000000000001376231312300177025ustar00rootroot00000000000000vision-0.8.2/.circleci/unittest/linux/scripts/000077500000000000000000000000001376231312300213715ustar00rootroot00000000000000vision-0.8.2/.circleci/unittest/linux/scripts/environment.yml000066400000000000000000000004131376231312300244560ustar00rootroot00000000000000channels: - pytorch - defaults # using conda-forge for python v3.9+ - conda-forge dependencies: - numpy - pytest - pytest-cov - codecov - pip - libpng - jpeg <= 9b - ca-certificates - av - pip: - future - pillow>=4.1.1 - scipy vision-0.8.2/.circleci/unittest/linux/scripts/install.sh000077500000000000000000000021071376231312300233760ustar00rootroot00000000000000#!/usr/bin/env bash unset PYTORCH_VERSION # For unittest, nightly PyTorch is used as the following section, # so no need to set PYTORCH_VERSION. # In fact, keeping PYTORCH_VERSION forces us to hardcode PyTorch version in config. set -e eval "$(./conda/bin/conda shell.bash hook)" conda activate ./env if [ "${CU_VERSION:-}" == cpu ] ; then cudatoolkit="cpuonly" else if [[ ${#CU_VERSION} -eq 4 ]]; then CUDA_VERSION="${CU_VERSION:2:1}.${CU_VERSION:3:1}" elif [[ ${#CU_VERSION} -eq 5 ]]; then CUDA_VERSION="${CU_VERSION:2:2}.${CU_VERSION:4:1}" fi echo "Using CUDA $CUDA_VERSION as determined by CU_VERSION" version="$(python -c "print('.'.join(\"${CUDA_VERSION}\".split('.')[:2]))")" cudatoolkit="cudatoolkit=${version}" fi CONDA_CHANNEL_FLAGS="" if [[ "$(python --version)" = *3.9* ]]; then CONDA_CHANNEL_FLAGS="-c=conda-forge" fi printf "Installing PyTorch with %s\n" "${cudatoolkit}" conda install -y -c "pytorch-${UPLOAD_CHANNEL}" ${CONDA_CHANNEL_FLAGS} pytorch "${cudatoolkit}" printf "* Installing torchvision\n" python setup.py develop vision-0.8.2/.circleci/unittest/linux/scripts/post_process.sh000077500000000000000000000001461376231312300244540ustar00rootroot00000000000000#!/usr/bin/env bash set -e eval "$(./conda/bin/conda shell.bash hook)" conda activate ./env codecovvision-0.8.2/.circleci/unittest/linux/scripts/run_test.sh000077500000000000000000000003731376231312300235760ustar00rootroot00000000000000#!/usr/bin/env bash set -e eval "$(./conda/bin/conda shell.bash hook)" conda activate ./env python -m torch.utils.collect_env pytest --cov=torchvision --junitxml=test-results/junit.xml -v --durations 20 test --ignore=test/test_datasets_download.py vision-0.8.2/.circleci/unittest/linux/scripts/setup_env.sh000077500000000000000000000022161376231312300237410ustar00rootroot00000000000000#!/usr/bin/env bash # This script is for setting up environment in which unit test is ran. # To speed up the CI time, the resulting environment is cached. # # Do not install PyTorch and torchvision here, otherwise they also get cached. set -e this_dir="$( cd "$( dirname "${BASH_SOURCE[0]}" )" >/dev/null 2>&1 && pwd )" root_dir="$(git rev-parse --show-toplevel)" conda_dir="${root_dir}/conda" env_dir="${root_dir}/env" cd "${root_dir}" case "$(uname -s)" in Darwin*) os=MacOSX;; *) os=Linux esac # 1. Install conda at ./conda if [ ! -d "${conda_dir}" ]; then printf "* Installing conda\n" wget -O miniconda.sh "http://repo.continuum.io/miniconda/Miniconda3-latest-${os}-x86_64.sh" bash ./miniconda.sh -b -f -p "${conda_dir}" fi eval "$(${conda_dir}/bin/conda shell.bash hook)" # 2. Create test environment at ./env if [ ! -d "${env_dir}" ]; then printf "* Creating a test environment\n" conda create --prefix "${env_dir}" -y python="$PYTHON_VERSION" fi conda activate "${env_dir}" # 3. Install Conda dependencies printf "* Installing dependencies (except PyTorch)\n" conda env update --file "${this_dir}/environment.yml" --prune vision-0.8.2/.circleci/unittest/windows/000077500000000000000000000000001376231312300202355ustar00rootroot00000000000000vision-0.8.2/.circleci/unittest/windows/scripts/000077500000000000000000000000001376231312300217245ustar00rootroot00000000000000vision-0.8.2/.circleci/unittest/windows/scripts/environment.yml000066400000000000000000000004421376231312300250130ustar00rootroot00000000000000channels: - pytorch - defaults # use conda-forge for python v3.9+ - conda-forge dependencies: - numpy - pytest - pytest-cov - codecov - pip - libpng - jpeg <= 9b - ca-certificates - av - pip: - future - pillow>=4.1.1 - scipy>=1.4.1 - dataclasses vision-0.8.2/.circleci/unittest/windows/scripts/install.sh000066400000000000000000000022771376231312300237360ustar00rootroot00000000000000#!/usr/bin/env bash unset PYTORCH_VERSION # For unittest, nightly PyTorch is used as the following section, # so no need to set PYTORCH_VERSION. # In fact, keeping PYTORCH_VERSION forces us to hardcode PyTorch version in config. set -e this_dir="$( cd "$( dirname "${BASH_SOURCE[0]}" )" >/dev/null 2>&1 && pwd )" eval "$(./conda/Scripts/conda.exe 'shell.bash' 'hook')" conda activate ./env if [ "${CU_VERSION:-}" == cpu ] ; then cudatoolkit="cpuonly" else if [[ ${#CU_VERSION} -eq 4 ]]; then CUDA_VERSION="${CU_VERSION:2:1}.${CU_VERSION:3:1}" elif [[ ${#CU_VERSION} -eq 5 ]]; then CUDA_VERSION="${CU_VERSION:2:2}.${CU_VERSION:4:1}" fi echo "Using CUDA $CUDA_VERSION as determined by CU_VERSION" version="$(python -c "print('.'.join(\"${CUDA_VERSION}\".split('.')[:2]))")" cudatoolkit="cudatoolkit=${version}" fi CONDA_CHANNEL_FLAGS="" if [[ "$(python --version)" = *3.9* ]]; then CONDA_CHANNEL_FLAGS="-c=conda-forge" fi printf "Installing PyTorch with %s\n" "${cudatoolkit}" conda install -y -c "pytorch-${UPLOAD_CHANNEL}" ${CONDA_CHANNEL_FLAGS} pytorch "${cudatoolkit}" printf "* Installing torchvision\n" "$this_dir/vc_env_helper.bat" python setup.py develop vision-0.8.2/.circleci/unittest/windows/scripts/install_conda.bat000066400000000000000000000001521376231312300252240ustar00rootroot00000000000000start /wait "" "%miniconda_exe%" /S /InstallationType=JustMe /RegisterPython=0 /AddToPath=0 /D=%tmp_conda%vision-0.8.2/.circleci/unittest/windows/scripts/post_process.sh000066400000000000000000000001631376231312300250030ustar00rootroot00000000000000#!/usr/bin/env bash set -e eval "$(./conda/Scripts/conda.exe 'shell.bash' 'hook')" conda activate ./env codecov vision-0.8.2/.circleci/unittest/windows/scripts/run_test.sh000066400000000000000000000004061376231312300241230ustar00rootroot00000000000000#!/usr/bin/env bash set -e eval "$(./conda/Scripts/conda.exe 'shell.bash' 'hook')" conda activate ./env python -m torch.utils.collect_env pytest --cov=torchvision --junitxml=test-results/junit.xml -v --durations 20 test --ignore=test/test_datasets_download.pyvision-0.8.2/.circleci/unittest/windows/scripts/setup_env.sh000066400000000000000000000024011376231312300242650ustar00rootroot00000000000000#!/usr/bin/env bash # This script is for setting up environment in which unit test is ran. # To speed up the CI time, the resulting environment is cached. # # Do not install PyTorch and torchvision here, otherwise they also get cached. set -e this_dir="$( cd "$( dirname "${BASH_SOURCE[0]}" )" >/dev/null 2>&1 && pwd )" root_dir="$(git rev-parse --show-toplevel)" conda_dir="${root_dir}/conda" env_dir="${root_dir}/env" cd "${root_dir}" # 1. Install conda at ./conda if [ ! -d "${conda_dir}" ]; then printf "* Installing conda\n" export tmp_conda="$(echo $conda_dir | tr '/' '\\')" export miniconda_exe="$(echo $root_dir | tr '/' '\\')\\miniconda.exe" curl --output miniconda.exe https://repo.anaconda.com/miniconda/Miniconda3-latest-Windows-x86_64.exe -O "$this_dir/install_conda.bat" unset tmp_conda unset miniconda_exe fi eval "$(${conda_dir}/Scripts/conda.exe 'shell.bash' 'hook')" # 2. Create test environment at ./env if [ ! -d "${env_dir}" ]; then printf "* Creating a test environment\n" conda create --prefix "${env_dir}" -y python="$PYTHON_VERSION" fi conda activate "${env_dir}" # 3. Install Conda dependencies printf "* Installing dependencies (except PyTorch)\n" conda env update --file "${this_dir}/environment.yml" --prunevision-0.8.2/.circleci/unittest/windows/scripts/vc_env_helper.bat000066400000000000000000000015671376231312300252440ustar00rootroot00000000000000@echo on set VC_VERSION_LOWER=16 set VC_VERSION_UPPER=17 for /f "usebackq tokens=*" %%i in (`"%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" -legacy -products * -version [%VC_VERSION_LOWER%^,%VC_VERSION_UPPER%^) -property installationPath`) do ( if exist "%%i" if exist "%%i\VC\Auxiliary\Build\vcvarsall.bat" ( set "VS15INSTALLDIR=%%i" set "VS15VCVARSALL=%%i\VC\Auxiliary\Build\vcvarsall.bat" goto vswhere ) ) :vswhere if "%VSDEVCMD_ARGS%" == "" ( call "%VS15VCVARSALL%" x64 || exit /b 1 ) else ( call "%VS15VCVARSALL%" x64 %VSDEVCMD_ARGS% || exit /b 1 ) @echo on set DISTUTILS_USE_SDK=1 set args=%1 shift :start if [%1] == [] goto done set args=%args% %1 shift goto start :done if "%args%" == "" ( echo Usage: vc_env_helper.bat [command] [args] echo e.g. vc_env_helper.bat cl /c test.cpp ) %args% || exit /b 1 vision-0.8.2/.clang-format000066400000000000000000000050121376231312300154020ustar00rootroot00000000000000--- AccessModifierOffset: -1 AlignAfterOpenBracket: AlwaysBreak AlignConsecutiveAssignments: false AlignConsecutiveDeclarations: false AlignEscapedNewlinesLeft: true AlignOperands: false AlignTrailingComments: false AllowAllParametersOfDeclarationOnNextLine: false AllowShortBlocksOnASingleLine: false AllowShortCaseLabelsOnASingleLine: false AllowShortFunctionsOnASingleLine: Empty AllowShortIfStatementsOnASingleLine: false AllowShortLoopsOnASingleLine: false AlwaysBreakAfterReturnType: None AlwaysBreakBeforeMultilineStrings: true AlwaysBreakTemplateDeclarations: true BinPackArguments: false BinPackParameters: false BraceWrapping: AfterClass: false AfterControlStatement: false AfterEnum: false AfterFunction: false AfterNamespace: false AfterObjCDeclaration: false AfterStruct: false AfterUnion: false BeforeCatch: false BeforeElse: false IndentBraces: false BreakBeforeBinaryOperators: None BreakBeforeBraces: Attach BreakBeforeTernaryOperators: true BreakConstructorInitializersBeforeComma: false BreakAfterJavaFieldAnnotations: false BreakStringLiterals: false ColumnLimit: 80 CommentPragmas: '^ IWYU pragma:' #CompactNamespaces: false ConstructorInitializerAllOnOneLineOrOnePerLine: true ConstructorInitializerIndentWidth: 4 ContinuationIndentWidth: 4 Cpp11BracedListStyle: true DerivePointerAlignment: false DisableFormat: false ForEachMacros: [ FOR_EACH_RANGE, FOR_EACH, ] IncludeCategories: - Regex: '^<.*\.h(pp)?>' Priority: 1 - Regex: '^<.*' Priority: 2 - Regex: '.*' Priority: 3 IndentCaseLabels: true IndentWidth: 2 IndentWrappedFunctionNames: false KeepEmptyLinesAtTheStartOfBlocks: false MacroBlockBegin: '' MacroBlockEnd: '' MaxEmptyLinesToKeep: 1 NamespaceIndentation: None ObjCBlockIndentWidth: 2 ObjCSpaceAfterProperty: false ObjCSpaceBeforeProtocolList: false PenaltyBreakBeforeFirstCallParameter: 1 PenaltyBreakComment: 300 PenaltyBreakFirstLessLess: 120 PenaltyBreakString: 1000 PenaltyExcessCharacter: 1000000 PenaltyReturnTypeOnItsOwnLine: 2000000 PointerAlignment: Left ReflowComments: true SortIncludes: true SpaceAfterCStyleCast: false SpaceBeforeAssignmentOperators: true SpaceBeforeParens: ControlStatements SpaceInEmptyParentheses: false SpacesBeforeTrailingComments: 1 SpacesInAngles: false SpacesInContainerLiterals: true SpacesInCStyleCastParentheses: false SpacesInParentheses: false SpacesInSquareBrackets: false Standard: Cpp11 TabWidth: 8 UseTab: Never ... vision-0.8.2/.coveragerc000066400000000000000000000001311376231312300151450ustar00rootroot00000000000000[run] branch = True [paths] source = torchvision /**/site-packages/torchvision vision-0.8.2/.gitattributes000066400000000000000000000001721376231312300157240ustar00rootroot00000000000000*.pkl binary # Jupyter notebook # For text count *.ipynb text # To ignore it use below # *.ipynb linguist-documentation vision-0.8.2/.github/000077500000000000000000000000001376231312300143715ustar00rootroot00000000000000vision-0.8.2/.github/ISSUE_TEMPLATE/000077500000000000000000000000001376231312300165545ustar00rootroot00000000000000vision-0.8.2/.github/ISSUE_TEMPLATE/---bug-report.md000066400000000000000000000024421376231312300213750ustar00rootroot00000000000000--- name: "\U0001F41B Bug Report" about: Create a report to help us improve torchvision title: '' labels: '' assignees: '' --- ## 🛠Bug ## To Reproduce Steps to reproduce the behavior: 1. 1. 1. ## Expected behavior ## Environment Please copy and paste the output from our [environment collection script](https://raw.githubusercontent.com/pytorch/pytorch/master/torch/utils/collect_env.py) (or fill out the checklist below manually). You can get the script and run it with: ``` wget https://raw.githubusercontent.com/pytorch/pytorch/master/torch/utils/collect_env.py # For security purposes, please check the contents of collect_env.py before running it. python collect_env.py ``` - PyTorch / torchvision Version (e.g., 1.0 / 0.4.0): - OS (e.g., Linux): - How you installed PyTorch / torchvision (`conda`, `pip`, source): - Build command you used (if compiling from source): - Python version: - CUDA/cuDNN version: - GPU models and configuration: - Any other relevant information: ## Additional context vision-0.8.2/.github/ISSUE_TEMPLATE/---documentation.md000066400000000000000000000010401376231312300221510ustar00rootroot00000000000000--- name: "\U0001F4DA Documentation" about: Report an issue related to https://pytorch.org/docs title: '' labels: '' assignees: '' --- ## 📚 Documentation vision-0.8.2/.github/ISSUE_TEMPLATE/--feature-request.md000066400000000000000000000013641376231312300223550ustar00rootroot00000000000000--- name: "\U0001F680Feature Request" about: Submit a proposal/request for a new torchvision feature title: '' labels: '' assignees: '' --- ## 🚀 Feature ## Motivation ## Pitch ## Alternatives ## Additional context vision-0.8.2/.github/ISSUE_TEMPLATE/-questions-help-support.md000066400000000000000000000006731376231312300236530ustar00rootroot00000000000000--- name: "â“Questions/Help/Support" about: Do you need support? We have resources. title: '' labels: '' assignees: '' --- ## â“ Questions and Help ### Please note that this issue tracker is not a help form and this issue will be closed. We have a set of [listed resources available on the website](https://pytorch.org/resources). Our primary means of support is our discussion forum: - [Discussion Forum](https://discuss.pytorch.org/) vision-0.8.2/.github/failed_schedule_issue_template.md000066400000000000000000000004671376231312300231250ustar00rootroot00000000000000--- title: Scheduled workflow failed labels: - bug - "module: datasets" --- Oh no, something went wrong in the scheduled workflow {{ env.WORKFLOW }}/{{ env.JOB }}. Please look into it: https://github.com/{{ env.REPO }}/actions/runs/{{ env.ID }} Feel free to close this if this was just a one-off error. vision-0.8.2/.github/pytorch-probot.yml000066400000000000000000000000251376231312300201040ustar00rootroot00000000000000tracking_issue: 2447 vision-0.8.2/.github/workflows/000077500000000000000000000000001376231312300164265ustar00rootroot00000000000000vision-0.8.2/.github/workflows/tests-schedule.yml000066400000000000000000000025031376231312300221050ustar00rootroot00000000000000name: tests on: pull_request: paths: - "test/test_datasets_download.py" - ".github/failed_schedule_issue_template.md" - ".github/workflows/tests-schedule.yml" schedule: - cron: "0 9 * * *" jobs: download: runs-on: ubuntu-latest steps: - name: Set up python uses: actions/setup-python@v2 with: python-version: 3.6 - name: Upgrade pip run: python -m pip install --upgrade pip - name: Checkout repository uses: actions/checkout@v2 - name: Install PyTorch from the nightlies run: | pip install numpy pip install --pre torch torchvision -f https://download.pytorch.org/whl/nightly/cpu/torch_nightly.html - name: Install tests requirements run: pip install pytest - name: Run tests run: pytest -ra -v test/test_datasets_download.py - uses: JasonEtco/create-an-issue@v2.4.0 name: Create issue if download tests failed if: failure() && github.event_name == 'schedule' env: GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} REPO: ${{ github.repository }} WORKFLOW: ${{ github.workflow }} JOB: ${{ github.job }} ID: ${{ github.run_id }} with: filename: .github/failed_schedule_issue_template.md vision-0.8.2/.gitignore000066400000000000000000000004151376231312300150210ustar00rootroot00000000000000build/ dist/ torchvision.egg-info/ torchvision/version.py */**/__pycache__ */__pycache__ */*.pyc */**/*.pyc */**/**/*.pyc */**/*~ *~ docs/build .coverage htmlcov .*.swp *.so* *.dylib* */*.so* */*.dylib* *.swp *.swo gen.yml .mypy_cache .vscode/ *.orig *-checkpoint.ipynbvision-0.8.2/.travis.yml000066400000000000000000000044071376231312300151470ustar00rootroot00000000000000language: python os: - linux dist: bionic jobs: include: - python: "3.6" env: IMAGE_BACKEND=Pillow-SIMD - python: "3.6" before_install: - sudo apt-get update - sudo apt-get install -y libpng-dev libjpeg-turbo8-dev - wget https://repo.continuum.io/miniconda/Miniconda3-latest-Linux-x86_64.sh -O miniconda.sh; - bash miniconda.sh -b -p $HOME/miniconda - export PATH="$HOME/miniconda/bin:$PATH" - hash -r - conda config --set always_yes yes --set changeps1 no # Useful for debugging any issues with conda - conda info -a - conda create -q -n test-environment python=$TRAVIS_PYTHON_VERSION cpuonly pytorch scipy -c pytorch-nightly - source activate test-environment - | if [[ "$IMAGE_BACKEND" == "Pillow-SIMD" ]]; then pip uninstall -y pillow && CC="cc -march=native" pip install --force-reinstall pillow-simd fi - pip install future - pip install pytest pytest-cov codecov - pip install typing - | if [[ $TRAVIS_PYTHON_VERSION == 3.6 ]]; then pip install -q --user typing-extensions==3.6.6 pip install -q --user -i https://test.pypi.org/simple/ ort-nightly==1.4.0.dev202008122 fi - conda install av -c conda-forge install: # Using pip instead of setup.py ensures we install a non-compressed version of the package # (as opposed to an egg), which is necessary to collect coverage. # We still get the benefit of testing an installed version over the # test version to iron out installation file-inclusion bugs but can # also collect coverage. - pip install . # Move to home dir, otherwise we'll end up with the path to the # package in $PWD rather than the installed v - | cd $HOME export TV_INSTALL_PATH="$(python -c 'import os; import torchvision; print(os.path.dirname(os.path.abspath(torchvision.__file__)))')" echo "$TV_INSTALL_PATH" cd - script: - pytest --cov-config .coveragerc --cov torchvision --cov $TV_INSTALL_PATH -k 'not TestVideo and not TestVideoReader and not TestVideoTransforms and not TestIO' test --ignore=test/test_datasets_download.py - pytest test/test_hub.py after_success: # Necessary to run coverage combine to rewrite paths from # /travis/env/path/site-packages/torchvision to actual path - coverage combine .coverage - coverage report - codecov vision-0.8.2/CMakeLists.txt000066400000000000000000000076701376231312300156030ustar00rootroot00000000000000cmake_minimum_required(VERSION 3.1) project(torchvision) set(CMAKE_CXX_STANDARD 14) set(TORCHVISION_VERSION 0.7.0) option(WITH_CUDA "Enable CUDA support" OFF) if(WITH_CUDA) enable_language(CUDA) add_definitions(-D__CUDA_NO_HALF_OPERATORS__) add_definitions(-DWITH_CUDA) set(CMAKE_CUDA_FLAGS "${CMAKE_CUDA_FLAGS} --expt-relaxed-constexpr") endif() find_package(Python3 COMPONENTS Development) find_package(Torch REQUIRED) find_package(PNG REQUIRED) find_package(JPEG REQUIRED) function(CUDA_CONVERT_FLAGS EXISTING_TARGET) get_property(old_flags TARGET ${EXISTING_TARGET} PROPERTY INTERFACE_COMPILE_OPTIONS) if(NOT "${old_flags}" STREQUAL "") string(REPLACE ";" "," CUDA_flags "${old_flags}") set_property(TARGET ${EXISTING_TARGET} PROPERTY INTERFACE_COMPILE_OPTIONS "$<$>:${old_flags}>$<$>:-Xcompiler=${CUDA_flags}>" ) endif() endfunction() file(GLOB HEADERS torchvision/csrc/*.h) # Image extension file(GLOB IMAGE_HEADERS torchvision/csrc/cpu/image/*.h) file(GLOB IMAGE_SOURCES torchvision/csrc/cpu/image/*.cpp) file(GLOB OPERATOR_SOURCES torchvision/csrc/cpu/*.h torchvision/csrc/cpu/*.cpp ${IMAGE_HEADERS} ${IMAGE_SOURCES} ${HEADERS} torchvision/csrc/*.cpp) if(WITH_CUDA) file(GLOB OPERATOR_SOURCES ${OPERATOR_SOURCES} torchvision/csrc/cuda/*.h torchvision/csrc/cuda/*.cu) endif() file(GLOB MODELS_HEADERS torchvision/csrc/models/*.h) file(GLOB MODELS_SOURCES torchvision/csrc/models/*.h torchvision/csrc/models/*.cpp) if(MSVC) set(CMAKE_CXX_FLAGS "${CMAKE_CXX_FLAGS} /wd4819") if(WITH_CUDA) set(CMAKE_CUDA_FLAGS "${CMAKE_CUDA_FLAGS} -Xcompiler=/wd4819") foreach(diag cc_clobber_ignored integer_sign_change useless_using_declaration set_but_not_used field_without_dll_interface base_class_has_different_dll_interface dll_interface_conflict_none_assumed dll_interface_conflict_dllexport_assumed implicit_return_from_non_void_function unsigned_compare_with_zero declared_but_not_referenced bad_friend_decl) string(APPEND CMAKE_CUDA_FLAGS " -Xcudafe --diag_suppress=${diag}") endforeach() CUDA_CONVERT_FLAGS(torch_cpu) CUDA_CONVERT_FLAGS(torch_cuda) endif() endif() add_library(${PROJECT_NAME} SHARED ${MODELS_SOURCES} ${OPERATOR_SOURCES} ${IMAGE_SOURCES}) target_link_libraries(${PROJECT_NAME} PRIVATE ${TORCH_LIBRARIES} ${PNG_LIBRARY} ${JPEG_LIBRARIES} Python3::Python) set_target_properties(${PROJECT_NAME} PROPERTIES EXPORT_NAME TorchVision) include_directories(torchvision/csrc ${JPEG_INCLUDE_DIRS} ${PNG_INCLUDE_DIRS}) include(GNUInstallDirs) include(CMakePackageConfigHelpers) set(TORCHVISION_CMAKECONFIG_INSTALL_DIR "share/cmake/TorchVision" CACHE STRING "install path for TorchVisionConfig.cmake") configure_package_config_file(cmake/TorchVisionConfig.cmake.in "${CMAKE_CURRENT_BINARY_DIR}/TorchVisionConfig.cmake" INSTALL_DESTINATION ${TORCHVISION_CMAKECONFIG_INSTALL_DIR}) write_basic_package_version_file(${CMAKE_CURRENT_BINARY_DIR}/TorchVisionConfigVersion.cmake VERSION ${TORCHVISION_VERSION} COMPATIBILITY AnyNewerVersion) install(FILES ${CMAKE_CURRENT_BINARY_DIR}/TorchVisionConfig.cmake ${CMAKE_CURRENT_BINARY_DIR}/TorchVisionConfigVersion.cmake DESTINATION ${TORCHVISION_CMAKECONFIG_INSTALL_DIR}) install(TARGETS ${PROJECT_NAME} EXPORT TorchVisionTargets LIBRARY DESTINATION ${CMAKE_INSTALL_LIBDIR} ) install(EXPORT TorchVisionTargets NAMESPACE TorchVision:: DESTINATION ${TORCHVISION_CMAKECONFIG_INSTALL_DIR}) install(FILES ${HEADERS} DESTINATION ${CMAKE_INSTALL_INCLUDEDIR}/${PROJECT_NAME}) install(FILES torchvision/csrc/cpu/vision_cpu.h DESTINATION ${CMAKE_INSTALL_INCLUDEDIR}/${PROJECT_NAME}/cpu) if(WITH_CUDA) install(FILES torchvision/csrc/cuda/vision_cuda.h DESTINATION ${CMAKE_INSTALL_INCLUDEDIR}/${PROJECT_NAME}/cuda) endif() install(FILES ${MODELS_HEADERS} DESTINATION ${CMAKE_INSTALL_INCLUDEDIR}/${PROJECT_NAME}/models) vision-0.8.2/CODE_OF_CONDUCT.md000066400000000000000000000064171376231312300156400ustar00rootroot00000000000000# Code of Conduct ## Our Pledge In the interest of fostering an open and welcoming environment, we as contributors and maintainers pledge to make participation in our project and our community a harassment-free experience for everyone, regardless of age, body size, disability, ethnicity, sex characteristics, gender identity and expression, level of experience, education, socio-economic status, nationality, personal appearance, race, religion, or sexual identity and orientation. ## Our Standards Examples of behavior that contributes to creating a positive environment include: * Using welcoming and inclusive language * Being respectful of differing viewpoints and experiences * Gracefully accepting constructive criticism * Focusing on what is best for the community * Showing empathy towards other community members Examples of unacceptable behavior by participants include: * The use of sexualized language or imagery and unwelcome sexual attention or advances * Trolling, insulting/derogatory comments, and personal or political attacks * Public or private harassment * Publishing others' private information, such as a physical or electronic address, without explicit permission * Other conduct which could reasonably be considered inappropriate in a professional setting ## Our Responsibilities Project maintainers are responsible for clarifying the standards of acceptable behavior and are expected to take appropriate and fair corrective action in response to any instances of unacceptable behavior. Project maintainers have the right and responsibility to remove, edit, or reject comments, commits, code, wiki edits, issues, and other contributions that are not aligned to this Code of Conduct, or to ban temporarily or permanently any contributor for other behaviors that they deem inappropriate, threatening, offensive, or harmful. ## Scope This Code of Conduct applies within all project spaces, and it also applies when an individual is representing the project or its community in public spaces. Examples of representing a project or community include using an official project e-mail address, posting via an official social media account, or acting as an appointed representative at an online or offline event. Representation of a project may be further defined and clarified by project maintainers. ## Enforcement Instances of abusive, harassing, or otherwise unacceptable behavior may be reported by contacting the project team at . All complaints will be reviewed and investigated and will result in a response that is deemed necessary and appropriate to the circumstances. The project team is obligated to maintain confidentiality with regard to the reporter of an incident. Further details of specific enforcement policies may be posted separately. Project maintainers who do not follow or enforce the Code of Conduct in good faith may face temporary or permanent repercussions as determined by other members of the project's leadership. ## Attribution This Code of Conduct is adapted from the [Contributor Covenant][homepage], version 1.4, available at https://www.contributor-covenant.org/version/1/4/code-of-conduct.html [homepage]: https://www.contributor-covenant.org For answers to common questions about this code of conduct, see https://www.contributor-covenant.org/faq vision-0.8.2/LICENSE000066400000000000000000000027551376231312300140470ustar00rootroot00000000000000BSD 3-Clause License Copyright (c) Soumith Chintala 2016, All rights reserved. Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: * Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. * Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. * Neither the name of the copyright holder nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. vision-0.8.2/MANIFEST.in000066400000000000000000000001411376231312300145630ustar00rootroot00000000000000include README.rst include LICENSE recursive-exclude * __pycache__ recursive-exclude * *.py[co] vision-0.8.2/README.rst000066400000000000000000000151371376231312300145270ustar00rootroot00000000000000torchvision =========== .. image:: https://travis-ci.org/pytorch/vision.svg?branch=master :target: https://travis-ci.org/pytorch/vision .. image:: https://codecov.io/gh/pytorch/vision/branch/master/graph/badge.svg :target: https://codecov.io/gh/pytorch/vision .. image:: https://pepy.tech/badge/torchvision :target: https://pepy.tech/project/torchvision .. image:: https://img.shields.io/badge/dynamic/json.svg?label=docs&url=https%3A%2F%2Fpypi.org%2Fpypi%2Ftorchvision%2Fjson&query=%24.info.version&colorB=brightgreen&prefix=v :target: https://pytorch.org/docs/stable/torchvision/index.html The torchvision package consists of popular datasets, model architectures, and common image transformations for computer vision. Installation ============ We recommend Anaconda as Python package management system. Please refer to `pytorch.org `_ for the detail of PyTorch (``torch``) installation. The following is the corresponding ``torchvision`` versions and supported Python versions. +--------------------------+--------------------------+---------------------------------+ | ``torch`` | ``torchvision`` | ``python`` | +==========================+==========================+=================================+ | ``master`` / ``nightly`` | ``master`` / ``nightly`` | ``>=3.6`` | +--------------------------+--------------------------+---------------------------------+ | ``1.6.0`` | ``0.7.0`` | ``>=3.6`` | +--------------------------+--------------------------+---------------------------------+ | ``1.5.1`` | ``0.6.1`` | ``>=3.5`` | +--------------------------+--------------------------+---------------------------------+ | ``1.5.0`` | ``0.6.0`` | ``>=3.5`` | +--------------------------+--------------------------+---------------------------------+ | ``1.4.0`` | ``0.5.0`` | ``==2.7``, ``>=3.5``, ``<=3.8`` | +--------------------------+--------------------------+---------------------------------+ | ``1.3.1`` | ``0.4.2`` | ``==2.7``, ``>=3.5``, ``<=3.7`` | +--------------------------+--------------------------+---------------------------------+ | ``1.3.0`` | ``0.4.1`` | ``==2.7``, ``>=3.5``, ``<=3.7`` | +--------------------------+--------------------------+---------------------------------+ | ``1.2.0`` | ``0.4.0`` | ``==2.7``, ``>=3.5``, ``<=3.7`` | +--------------------------+--------------------------+---------------------------------+ | ``1.1.0`` | ``0.3.0`` | ``==2.7``, ``>=3.5``, ``<=3.7`` | +--------------------------+--------------------------+---------------------------------+ | ``<=1.0.1`` | ``0.2.2`` | ``==2.7``, ``>=3.5``, ``<=3.7`` | +--------------------------+--------------------------+---------------------------------+ Anaconda: .. code:: bash conda install torchvision -c pytorch pip: .. code:: bash pip install torchvision From source: .. code:: bash python setup.py install # or, for OSX # MACOSX_DEPLOYMENT_TARGET=10.9 CC=clang CXX=clang++ python setup.py install By default, GPU support is built if CUDA is found and ``torch.cuda.is_available()`` is true. It's possible to force building GPU support by setting ``FORCE_CUDA=1`` environment variable, which is useful when building a docker image. Image Backend ============= Torchvision currently supports the following image backends: * `Pillow`_ (default) * `Pillow-SIMD`_ - a **much faster** drop-in replacement for Pillow with SIMD. If installed will be used as the default. * `accimage`_ - if installed can be activated by calling :code:`torchvision.set_image_backend('accimage')` * `libpng`_ - can be installed via conda :code:`conda install libpng` or any of the package managers for debian-based and RHEL-based Linux distributions. * `libjpeg`_ - can be installed via conda :code:`conda install jpeg` or any of the package managers for debian-based and RHEL-based Linux distributions. `libjpeg-turbo`_ can be used as well. **Notes:** ``libpng`` and ``libjpeg`` must be available at compilation time in order to be available. Make sure that it is available on the standard library locations, otherwise, add the include and library paths in the environment variables ``TORCHVISION_INCLUDE`` and ``TORCHVISION_LIBRARY``, respectively. .. _libpng : http://www.libpng.org/pub/png/libpng.html .. _Pillow : https://python-pillow.org/ .. _Pillow-SIMD : https://github.com/uploadcare/pillow-simd .. _accimage: https://github.com/pytorch/accimage .. _libjpeg: http://ijg.org/ .. _libjpeg-turbo: https://libjpeg-turbo.org/ C++ API ======= TorchVision also offers a C++ API that contains C++ equivalent of python models. Installation From source: .. code:: bash mkdir build cd build # Add -DWITH_CUDA=on support for the CUDA if needed cmake .. make make install Once installed, the library can be accessed in cmake (after properly configuring ``CMAKE_PREFIX_PATH``) via the :code:`TorchVision::TorchVision` target: .. code:: rest find_package(TorchVision REQUIRED) target_link_libraries(my-target PUBLIC TorchVision::TorchVision) The ``TorchVision`` package will also automatically look for the ``Torch`` package and add it as a dependency to ``my-target``, so make sure that it is also available to cmake via the ``CMAKE_PREFIX_PATH``. For an example setup, take a look at ``examples/cpp/hello_world``. Documentation ============= You can find the API documentation on the pytorch website: https://pytorch.org/docs/stable/torchvision/index.html Contributing ============ We appreciate all contributions. If you are planning to contribute back bug-fixes, please do so without any further discussion. If you plan to contribute new features, utility functions or extensions, please first open an issue and discuss the feature with us. Disclaimer on Datasets ====================== This is a utility library that downloads and prepares public datasets. We do not host or distribute these datasets, vouch for their quality or fairness, or claim that you have license to use the dataset. It is your responsibility to determine whether you have permission to use the dataset under the dataset's license. If you're a dataset owner and wish to update any part of it (description, citation, etc.), or do not want your dataset to be included in this library, please get in touch through a GitHub issue. Thanks for your contribution to the ML community! vision-0.8.2/cmake/000077500000000000000000000000001376231312300141115ustar00rootroot00000000000000vision-0.8.2/cmake/TorchVisionConfig.cmake.in000066400000000000000000000022501376231312300211140ustar00rootroot00000000000000# TorchVisionConfig.cmake # -------------------- # # Exported targets:: Vision # @PACKAGE_INIT@ set(PN TorchVision) # location of include/torchvision set(${PN}_INCLUDE_DIR "${PACKAGE_PREFIX_DIR}/@CMAKE_INSTALL_INCLUDEDIR@") set(${PN}_LIBRARY "") set(${PN}_DEFINITIONS USING_${PN}) check_required_components(${PN}) if(NOT (CMAKE_VERSION VERSION_LESS 3.0)) #----------------------------------------------------------------------------- # Don't include targets if this file is being picked up by another # project which has already built this as a subproject #----------------------------------------------------------------------------- if(NOT TARGET ${PN}::TorchVision) include("${CMAKE_CURRENT_LIST_DIR}/${PN}Targets.cmake") if(NOT TARGET torch_library) find_package(Torch REQUIRED) endif() if(NOT TARGET Python3::Python) find_package(Python3 COMPONENTS Development) endif() set_target_properties(TorchVision::TorchVision PROPERTIES INTERFACE_INCLUDE_DIRECTORIES "${PACKAGE_PREFIX_DIR}/@CMAKE_INSTALL_INCLUDEDIR@" INTERFACE_LINK_LIBRARIES "torch;Python3::Python" ) if(@WITH_CUDA@) target_compile_definitions(TorchVision::TorchVision INTERFACE WITH_CUDA) endif() endif() endif() vision-0.8.2/docs/000077500000000000000000000000001376231312300137615ustar00rootroot00000000000000vision-0.8.2/docs/Makefile000066400000000000000000000020271376231312300154220ustar00rootroot00000000000000# Minimal makefile for Sphinx documentation # # You can set these variables from the command line. SPHINXOPTS = SPHINXBUILD = sphinx-build SPHINXPROJ = torchvision SOURCEDIR = source BUILDDIR = build # Put it first so that "make" without argument is like "make help". help: @$(SPHINXBUILD) -M help "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) docset: html doc2dash --name $(SPHINXPROJ) --icon $(SOURCEDIR)/_static/img/pytorch-logo-flame.png --enable-js --online-redirect-url http://pytorch.org/vision/ --force $(BUILDDIR)/html/ # Manually fix because Zeal doesn't deal well with `icon.png`-only at 2x resolution. cp $(SPHINXPROJ).docset/icon.png $(SPHINXPROJ).docset/icon@2x.png convert $(SPHINXPROJ).docset/icon@2x.png -resize 16x16 $(SPHINXPROJ).docset/icon.png .PHONY: help Makefile docset # Catch-all target: route all unknown targets to Sphinx using the new # "make mode" option. $(O) is meant as a shortcut for $(SPHINXOPTS). %: Makefile @$(SPHINXBUILD) -M $@ "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) vision-0.8.2/docs/make.bat000066400000000000000000000014171376231312300153710ustar00rootroot00000000000000@ECHO OFF pushd %~dp0 REM Command file for Sphinx documentation if "%SPHINXBUILD%" == "" ( set SPHINXBUILD=sphinx-build ) set SOURCEDIR=source set BUILDDIR=build set SPHINXPROJ=torchvision if "%1" == "" goto help %SPHINXBUILD% >NUL 2>NUL if errorlevel 9009 ( echo. echo.The 'sphinx-build' command was not found. 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If the directory is relative to the # documentation root, use os.path.abspath to make it absolute, like shown here. # # import os # import sys # sys.path.insert(0, os.path.abspath('.')) import torch import torchvision import pytorch_sphinx_theme # -- General configuration ------------------------------------------------ # If your documentation needs a minimal Sphinx version, state it here. # # needs_sphinx = '1.0' # Add any Sphinx extension module names here, as strings. They can be # extensions coming with Sphinx (named 'sphinx.ext.*') or your custom # ones. extensions = [ 'sphinx.ext.autodoc', 'sphinx.ext.autosummary', 'sphinx.ext.doctest', 'sphinx.ext.intersphinx', 'sphinx.ext.todo', 'sphinx.ext.coverage', 'sphinx.ext.mathjax', 'sphinx.ext.napoleon', 'sphinx.ext.viewcode', 'sphinxcontrib.googleanalytics', ] napoleon_use_ivar = True googleanalytics_id = 'UA-90545585-1' googleanalytics_enabled = True # Add any paths that contain templates here, relative to this directory. templates_path = ['_templates'] # The suffix(es) of source filenames. # You can specify multiple suffix as a list of string: # # source_suffix = ['.rst', '.md'] source_suffix = '.rst' # The master toctree document. master_doc = 'index' # General information about the project. project = 'Torchvision' copyright = '2017, Torch Contributors' author = 'Torch Contributors' # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # # The short X.Y version. # TODO: change to [:2] at v1.0 version = '0.8.0' # The full version, including alpha/beta/rc tags. # TODO: verify this works as expected release = torchvision.__version__ # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. # # This is also used if you do content translation via gettext catalogs. # Usually you set "language" from the command line for these cases. language = None # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. # This patterns also effect to html_static_path and html_extra_path exclude_patterns = [] # The name of the Pygments (syntax highlighting) style to use. pygments_style = 'sphinx' # If true, `todo` and `todoList` produce output, else they produce nothing. todo_include_todos = True # -- Options for HTML output ---------------------------------------------- # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. # html_theme = 'pytorch_sphinx_theme' html_theme_path = [pytorch_sphinx_theme.get_html_theme_path()] # Theme options are theme-specific and customize the look and feel of a theme # further. For a list of options available for each theme, see the # documentation. # html_theme_options = { 'collapse_navigation': False, 'display_version': True, 'logo_only': True, 'pytorch_project': 'docs', } html_logo = '_static/img/pytorch-logo-dark.svg' # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". html_static_path = ['_static'] # html_style_path = 'css/pytorch_theme.css' # html_context = { # 'css_files': [ # 'https://fonts.googleapis.com/css?family=Lato', # '_static/css/pytorch_theme.css' # ], # } # -- Options for HTMLHelp output ------------------------------------------ # Output file base name for HTML help builder. htmlhelp_basename = 'PyTorchdoc' # -- Options for LaTeX output --------------------------------------------- latex_elements = { # The paper size ('letterpaper' or 'a4paper'). # # 'papersize': 'letterpaper', # The font size ('10pt', '11pt' or '12pt'). # # 'pointsize': '10pt', # Additional stuff for the LaTeX preamble. # # 'preamble': '', # Latex figure (float) alignment # # 'figure_align': 'htbp', } # Grouping the document tree into LaTeX files. List of tuples # (source start file, target name, title, # author, documentclass [howto, manual, or own class]). latex_documents = [ (master_doc, 'pytorch.tex', 'torchvision Documentation', 'Torch Contributors', 'manual'), ] # -- Options for manual page output --------------------------------------- # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). man_pages = [ (master_doc, 'torchvision', 'torchvision Documentation', [author], 1) ] # -- Options for Texinfo output ------------------------------------------- # Grouping the document tree into Texinfo files. List of tuples # (source start file, target name, title, author, # dir menu entry, description, category) texinfo_documents = [ (master_doc, 'torchvision', 'torchvision Documentation', author, 'torchvision', 'One line description of project.', 'Miscellaneous'), ] # Example configuration for intersphinx: refer to the Python standard library. intersphinx_mapping = { 'python': ('https://docs.python.org/', None), 'numpy': ('http://docs.scipy.org/doc/numpy/', None), } # -- A patch that prevents Sphinx from cross-referencing ivar tags ------- # See http://stackoverflow.com/a/41184353/3343043 from docutils import nodes from sphinx.util.docfields import TypedField from sphinx import addnodes def patched_make_field(self, types, domain, items, **kw): # `kw` catches `env=None` needed for newer sphinx while maintaining # backwards compatibility when passed along further down! # type: (list, unicode, tuple) -> nodes.field # noqa: F821 def handle_item(fieldarg, content): par = nodes.paragraph() par += addnodes.literal_strong('', fieldarg) # Patch: this line added # par.extend(self.make_xrefs(self.rolename, domain, fieldarg, # addnodes.literal_strong)) if fieldarg in types: par += nodes.Text(' (') # NOTE: using .pop() here to prevent a single type node to be # inserted twice into the doctree, which leads to # inconsistencies later when references are resolved fieldtype = types.pop(fieldarg) if len(fieldtype) == 1 and isinstance(fieldtype[0], nodes.Text): typename = u''.join(n.astext() for n in fieldtype) typename = typename.replace('int', 'python:int') typename = typename.replace('long', 'python:long') typename = typename.replace('float', 'python:float') typename = typename.replace('type', 'python:type') par.extend(self.make_xrefs(self.typerolename, domain, typename, addnodes.literal_emphasis, **kw)) else: par += fieldtype par += nodes.Text(')') par += nodes.Text(' -- ') par += content return par fieldname = nodes.field_name('', self.label) if len(items) == 1 and self.can_collapse: fieldarg, content = items[0] bodynode = handle_item(fieldarg, content) else: bodynode = self.list_type() for fieldarg, content in items: bodynode += nodes.list_item('', handle_item(fieldarg, content)) fieldbody = nodes.field_body('', bodynode) return nodes.field('', fieldname, fieldbody) TypedField.make_field = patched_make_field vision-0.8.2/docs/source/datasets.rst000066400000000000000000000066221376231312300176310ustar00rootroot00000000000000torchvision.datasets ==================== All datasets are subclasses of :class:`torch.utils.data.Dataset` i.e, they have ``__getitem__`` and ``__len__`` methods implemented. Hence, they can all be passed to a :class:`torch.utils.data.DataLoader` which can load multiple samples parallelly using ``torch.multiprocessing`` workers. For example: :: imagenet_data = torchvision.datasets.ImageNet('path/to/imagenet_root/') data_loader = torch.utils.data.DataLoader(imagenet_data, batch_size=4, shuffle=True, num_workers=args.nThreads) The following datasets are available: .. contents:: Datasets :local: All the datasets have almost similar API. They all have two common arguments: ``transform`` and ``target_transform`` to transform the input and target respectively. .. currentmodule:: torchvision.datasets CelebA ~~~~~~ .. autoclass:: CelebA :members: __getitem__ :special-members: CIFAR ~~~~~ .. autoclass:: CIFAR10 :members: __getitem__ :special-members: .. autoclass:: CIFAR100 Cityscapes ~~~~~~~~~~ .. note :: Requires Cityscape to be downloaded. .. autoclass:: Cityscapes :members: __getitem__ :special-members: COCO ~~~~ .. note :: These require the `COCO API to be installed`_ .. _COCO API to be installed: https://github.com/pdollar/coco/tree/master/PythonAPI Captions ^^^^^^^^ .. autoclass:: CocoCaptions :members: __getitem__ :special-members: Detection ^^^^^^^^^ .. autoclass:: CocoDetection :members: __getitem__ :special-members: DatasetFolder ~~~~~~~~~~~~~ .. autoclass:: DatasetFolder :members: __getitem__ :special-members: EMNIST ~~~~~~ .. autoclass:: EMNIST FakeData ~~~~~~~~ .. autoclass:: FakeData Fashion-MNIST ~~~~~~~~~~~~~ .. autoclass:: FashionMNIST Flickr ~~~~~~ .. autoclass:: Flickr8k :members: __getitem__ :special-members: .. autoclass:: Flickr30k :members: __getitem__ :special-members: HMDB51 ~~~~~~~ .. autoclass:: HMDB51 :members: __getitem__ :special-members: ImageFolder ~~~~~~~~~~~ .. autoclass:: ImageFolder :members: __getitem__ :special-members: ImageNet ~~~~~~~~~~~ .. autoclass:: ImageNet .. note :: This requires `scipy` to be installed Kinetics-400 ~~~~~~~~~~~~ .. autoclass:: Kinetics400 :members: __getitem__ :special-members: KMNIST ~~~~~~~~~~~~~ .. autoclass:: KMNIST LSUN ~~~~ .. autoclass:: LSUN :members: __getitem__ :special-members: MNIST ~~~~~ .. autoclass:: MNIST Omniglot ~~~~~~ .. autoclass:: Omniglot PhotoTour ~~~~~~~~~ .. autoclass:: PhotoTour :members: __getitem__ :special-members: Places365 ~~~~~~~~~ .. autoclass:: Places365 :members: __getitem__ :special-members: QMNIST ~~~~~~ .. autoclass:: QMNIST SBD ~~~~~~ .. autoclass:: SBDataset :members: __getitem__ :special-members: SBU ~~~ .. autoclass:: SBU :members: __getitem__ :special-members: STL10 ~~~~~ .. autoclass:: STL10 :members: __getitem__ :special-members: SVHN ~~~~~ .. autoclass:: SVHN :members: __getitem__ :special-members: UCF101 ~~~~~~~ .. autoclass:: UCF101 :members: __getitem__ :special-members: USPS ~~~~~ .. autoclass:: USPS :members: __getitem__ :special-members: VOC ~~~~~~ .. autoclass:: VOCSegmentation :members: __getitem__ :special-members: .. autoclass:: VOCDetection :members: __getitem__ :special-members: vision-0.8.2/docs/source/index.rst000066400000000000000000000033311376231312300171220ustar00rootroot00000000000000torchvision =========== This library is part of the `PyTorch `_ project. PyTorch is an open source machine learning framework. Features described in this documentation are classified by release status: *Stable:* These features will be maintained long-term and there should generally be no major performance limitations or gaps in documentation. We also expect to maintain backwards compatibility (although breaking changes can happen and notice will be given one release ahead of time). *Beta:* Features are tagged as Beta because the API may change based on user feedback, because the performance needs to improve, or because coverage across operators is not yet complete. For Beta features, we are committing to seeing the feature through to the Stable classification. We are not, however, committing to backwards compatibility. *Prototype:* These features are typically not available as part of binary distributions like PyPI or Conda, except sometimes behind run-time flags, and are at an early stage for feedback and testing. The :mod:`torchvision` package consists of popular datasets, model architectures, and common image transformations for computer vision. .. toctree:: :maxdepth: 2 :caption: Package Reference datasets io models ops transforms utils .. automodule:: torchvision :members: .. toctree:: :maxdepth: 1 :caption: PyTorch Libraries PyTorch torchaudio torchtext torchvision TorchElastic TorchServe PyTorch on XLA Devices vision-0.8.2/docs/source/io.rst000066400000000000000000000036731376231312300164330ustar00rootroot00000000000000torchvision.io ============== .. currentmodule:: torchvision.io The :mod:`torchvision.io` package provides functions for performing IO operations. They are currently specific to reading and writing video and images. Video ----- .. autofunction:: read_video .. autofunction:: read_video_timestamps .. autofunction:: write_video Fine-grained video API ------------------- In addition to the :mod:`read_video` function, we provide a high-performance lower-level API for more fine-grained control compared to the :mod:`read_video` function. It does all this whilst fully supporting torchscript. .. autoclass:: VideoReader :members: __next__, get_metadata, set_current_stream, seek Example of inspecting a video: .. code:: python import torchvision video_path = "path to a test video" # Constructor allocates memory and a threaded decoder # instance per video. At the momet it takes two arguments: # path to the video file, and a wanted stream. reader = torchvision.io.VideoReader(video_path, "video") # The information about the video can be retrieved using the # `get_metadata()` method. It returns a dictionary for every stream, with # duration and other relevant metadata (often frame rate) reader_md = reader.get_metadata() # metadata is structured as a dict of dicts with following structure # {"stream_type": {"attribute": [attribute per stream]}} # # following would print out the list of frame rates for every present video stream print(reader_md["video"]["fps"]) # we explicitly select the stream we would like to operate on. In # the constructor we select a default video stream, but # in practice, we can set whichever stream we would like video.set_current_stream("video:0") Image ----- .. autofunction:: read_image .. autofunction:: decode_image .. autofunction:: encode_jpeg .. autofunction:: write_jpeg .. autofunction:: encode_png .. autofunction:: write_png vision-0.8.2/docs/source/models.rst000066400000000000000000000406741376231312300173110ustar00rootroot00000000000000torchvision.models ################## The models subpackage contains definitions of models for addressing different tasks, including: image classification, pixelwise semantic segmentation, object detection, instance segmentation, person keypoint detection and video classification. Classification ============== The models subpackage contains definitions for the following model architectures for image classification: - `AlexNet`_ - `VGG`_ - `ResNet`_ - `SqueezeNet`_ - `DenseNet`_ - `Inception`_ v3 - `GoogLeNet`_ - `ShuffleNet`_ v2 - `MobileNet`_ v2 - `ResNeXt`_ - `Wide ResNet`_ - `MNASNet`_ You can construct a model with random weights by calling its constructor: .. code:: python import torchvision.models as models resnet18 = models.resnet18() alexnet = models.alexnet() vgg16 = models.vgg16() squeezenet = models.squeezenet1_0() densenet = models.densenet161() inception = models.inception_v3() googlenet = models.googlenet() shufflenet = models.shufflenet_v2_x1_0() mobilenet = models.mobilenet_v2() resnext50_32x4d = models.resnext50_32x4d() wide_resnet50_2 = models.wide_resnet50_2() mnasnet = models.mnasnet1_0() We provide pre-trained models, using the PyTorch :mod:`torch.utils.model_zoo`. These can be constructed by passing ``pretrained=True``: .. code:: python import torchvision.models as models resnet18 = models.resnet18(pretrained=True) alexnet = models.alexnet(pretrained=True) squeezenet = models.squeezenet1_0(pretrained=True) vgg16 = models.vgg16(pretrained=True) densenet = models.densenet161(pretrained=True) inception = models.inception_v3(pretrained=True) googlenet = models.googlenet(pretrained=True) shufflenet = models.shufflenet_v2_x1_0(pretrained=True) mobilenet = models.mobilenet_v2(pretrained=True) resnext50_32x4d = models.resnext50_32x4d(pretrained=True) wide_resnet50_2 = models.wide_resnet50_2(pretrained=True) mnasnet = models.mnasnet1_0(pretrained=True) Instancing a pre-trained model will download its weights to a cache directory. This directory can be set using the `TORCH_MODEL_ZOO` environment variable. See :func:`torch.utils.model_zoo.load_url` for details. Some models use modules which have different training and evaluation behavior, such as batch normalization. To switch between these modes, use ``model.train()`` or ``model.eval()`` as appropriate. See :meth:`~torch.nn.Module.train` or :meth:`~torch.nn.Module.eval` for details. All pre-trained models expect input images normalized in the same way, i.e. mini-batches of 3-channel RGB images of shape (3 x H x W), where H and W are expected to be at least 224. The images have to be loaded in to a range of [0, 1] and then normalized using ``mean = [0.485, 0.456, 0.406]`` and ``std = [0.229, 0.224, 0.225]``. You can use the following transform to normalize:: normalize = transforms.Normalize(mean=[0.485, 0.456, 0.406], std=[0.229, 0.224, 0.225]) An example of such normalization can be found in the imagenet example `here `_ The process for obtaining the values of `mean` and `std` is roughly equivalent to:: import torch from torchvision import datasets, transforms as T transform = T.Compose([T.Resize(256), T.CenterCrop(224), T.ToTensor()]) dataset = datasets.ImageNet(".", split="train", transform=transform) means = [] stds = [] for img in subset(dataset): means.append(torch.mean(img)) stds.append(torch.std(img)) mean = torch.mean(torch.tensor(means)) std = torch.mean(torch.tensor(stds)) Unfortunately, the concrete `subset` that was used is lost. For more information see `this discussion `_ or `these experiments `_. ImageNet 1-crop error rates (224x224) ================================ ============= ============= Network Top-1 error Top-5 error ================================ ============= ============= AlexNet 43.45 20.91 VGG-11 30.98 11.37 VGG-13 30.07 10.75 VGG-16 28.41 9.62 VGG-19 27.62 9.12 VGG-11 with batch normalization 29.62 10.19 VGG-13 with batch normalization 28.45 9.63 VGG-16 with batch normalization 26.63 8.50 VGG-19 with batch normalization 25.76 8.15 ResNet-18 30.24 10.92 ResNet-34 26.70 8.58 ResNet-50 23.85 7.13 ResNet-101 22.63 6.44 ResNet-152 21.69 5.94 SqueezeNet 1.0 41.90 19.58 SqueezeNet 1.1 41.81 19.38 Densenet-121 25.35 7.83 Densenet-169 24.00 7.00 Densenet-201 22.80 6.43 Densenet-161 22.35 6.20 Inception v3 22.55 6.44 GoogleNet 30.22 10.47 ShuffleNet V2 30.64 11.68 MobileNet V2 28.12 9.71 ResNeXt-50-32x4d 22.38 6.30 ResNeXt-101-32x8d 20.69 5.47 Wide ResNet-50-2 21.49 5.91 Wide ResNet-101-2 21.16 5.72 MNASNet 1.0 26.49 8.456 ================================ ============= ============= .. _AlexNet: https://arxiv.org/abs/1404.5997 .. _VGG: https://arxiv.org/abs/1409.1556 .. _ResNet: https://arxiv.org/abs/1512.03385 .. _SqueezeNet: https://arxiv.org/abs/1602.07360 .. _DenseNet: https://arxiv.org/abs/1608.06993 .. _Inception: https://arxiv.org/abs/1512.00567 .. _GoogLeNet: https://arxiv.org/abs/1409.4842 .. _ShuffleNet: https://arxiv.org/abs/1807.11164 .. _MobileNet: https://arxiv.org/abs/1801.04381 .. _ResNeXt: https://arxiv.org/abs/1611.05431 .. _MNASNet: https://arxiv.org/abs/1807.11626 .. currentmodule:: torchvision.models Alexnet ------- .. autofunction:: alexnet VGG --- .. autofunction:: vgg11 .. autofunction:: vgg11_bn .. autofunction:: vgg13 .. autofunction:: vgg13_bn .. autofunction:: vgg16 .. autofunction:: vgg16_bn .. autofunction:: vgg19 .. autofunction:: vgg19_bn ResNet ------ .. autofunction:: resnet18 .. autofunction:: resnet34 .. autofunction:: resnet50 .. autofunction:: resnet101 .. autofunction:: resnet152 SqueezeNet ---------- .. autofunction:: squeezenet1_0 .. autofunction:: squeezenet1_1 DenseNet --------- .. autofunction:: densenet121 .. autofunction:: densenet169 .. autofunction:: densenet161 .. autofunction:: densenet201 Inception v3 ------------ .. autofunction:: inception_v3 .. note :: This requires `scipy` to be installed GoogLeNet ------------ .. autofunction:: googlenet .. note :: This requires `scipy` to be installed ShuffleNet v2 ------------- .. autofunction:: shufflenet_v2_x0_5 .. autofunction:: shufflenet_v2_x1_0 .. autofunction:: shufflenet_v2_x1_5 .. autofunction:: shufflenet_v2_x2_0 MobileNet v2 ------------- .. autofunction:: mobilenet_v2 ResNext ------- .. autofunction:: resnext50_32x4d .. autofunction:: resnext101_32x8d Wide ResNet ----------- .. autofunction:: wide_resnet50_2 .. autofunction:: wide_resnet101_2 MNASNet -------- .. autofunction:: mnasnet0_5 .. autofunction:: mnasnet0_75 .. autofunction:: mnasnet1_0 .. autofunction:: mnasnet1_3 Semantic Segmentation ===================== The models subpackage contains definitions for the following model architectures for semantic segmentation: - `FCN ResNet50, ResNet101 `_ - `DeepLabV3 ResNet50, ResNet101 `_ As with image classification models, all pre-trained models expect input images normalized in the same way. The images have to be loaded in to a range of ``[0, 1]`` and then normalized using ``mean = [0.485, 0.456, 0.406]`` and ``std = [0.229, 0.224, 0.225]``. They have been trained on images resized such that their minimum size is 520. The pre-trained models have been trained on a subset of COCO train2017, on the 20 categories that are present in the Pascal VOC dataset. You can see more information on how the subset has been selected in ``references/segmentation/coco_utils.py``. The classes that the pre-trained model outputs are the following, in order: .. code-block:: python ['__background__', 'aeroplane', 'bicycle', 'bird', 'boat', 'bottle', 'bus', 'car', 'cat', 'chair', 'cow', 'diningtable', 'dog', 'horse', 'motorbike', 'person', 'pottedplant', 'sheep', 'sofa', 'train', 'tvmonitor'] The accuracies of the pre-trained models evaluated on COCO val2017 are as follows ================================ ============= ==================== Network mean IoU global pixelwise acc ================================ ============= ==================== FCN ResNet50 60.5 91.4 FCN ResNet101 63.7 91.9 DeepLabV3 ResNet50 66.4 92.4 DeepLabV3 ResNet101 67.4 92.4 ================================ ============= ==================== Fully Convolutional Networks ---------------------------- .. autofunction:: torchvision.models.segmentation.fcn_resnet50 .. autofunction:: torchvision.models.segmentation.fcn_resnet101 DeepLabV3 --------- .. autofunction:: torchvision.models.segmentation.deeplabv3_resnet50 .. autofunction:: torchvision.models.segmentation.deeplabv3_resnet101 Object Detection, Instance Segmentation and Person Keypoint Detection ===================================================================== The models subpackage contains definitions for the following model architectures for detection: - `Faster R-CNN ResNet-50 FPN `_ - `Mask R-CNN ResNet-50 FPN `_ The pre-trained models for detection, instance segmentation and keypoint detection are initialized with the classification models in torchvision. The models expect a list of ``Tensor[C, H, W]``, in the range ``0-1``. The models internally resize the images so that they have a minimum size of ``800``. This option can be changed by passing the option ``min_size`` to the constructor of the models. For object detection and instance segmentation, the pre-trained models return the predictions of the following classes: .. code-block:: python COCO_INSTANCE_CATEGORY_NAMES = [ '__background__', 'person', 'bicycle', 'car', 'motorcycle', 'airplane', 'bus', 'train', 'truck', 'boat', 'traffic light', 'fire hydrant', 'N/A', 'stop sign', 'parking meter', 'bench', 'bird', 'cat', 'dog', 'horse', 'sheep', 'cow', 'elephant', 'bear', 'zebra', 'giraffe', 'N/A', 'backpack', 'umbrella', 'N/A', 'N/A', 'handbag', 'tie', 'suitcase', 'frisbee', 'skis', 'snowboard', 'sports ball', 'kite', 'baseball bat', 'baseball glove', 'skateboard', 'surfboard', 'tennis racket', 'bottle', 'N/A', 'wine glass', 'cup', 'fork', 'knife', 'spoon', 'bowl', 'banana', 'apple', 'sandwich', 'orange', 'broccoli', 'carrot', 'hot dog', 'pizza', 'donut', 'cake', 'chair', 'couch', 'potted plant', 'bed', 'N/A', 'dining table', 'N/A', 'N/A', 'toilet', 'N/A', 'tv', 'laptop', 'mouse', 'remote', 'keyboard', 'cell phone', 'microwave', 'oven', 'toaster', 'sink', 'refrigerator', 'N/A', 'book', 'clock', 'vase', 'scissors', 'teddy bear', 'hair drier', 'toothbrush' ] Here are the summary of the accuracies for the models trained on the instances set of COCO train2017 and evaluated on COCO val2017. ================================ ======= ======== =========== Network box AP mask AP keypoint AP ================================ ======= ======== =========== Faster R-CNN ResNet-50 FPN 37.0 - - RetinaNet ResNet-50 FPN 36.4 - - Mask R-CNN ResNet-50 FPN 37.9 34.6 - ================================ ======= ======== =========== For person keypoint detection, the accuracies for the pre-trained models are as follows ================================ ======= ======== =========== Network box AP mask AP keypoint AP ================================ ======= ======== =========== Keypoint R-CNN ResNet-50 FPN 54.6 - 65.0 ================================ ======= ======== =========== For person keypoint detection, the pre-trained model return the keypoints in the following order: .. code-block:: python COCO_PERSON_KEYPOINT_NAMES = [ 'nose', 'left_eye', 'right_eye', 'left_ear', 'right_ear', 'left_shoulder', 'right_shoulder', 'left_elbow', 'right_elbow', 'left_wrist', 'right_wrist', 'left_hip', 'right_hip', 'left_knee', 'right_knee', 'left_ankle', 'right_ankle' ] Runtime characteristics ----------------------- The implementations of the models for object detection, instance segmentation and keypoint detection are efficient. In the following table, we use 8 V100 GPUs, with CUDA 10.0 and CUDNN 7.4 to report the results. During training, we use a batch size of 2 per GPU, and during testing a batch size of 1 is used. For test time, we report the time for the model evaluation and postprocessing (including mask pasting in image), but not the time for computing the precision-recall. ============================== =================== ================== =========== Network train time (s / it) test time (s / it) memory (GB) ============================== =================== ================== =========== Faster R-CNN ResNet-50 FPN 0.2288 0.0590 5.2 RetinaNet ResNet-50 FPN 0.2514 0.0939 4.1 Mask R-CNN ResNet-50 FPN 0.2728 0.0903 5.4 Keypoint R-CNN ResNet-50 FPN 0.3789 0.1242 6.8 ============================== =================== ================== =========== Faster R-CNN ------------ .. autofunction:: torchvision.models.detection.fasterrcnn_resnet50_fpn RetinaNet ------------ .. autofunction:: torchvision.models.detection.retinanet_resnet50_fpn Mask R-CNN ---------- .. autofunction:: torchvision.models.detection.maskrcnn_resnet50_fpn Keypoint R-CNN -------------- .. autofunction:: torchvision.models.detection.keypointrcnn_resnet50_fpn Video classification ==================== We provide models for action recognition pre-trained on Kinetics-400. They have all been trained with the scripts provided in ``references/video_classification``. All pre-trained models expect input images normalized in the same way, i.e. mini-batches of 3-channel RGB videos of shape (3 x T x H x W), where H and W are expected to be 112, and T is a number of video frames in a clip. The images have to be loaded in to a range of [0, 1] and then normalized using ``mean = [0.43216, 0.394666, 0.37645]`` and ``std = [0.22803, 0.22145, 0.216989]``. .. note:: The normalization parameters are different from the image classification ones, and correspond to the mean and std from Kinetics-400. .. note:: For now, normalization code can be found in ``references/video_classification/transforms.py``, see the ``Normalize`` function there. Note that it differs from standard normalization for images because it assumes the video is 4d. Kinetics 1-crop accuracies for clip length 16 (16x112x112) ================================ ============= ============= Network Clip acc@1 Clip acc@5 ================================ ============= ============= ResNet 3D 18 52.75 75.45 ResNet MC 18 53.90 76.29 ResNet (2+1)D 57.50 78.81 ================================ ============= ============= ResNet 3D ---------- .. autofunction:: torchvision.models.video.r3d_18 ResNet Mixed Convolution ------------------------ .. autofunction:: torchvision.models.video.mc3_18 ResNet (2+1)D ------------- .. autofunction:: torchvision.models.video.r2plus1d_18 vision-0.8.2/docs/source/ops.rst000066400000000000000000000015211376231312300166130ustar00rootroot00000000000000torchvision.ops =============== .. currentmodule:: torchvision.ops :mod:`torchvision.ops` implements operators that are specific for Computer Vision. .. note:: All operators have native support for TorchScript. .. autofunction:: nms .. autofunction:: batched_nms .. autofunction:: remove_small_boxes .. autofunction:: clip_boxes_to_image .. autofunction:: box_convert .. autofunction:: box_area .. autofunction:: box_iou .. autofunction:: generalized_box_iou .. autofunction:: roi_align .. autofunction:: ps_roi_align .. autofunction:: roi_pool .. autofunction:: ps_roi_pool .. autofunction:: deform_conv2d .. autofunction:: sigmoid_focal_loss .. autoclass:: RoIAlign .. autoclass:: PSRoIAlign .. autoclass:: RoIPool .. autoclass:: PSRoIPool .. autoclass:: DeformConv2d .. autoclass:: MultiScaleRoIAlign .. autoclass:: FeaturePyramidNetwork vision-0.8.2/docs/source/transforms.rst000066400000000000000000000117031376231312300202130ustar00rootroot00000000000000torchvision.transforms ====================== .. currentmodule:: torchvision.transforms Transforms are common image transformations. They can be chained together using :class:`Compose`. Additionally, there is the :mod:`torchvision.transforms.functional` module. Functional transforms give fine-grained control over the transformations. This is useful if you have to build a more complex transformation pipeline (e.g. in the case of segmentation tasks). All transformations accept PIL Image, Tensor Image or batch of Tensor Images as input. Tensor Image is a tensor with ``(C, H, W)`` shape, where ``C`` is a number of channels, ``H`` and ``W`` are image height and width. Batch of Tensor Images is a tensor of ``(B, C, H, W)`` shape, where ``B`` is a number of images in the batch. Deterministic or random transformations applied on the batch of Tensor Images identically transform all the images of the batch. .. warning:: Since v0.8.0 all random transformations are using torch default random generator to sample random parameters. It is a backward compatibility breaking change and user should set the random state as following: .. code:: python # Previous versions # import random # random.seed(12) # Now import torch torch.manual_seed(17) Please, keep in mind that the same seed for torch random generator and Python random generator will not produce the same results. Scriptable transforms --------------------- In order to script the transformations, please use ``torch.nn.Sequential`` instead of :class:`Compose`. .. code:: python transforms = torch.nn.Sequential( transforms.CenterCrop(10), transforms.Normalize((0.485, 0.456, 0.406), (0.229, 0.224, 0.225)), ) scripted_transforms = torch.jit.script(transforms) Make sure to use only scriptable transformations, i.e. that work with ``torch.Tensor`` and does not require `lambda` functions or ``PIL.Image``. For any custom transformations to be used with ``torch.jit.script``, they should be derived from ``torch.nn.Module``. Compositions of transforms -------------------------- .. autoclass:: Compose Transforms on PIL Image and torch.\*Tensor ------------------------------------------ .. autoclass:: CenterCrop :members: .. autoclass:: ColorJitter :members: .. autoclass:: FiveCrop :members: .. autoclass:: Grayscale :members: .. autoclass:: Pad :members: .. autoclass:: RandomAffine :members: .. autoclass:: RandomApply .. autoclass:: RandomCrop :members: .. autoclass:: RandomGrayscale :members: .. autoclass:: RandomHorizontalFlip :members: .. autoclass:: RandomPerspective :members: .. autoclass:: RandomResizedCrop :members: .. autoclass:: RandomRotation :members: .. autoclass:: RandomSizedCrop :members: .. autoclass:: RandomVerticalFlip :members: .. autoclass:: Resize :members: .. autoclass:: Scale :members: .. autoclass:: TenCrop :members: .. autoclass:: GaussianBlur :members: Transforms on PIL Image only ---------------------------- .. autoclass:: RandomChoice .. autoclass:: RandomOrder Transforms on torch.\*Tensor only --------------------------------- .. autoclass:: LinearTransformation :members: .. autoclass:: Normalize :members: .. autoclass:: RandomErasing :members: .. autoclass:: ConvertImageDtype Conversion Transforms --------------------- .. autoclass:: ToPILImage :members: .. autoclass:: ToTensor :members: Generic Transforms ------------------ .. autoclass:: Lambda :members: Functional Transforms --------------------- Functional transforms give you fine-grained control of the transformation pipeline. As opposed to the transformations above, functional transforms don't contain a random number generator for their parameters. That means you have to specify/generate all parameters, but you can reuse the functional transform. Example: you can apply a functional transform with the same parameters to multiple images like this: .. code:: python import torchvision.transforms.functional as TF import random def my_segmentation_transforms(image, segmentation): if random.random() > 0.5: angle = random.randint(-30, 30) image = TF.rotate(image, angle) segmentation = TF.rotate(segmentation, angle) # more transforms ... return image, segmentation Example: you can use a functional transform to build transform classes with custom behavior: .. code:: python import torchvision.transforms.functional as TF import random class MyRotationTransform: """Rotate by one of the given angles.""" def __init__(self, angles): self.angles = angles def __call__(self, x): angle = random.choice(self.angles) return TF.rotate(x, angle) rotation_transform = MyRotationTransform(angles=[-30, -15, 0, 15, 30]) .. automodule:: torchvision.transforms.functional :members: vision-0.8.2/docs/source/utils.rst000066400000000000000000000002061376231312300171510ustar00rootroot00000000000000torchvision.utils ================= .. currentmodule:: torchvision.utils .. autofunction:: make_grid .. autofunction:: save_image vision-0.8.2/examples/000077500000000000000000000000001376231312300146475ustar00rootroot00000000000000vision-0.8.2/examples/cpp/000077500000000000000000000000001376231312300154315ustar00rootroot00000000000000vision-0.8.2/examples/cpp/hello_world/000077500000000000000000000000001376231312300177435ustar00rootroot00000000000000vision-0.8.2/examples/cpp/hello_world/CMakeLists.txt000066400000000000000000000012541376231312300225050ustar00rootroot00000000000000cmake_minimum_required(VERSION 3.10) project(hello-world) # The first thing do is to tell cmake to find the TorchVision library. # The package pulls in all the necessary torch libraries, # so there is no need to also add `find_package(Torch)` here. find_package(TorchVision REQUIRED) add_executable(hello-world main.cpp) # We now need to link the TorchVision library to our executable. # We can do that by using the TorchVision::TorchVision target, # which also adds all the necessary torch dependencies. target_compile_features(hello-world PUBLIC cxx_range_for) target_link_libraries(hello-world TorchVision::TorchVision) set_property(TARGET hello-world PROPERTY CXX_STANDARD 14) vision-0.8.2/examples/cpp/hello_world/README.rst000066400000000000000000000014621376231312300214350ustar00rootroot00000000000000Hello World! ============ This is a minimal example of getting TorchVision to work in C++ with CMake. In order to successfully compile this example, make sure you have both ``LibTorch`` and ``TorchVision`` installed. Once both dependencies are sorted, we can start the CMake fun: 1) Create a ``build`` directory inside the current one. 2) from within the ``build`` directory, run the following commands: - | ``cmake -DCMAKE_PREFIX_PATH=";" ..`` | where ```` and ```` are the paths to the libtorch and torchvision installations. - ``cmake --build .`` | That's it! | You should now have a ``hello-world`` executable in your ``build`` folder. Running it will output a (fairly long) tensor of random values to your terminal.vision-0.8.2/examples/cpp/hello_world/main.cpp000066400000000000000000000010171376231312300213720ustar00rootroot00000000000000#include #include int main() { auto model = vision::models::ResNet18(); model->eval(); // Create a random input tensor and run it through the model. auto in = torch::rand({1, 3, 10, 10}); auto out = model->forward(in); std::cout << out.sizes(); if (torch::cuda::is_available()) { // Move model and inputs to GPU model->to(torch::kCUDA); auto gpu_in = in.to(torch::kCUDA); auto gpu_out = model->forward(gpu_in); std::cout << gpu_out.sizes(); } } vision-0.8.2/examples/python/000077500000000000000000000000001376231312300161705ustar00rootroot00000000000000vision-0.8.2/examples/python/README.md000066400000000000000000000026601376231312300174530ustar00rootroot00000000000000# Python examples - [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/pytorch/vision/blob/master/examples/python/tensor_transforms.ipynb) [Examples of Tensor Images transformations](https://github.com/pytorch/vision/blob/master/examples/python/tensor_transforms.ipynb) - [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/pytorch/vision/blob/master/examples/python/video_api.ipynb) [Example of VideoAPI](https://github.com/pytorch/vision/blob/master/examples/python/video_api.ipynb) Prior to v0.8.0, transforms in torchvision have traditionally been PIL-centric and presented multiple limitations due to that. Now, since v0.8.0, transforms implementations are Tensor and PIL compatible and we can achieve the following new features: - transform multi-band torch tensor images (with more than 3-4 channels) - torchscript transforms together with your model for deployment - support for GPU acceleration - batched transformation such as for videos - read and decode data directly as torch tensor with torchscript support (for PNG and JPEG image formats) Furthermore, previously we used to provide a very high-level API for video decoding which left little control to the user. We're now expanding that API (and replacing it in the future) with a lower-level API that allows the user a frame-based access to a video. vision-0.8.2/examples/python/tensor_transforms.ipynb000066400000000000000000000260171376231312300230310ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "vjAC2mZnb4nz" }, "source": [ "# Image transformations\n", "\n", "This notebook shows new features of torchvision image transformations. \n", "\n", "Prior to v0.8.0, transforms in torchvision have traditionally been PIL-centric and presented multiple limitations due to that. Now, since v0.8.0, transforms implementations are Tensor and PIL compatible and we can achieve the following new \n", "features:\n", "- transform multi-band torch tensor images (with more than 3-4 channels) \n", "- torchscript transforms together with your model for deployment\n", "- support for GPU acceleration\n", "- batched transformation such as for videos\n", "- read and decode data directly as torch tensor with torchscript support (for PNG and JPEG image formats)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 35 }, "id": "btaDWPDbgIyW", "outputId": "8a83d408-f643-42da-d247-faf3a1bd3ae0" }, "outputs": [], "source": [ "import torch, torchvision\n", "torch.__version__, torchvision.__version__" ] }, { "cell_type": "markdown", "metadata": { "id": "9Vj9draNb4oA" }, "source": [ "## Transforms on CPU/CUDA tensor images\n", "\n", "Let's show how to apply transformations on images opened directly as a torch tensors.\n", "Now, torchvision provides image reading functions for PNG and JPG images with torchscript support. " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "Epp3hCy0b4oD" }, "outputs": [], "source": [ "from torchvision.datasets.utils import download_url\n", "\n", "download_url(\"https://farm1.static.flickr.com/152/434505223_8d1890e1e2.jpg\", \".\", \"test-image.jpg\")\n", "download_url(\"https://farm3.static.flickr.com/2142/1896267403_24939864ba.jpg\", \".\", \"test-image2.jpg\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "Y-m7lYDPb4oK" }, "outputs": [], "source": [ "import matplotlib.pylab as plt\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 303 }, "id": "5bi8Q7L3b4oc", "outputId": "e5de5c73-e16d-4992-ebee-94c7ddf0bf54" }, "outputs": [], "source": [ "from torchvision.io.image import read_image\n", "\n", "tensor_image = read_image(\"test-image.jpg\")\n", "\n", "print(\"tensor image info: \", tensor_image.shape, tensor_image.dtype)\n", "\n", "plt.imshow(tensor_image.numpy().transpose((1, 2, 0)))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def to_rgb_image(tensor):\n", " \"\"\"Helper method to get RGB numpy array for plotting\"\"\"\n", " np_img = tensor.cpu().numpy().transpose((1, 2, 0))\n", " m1, m2 = np_img.min(axis=(0, 1)), np_img.max(axis=(0, 1))\n", " return (255.0 * (np_img - m1) / (m2 - m1)).astype(\"uint8\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 322 }, "id": "PgWpjxQ3b4pF", "outputId": "e9a138e8-b45c-4f75-d849-3b41de0e5472" }, "outputs": [], "source": [ "import torchvision.transforms as T\n", "\n", "# to fix random seed is now:\n", "torch.manual_seed(12)\n", "\n", "transforms = T.Compose([\n", " T.RandomCrop(224),\n", " T.RandomHorizontalFlip(p=0.3),\n", " T.ConvertImageDtype(torch.float),\n", " T.Normalize([0.485, 0.456, 0.406], [0.229, 0.224, 0.225])\n", "])\n", "\n", "out_image = transforms(tensor_image)\n", "print(\"output tensor image info: \", out_image.shape, out_image.dtype)\n", "\n", "plt.imshow(to_rgb_image(out_image))" ] }, { "cell_type": "markdown", "metadata": { "id": "LmYQB4cxb4pI" }, "source": [ "Tensor images can be on GPU" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 322 }, "id": "S6syYJGEb4pN", "outputId": "86bddb64-e648-45f2-c216-790d43cfc26d" }, "outputs": [], "source": [ "out_image = transforms(tensor_image.to(\"cuda\"))\n", "print(\"output tensor image info: \", out_image.shape, out_image.dtype, out_image.device)\n", "\n", "plt.imshow(to_rgb_image(out_image))" ] }, { "cell_type": "markdown", "metadata": { "id": "jg9TQd7ajfyn" }, "source": [ "## Scriptable transforms for easier deployment via torchscript\n", "\n", "Next, we show how to combine input transformations and model's forward pass and use `torch.jit.script` to obtain a single scripted module.\n", "\n", "**Note:** we have to use only scriptable transformations that should be derived from `torch.nn.Module`. \n", "Since v0.8.0, all transformations are scriptable except `Compose`, `RandomChoice`, `RandomOrder`, `Lambda` and those applied on PIL images.\n", "The transformations like `Compose` are kept for backward compatibility and can be easily replaced by existing torch modules, like `nn.Sequential`.\n", "\n", "Let's define a module `Predictor` that transforms input tensor and applies ImageNet pretrained resnet18 model on it." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "NSDOJ3RajfvO" }, "outputs": [], "source": [ "import torch\n", "import torch.nn as nn\n", "import torchvision.transforms as T\n", "from torchvision.io.image import read_image\n", "from torchvision.models import resnet18\n", "\n", "\n", "class Predictor(nn.Module):\n", "\n", " def __init__(self):\n", " super().__init__()\n", " self.resnet18 = resnet18(pretrained=True).eval()\n", " self.transforms = nn.Sequential(\n", " T.Resize(256),\n", " T.CenterCrop(224),\n", " T.ConvertImageDtype(torch.float),\n", " T.Normalize([0.485, 0.456, 0.406], [0.229, 0.224, 0.225])\n", " )\n", "\n", " def forward(self, x: torch.Tensor) -> torch.Tensor:\n", " with torch.no_grad():\n", " x = self.transforms(x)\n", " y_pred = self.resnet18(x)\n", " return y_pred.argmax(dim=1)" ] }, { "cell_type": "markdown", "metadata": { "id": "ZZKDovqej5vA" }, "source": [ "Now, let's define scripted and non-scripted instances of `Predictor` and apply on multiple tensor images of the same size" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "GBBMSo7vjfr0" }, "outputs": [], "source": [ "from torchvision.io.image import read_image\n", "\n", "predictor = Predictor().to(\"cuda\")\n", "scripted_predictor = torch.jit.script(predictor).to(\"cuda\")\n", "\n", "\n", "tensor_image1 = read_image(\"test-image.jpg\")\n", "tensor_image2 = read_image(\"test-image2.jpg\")\n", "batch = torch.stack([tensor_image1[:, -320:, :], tensor_image2[:, -320:, :]]).to(\"cuda\")\n", "\n", "res1 = scripted_predictor(batch)\n", "res2 = predictor(batch)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 501 }, "id": "Dmi9r_p-oKsk", "outputId": "b9c55e7d-5db1-4975-c485-fecc4075bf47" }, "outputs": [], "source": [ "import json\n", "from torchvision.datasets.utils import download_url\n", "\n", "\n", "download_url(\"https://s3.amazonaws.com/deep-learning-models/image-models/imagenet_class_index.json\", \".\", \"imagenet_class_index.json\")\n", "\n", "\n", "with open(\"imagenet_class_index.json\", \"r\") as h:\n", " labels = json.load(h)\n", "\n", "\n", "plt.figure(figsize=(12, 7))\n", "for i, p in enumerate(res1):\n", " plt.subplot(1, 2, i + 1)\n", " plt.title(\"Scripted predictor:\\n{label})\".format(label=labels[str(p.item())]))\n", " plt.imshow(batch[i, ...].cpu().numpy().transpose((1, 2, 0)))\n", "\n", "\n", "plt.figure(figsize=(12, 7))\n", "for i, p in enumerate(res2):\n", " plt.subplot(1, 2, i + 1)\n", " plt.title(\"Original predictor:\\n{label})\".format(label=labels[str(p.item())]))\n", " plt.imshow(batch[i, ...].cpu().numpy().transpose((1, 2, 0)))" ] }, { "cell_type": "markdown", "metadata": { "id": "7IYsjzpFqcK8" }, "source": [ "We save and reload scripted predictor in Python or C++ and use it for inference:" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 52 }, "id": "0kk9LLw5jfol", "outputId": "05ea6db7-7fcf-4b74-a763-5f117c14cc00" }, "outputs": [], "source": [ "scripted_predictor.save(\"scripted_predictor.pt\")\n", "\n", "scripted_predictor = torch.jit.load(\"scripted_predictor.pt\")\n", "res1 = scripted_predictor(batch)\n", "\n", "for i, p in enumerate(res1):\n", " print(\"Scripted predictor: {label})\".format(label=labels[str(p.item())]))\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Data reading and decoding functions also support torch script and therefore can be part of the model as well:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "class AnotherPredictor(Predictor):\n", "\n", " def forward(self, path: str) -> int:\n", " with torch.no_grad():\n", " x = read_image(path).unsqueeze(0)\n", " x = self.transforms(x)\n", " y_pred = self.resnet18(x)\n", " return int(y_pred.argmax(dim=1).item())" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "-cMwTs3Yjffy" }, "outputs": [], "source": [ "scripted_predictor2 = torch.jit.script(AnotherPredictor())\n", "\n", "res = scripted_predictor2(\"test-image.jpg\")\n", "\n", "print(\"Scripted another predictor: {label})\".format(label=labels[str(res)]))" ] } ], "metadata": { "accelerator": "GPU", "colab": { "collapsed_sections": [], "name": "torchvision_scriptable_transforms.ipynb", "provenance": [] }, "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.7" } }, "nbformat": 4, "nbformat_minor": 4 } vision-0.8.2/examples/python/video_api.ipynb000066400000000000000000000516551376231312300212060ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Welcome to torchvision's new video API\n", "\n", "Here, we're going to examine the capabilities of the new video API, together with the examples on how to build datasets and more. \n", "\n", "### Table of contents\n", "1. Introduction: building a new video object and examining the properties\n", "2. Building a sample `read_video` function\n", "3. Building an example dataset (can be applied to e.g. kinetics400)" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "('1.7.0a0+f5c95d5', '0.8.0a0+a2f405d')" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import torch, torchvision\n", "torch.__version__, torchvision.__version__" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading https://github.com/pytorch/vision/blob/master/test/assets/videos/WUzgd7C1pWA.mp4?raw=true to ./WUzgd7C1pWA.mp4\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "100.4%" ] } ], "source": [ "# download the sample video\n", "from torchvision.datasets.utils import download_url\n", "download_url(\"https://github.com/pytorch/vision/blob/master/test/assets/videos/WUzgd7C1pWA.mp4?raw=true\", \".\", \"WUzgd7C1pWA.mp4\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Introduction: building a new video object and examining the properties\n", "\n", "First we select a video to test the object out. For the sake of argument we're using one from Kinetics400 dataset. To create it, we need to define the path and the stream we want to use. See inline comments for description. " ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "import torch, torchvision\n", "\"\"\"\n", "chosen video statistics:\n", "WUzgd7C1pWA.mp4\n", " - source: kinetics-400\n", " - video: H-264 - MPEG-4 AVC (part 10) (avc1)\n", " - fps: 29.97\n", " - audio: MPEG AAC audio (mp4a)\n", " - sample rate: 48K Hz\n", "\"\"\"\n", "video_path = \"./WUzgd7C1pWA.mp4\"\n", "\n", "\"\"\"\n", "streams are defined in a similar fashion as torch devices. We encode them as strings in a form\n", "of `stream_type:stream_id` where stream_type is a string and stream_id a long int. \n", "\n", "The constructor accepts passing a stream_type only, in which case the stream is auto-discovered.\n", "\"\"\"\n", "stream = \"video\"\n", "\n", "\n", "\n", "video = torchvision.io.VideoReader(video_path, stream)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First, let's get the metadata for our particular video:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'video': {'duration': [10.9109], 'fps': [29.97002997002997]},\n", " 'audio': {'duration': [10.9], 'framerate': [48000.0]}}" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "video.get_metadata()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we can see that video has two streams - a video and an audio stream. \n", "\n", "Let's read all the frames from the video stream." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total number of frames: 327\n", "We can expect approx: 327.0\n", "Tensor size: torch.Size([3, 256, 340])\n" ] } ], "source": [ "# first we select the video stream \n", "metadata = video.get_metadata()\n", "video.set_current_stream(\"video:0\")\n", "\n", "frames = [] # we are going to save the frames here.\n", "for frame, pts in video:\n", " frames.append(frame)\n", " \n", "print(\"Total number of frames: \", len(frames))\n", "approx_nf = metadata['video']['duration'][0] * metadata['video']['fps'][0]\n", "print(\"We can expect approx: \", approx_nf)\n", "print(\"Tensor size: \", frames[0].size())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that selecting zero video stream is equivalent to selecting video stream automatically. I.e. `video:0` and `video` will end up with same results in this case. \n", "\n", "Let's try this for audio" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total number of frames: 511\n", "Approx total number of datapoints we can expect: 523200.0\n", "Read data size: 523264\n" ] } ], "source": [ "metadata = video.get_metadata()\n", "video.set_current_stream(\"audio\")\n", "\n", "frames = [] # we are going to save the frames here.\n", "for frame, pts in video:\n", " frames.append(frame)\n", " \n", "print(\"Total number of frames: \", len(frames))\n", "approx_nf = metadata['audio']['duration'][0] * metadata['audio']['framerate'][0]\n", "print(\"Approx total number of datapoints we can expect: \", approx_nf)\n", "print(\"Read data size: \", frames[0].size(0) * len(frames))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "But what if we only want to read certain time segment of the video?\n", "\n", "That can be done easily using the combination of our seek function, and the fact that each call to next returns the presentation timestamp of the returned frame in seconds. Given that our implementation relies on python iterators, we can leverage `itertools` to simplify the process and make it more pythonic. \n", "\n", "For example, if we wanted to read ten frames from second second:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total number of frames: 10\n" ] } ], "source": [ "import itertools\n", "video.set_current_stream(\"video\")\n", "\n", "frames = [] # we are going to save the frames here.\n", "\n", "# we seek into a second second of the video\n", "# and use islice to get 10 frames since\n", "for frame, pts in itertools.islice(video.seek(2), 10):\n", " frames.append(frame)\n", " \n", "print(\"Total number of frames: \", len(frames))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Or if we wanted to read from 2nd to 5th second:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total number of frames: 90\n", "We can expect approx: 89.91008991008991\n", "Tensor size: torch.Size([3, 256, 340])\n" ] } ], "source": [ "video.set_current_stream(\"video\")\n", "\n", "frames = [] # we are going to save the frames here.\n", "\n", "# we seek into a second second of the video\n", "video = video.seek(2)\n", "# then we utilize the itertools takewhile to get the \n", "# correct number of frames\n", "for frame, pts in itertools.takewhile(lambda x: x[1] <= 5, video):\n", " frames.append(frame)\n", "\n", "print(\"Total number of frames: \", len(frames))\n", "approx_nf = (5-2) * video.get_metadata()['video']['fps'][0]\n", "print(\"We can expect approx: \", approx_nf)\n", "print(\"Tensor size: \", frames[0].size())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Building a sample `read_video` function\n", "\n", "We can utilize the methods above to build the read video function that follows the same API to the existing `read_video` function " ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "def example_read_video(video_object, start=0, end=None, read_video=True, read_audio=True):\n", "\n", " if end is None:\n", " end = float(\"inf\")\n", " if end < start:\n", " raise ValueError(\n", " \"end time should be larger than start time, got \"\n", " \"start time={} and end time={}\".format(s, e)\n", " )\n", " \n", " video_frames = torch.empty(0)\n", " video_pts = []\n", " if read_video:\n", " video_object.set_current_stream(\"video\")\n", " frames = []\n", " for t, pts in itertools.takewhile(lambda x: x[1] <= end, video_object.seek(start)):\n", " frames.append(t)\n", " video_pts.append(pts)\n", " if len(frames) > 0:\n", " video_frames = torch.stack(frames, 0)\n", "\n", " audio_frames = torch.empty(0)\n", " audio_pts = []\n", " if read_audio:\n", " video_object.set_current_stream(\"audio\")\n", " frames = []\n", " for t, pts in itertools.takewhile(lambda x: x[1] <= end, video_object.seek(start)):\n", " frames.append(t)\n", " video_pts.append(pts)\n", " if len(frames) > 0:\n", " audio_frames = torch.cat(frames, 0)\n", "\n", " return video_frames, audio_frames, (video_pts, audio_pts), video_object.get_metadata()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "torch.Size([327, 3, 256, 340]) torch.Size([523264, 1])\n" ] } ], "source": [ "vf, af, info, meta = example_read_video(video)\n", "# total number of frames should be 327 for video and 523264 datapoints for audio\n", "print(vf.size(), af.size())" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "torch.Size([523264, 1])" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# you can also get the sequence of audio frames as well\n", "af.size()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Building an example randomly sampled dataset (can be applied to training dataest of kinetics400)\n", "\n", "Cool, so now we can use the same principle to make the sample dataset. We suggest trying out iterable dataset for this purpose. \n", "\n", "Here, we are going to build\n", "\n", "a. an example dataset that reads randomly selected 10 frames of video" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "# make sample dataest\n", "import os\n", "os.makedirs(\"./dataset\", exist_ok=True)\n", "os.makedirs(\"./dataset/1\", exist_ok=True)\n", "os.makedirs(\"./dataset/2\", exist_ok=True)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading https://github.com/pytorch/vision/blob/master/test/assets/videos/WUzgd7C1pWA.mp4?raw=true to ./dataset/1/WUzgd7C1pWA.mp4\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "100.4%" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Downloading https://github.com/pytorch/vision/blob/master/test/assets/videos/RATRACE_wave_f_nm_np1_fr_goo_37.avi?raw=true to ./dataset/1/RATRACE_wave_f_nm_np1_fr_goo_37.avi\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "102.5%" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Downloading https://github.com/pytorch/vision/blob/master/test/assets/videos/SOX5yA1l24A.mp4?raw=true to ./dataset/2/SOX5yA1l24A.mp4\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "100.9%" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Downloading https://github.com/pytorch/vision/blob/master/test/assets/videos/v_SoccerJuggling_g23_c01.avi?raw=true to ./dataset/2/v_SoccerJuggling_g23_c01.avi\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "101.5%" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Downloading https://github.com/pytorch/vision/blob/master/test/assets/videos/v_SoccerJuggling_g24_c01.avi?raw=true to ./dataset/2/v_SoccerJuggling_g24_c01.avi\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "101.3%" ] } ], "source": [ "# download the videos \n", "from torchvision.datasets.utils import download_url\n", "download_url(\"https://github.com/pytorch/vision/blob/master/test/assets/videos/WUzgd7C1pWA.mp4?raw=true\", \"./dataset/1\", \"WUzgd7C1pWA.mp4\")\n", "download_url(\"https://github.com/pytorch/vision/blob/master/test/assets/videos/RATRACE_wave_f_nm_np1_fr_goo_37.avi?raw=true\", \"./dataset/1\", \"RATRACE_wave_f_nm_np1_fr_goo_37.avi\")\n", "download_url(\"https://github.com/pytorch/vision/blob/master/test/assets/videos/SOX5yA1l24A.mp4?raw=true\", \"./dataset/2\", \"SOX5yA1l24A.mp4\")\n", "download_url(\"https://github.com/pytorch/vision/blob/master/test/assets/videos/v_SoccerJuggling_g23_c01.avi?raw=true\", \"./dataset/2\", \"v_SoccerJuggling_g23_c01.avi\")\n", "download_url(\"https://github.com/pytorch/vision/blob/master/test/assets/videos/v_SoccerJuggling_g24_c01.avi?raw=true\", \"./dataset/2\", \"v_SoccerJuggling_g24_c01.avi\")" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "# housekeeping and utilities\n", "import os\n", "import random\n", "\n", "import torch\n", "from torchvision.datasets.folder import make_dataset\n", "from torchvision import transforms as t\n", "\n", "def _find_classes(dir):\n", " classes = [d.name for d in os.scandir(dir) if d.is_dir()]\n", " classes.sort()\n", " class_to_idx = {cls_name: i for i, cls_name in enumerate(classes)}\n", " return classes, class_to_idx\n", "\n", "def get_samples(root, extensions=(\".mp4\", \".avi\")):\n", " _, class_to_idx = _find_classes(root)\n", " return make_dataset(root, class_to_idx, extensions=extensions)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We are going to define the dataset and some basic arguments. We asume the structure of the FolderDataset, and add the following parameters:\n", " \n", "1. frame transform: with this API, we can chose to apply transforms on every frame of the video\n", "2. videotransform: equally, we can also apply transform to a 4D tensor\n", "3. length of the clip: do we want a single or multiple frames?\n", "\n", "Note that we actually add `epoch size` as using `IterableDataset` class allows us to naturally oversample clips or images from each video if needed. " ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "class RandomDataset(torch.utils.data.IterableDataset):\n", " def __init__(self, root, epoch_size=None, frame_transform=None, video_transform=None, clip_len=16):\n", " super(RandomDataset).__init__()\n", " \n", " self.samples = get_samples(root)\n", " \n", " # allow for temporal jittering\n", " if epoch_size is None:\n", " epoch_size = len(self.samples)\n", " self.epoch_size = epoch_size\n", " \n", " self.clip_len = clip_len # length of a clip in frames\n", " self.frame_transform = frame_transform # transform for every frame individually\n", " self.video_transform = video_transform # transform on a video sequence\n", "\n", " def __iter__(self):\n", " for i in range(self.epoch_size):\n", " # get random sample\n", " path, target = random.choice(self.samples)\n", " # get video object\n", " vid = torchvision.io.VideoReader(path, \"video\")\n", " metadata = vid.get_metadata()\n", " video_frames = [] # video frame buffer \n", " # seek and return frames\n", " \n", " max_seek = metadata[\"video\"]['duration'][0] - (self.clip_len / metadata[\"video\"]['fps'][0])\n", " start = random.uniform(0., max_seek)\n", " for frame, current_pts in itertools.islice(vid.seek(start), self.clip_len):\n", " video_frames.append(self.frame_transform(frame))\n", " # stack it into a tensor\n", " video = torch.stack(video_frames, 0)\n", " if self.video_transform:\n", " video = self.video_transform(video)\n", " output = {\n", " 'path': path,\n", " 'video': video,\n", " 'target': target,\n", " 'start': start,\n", " 'end': current_pts}\n", " yield output" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Given a path of videos in a folder structure, i.e:\n", "```\n", "dataset:\n", " -class 1:\n", " file 0\n", " file 1\n", " ...\n", " - class 2:\n", " file 0\n", " file 1\n", " ...\n", " - ...\n", "```\n", "We can generate a dataloader and test the dataset. \n", " " ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "from torchvision import transforms as t\n", "transforms = [t.Resize((112, 112))]\n", "frame_transform = t.Compose(transforms)\n", "\n", "ds = RandomDataset(\"./dataset\", epoch_size=None, frame_transform=frame_transform)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [], "source": [ "from torch.utils.data import DataLoader\n", "loader = DataLoader(ds, batch_size=12)\n", "d = {\"video\":[], 'start':[], 'end':[], 'tensorsize':[]}\n", "for b in loader:\n", " for i in range(len(b['path'])):\n", " d['video'].append(b['path'][i])\n", " d['start'].append(b['start'][i].item())\n", " d['end'].append(b['end'][i].item())\n", " d['tensorsize'].append(b['video'][i].size())" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'video': ['./dataset/1/WUzgd7C1pWA.mp4',\n", " './dataset/1/WUzgd7C1pWA.mp4',\n", " './dataset/2/v_SoccerJuggling_g23_c01.avi',\n", " './dataset/2/v_SoccerJuggling_g23_c01.avi',\n", " './dataset/1/RATRACE_wave_f_nm_np1_fr_goo_37.avi'],\n", " 'start': [8.97932147319667,\n", " 9.421856461438313,\n", " 2.1301381796579437,\n", " 5.514273689529127,\n", " 0.31979853297913124],\n", " 'end': [9.5095, 9.943266999999999, 2.635967, 6.0393669999999995, 0.833333],\n", " 'tensorsize': [torch.Size([16, 3, 112, 112]),\n", " torch.Size([16, 3, 112, 112]),\n", " torch.Size([16, 3, 112, 112]),\n", " torch.Size([16, 3, 112, 112]),\n", " torch.Size([16, 3, 112, 112])]}" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "d" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [], "source": [ "## Cleanup\n", "import os, shutil\n", "os.remove(\"./WUzgd7C1pWA.mp4\")\n", "shutil.rmtree(\"./dataset\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.5" } }, "nbformat": 4, "nbformat_minor": 4 } vision-0.8.2/hubconf.py000066400000000000000000000020241376231312300150250ustar00rootroot00000000000000# Optional list of dependencies required by the package dependencies = ['torch'] # classification from torchvision.models.alexnet import alexnet from torchvision.models.densenet import densenet121, densenet169, densenet201, densenet161 from torchvision.models.inception import inception_v3 from torchvision.models.resnet import resnet18, resnet34, resnet50, resnet101, resnet152,\ resnext50_32x4d, resnext101_32x8d, wide_resnet50_2, wide_resnet101_2 from torchvision.models.squeezenet import squeezenet1_0, squeezenet1_1 from torchvision.models.vgg import vgg11, vgg13, vgg16, vgg19, vgg11_bn, vgg13_bn, vgg16_bn, vgg19_bn from torchvision.models.googlenet import googlenet from torchvision.models.shufflenetv2 import shufflenet_v2_x0_5, shufflenet_v2_x1_0 from torchvision.models.mobilenet import mobilenet_v2 from torchvision.models.mnasnet import mnasnet0_5, mnasnet0_75, mnasnet1_0, \ mnasnet1_3 # segmentation from torchvision.models.segmentation import fcn_resnet50, fcn_resnet101, \ deeplabv3_resnet50, deeplabv3_resnet101 vision-0.8.2/mypy.ini000066400000000000000000000015071376231312300145330ustar00rootroot00000000000000[mypy] files = torchvision show_error_codes = True pretty = True [mypy-torchvision.io._video_opt.*] ignore_errors = True [mypy-torchvision.io.*] ignore_errors = True [mypy-torchvision.models.detection.*] ignore_errors = True [mypy-torchvision.models.densenet.*] ignore_errors = True [mypy-torchvision.models.quantization.*] ignore_errors = True [mypy-torchvision.ops.*] ignore_errors = True [mypy-torchvision.transforms.*] ignore_errors = True [mypy-PIL.*] ignore_missing_imports = True [mypy-numpy.*] ignore_missing_imports = True [mypy-scipy.*] ignore_missing_imports = True [mypy-pycocotools.*] ignore_missing_imports = True [mypy-lmdb.*] ignore_missing_imports = True [mypy-pandas.*] ignore_missing_imports = True [mypy-accimage.*] ignore_missing_imports = True [mypy-av.*] ignore_missing_imports = True vision-0.8.2/packaging/000077500000000000000000000000001376231312300147555ustar00rootroot00000000000000vision-0.8.2/packaging/README.md000066400000000000000000000032671376231312300162440ustar00rootroot00000000000000# Building torchvision packages for release ## Anaconda packages ### Linux ```bash nvidia-docker run -it --ipc=host --rm -v $(pwd):/remote soumith/conda-cuda bash pushd remote/conda ./build_vision.sh 9.0 ./build_vision.sh 10.0 ./build_vision.sh cpu # copy packages over to /remote # exit docker # anaconda upload -u pytorch torchvision*.bz2 ``` ### OSX ```bash # create a fresh anaconda environment / install and activate it conda install -y conda-build anaconda-client ./build_vision.sh cpu # copy packages over to /remote # exit docker # anaconda upload -u pytorch torchvision*.bz2 ``` ### Windows ```bash # Open `Git Bash` and change dir to `conda` ./build_vision.sh 9.0 ./build_vision.sh 10.0 ./build_vision.sh cpu # copy packages to a output directory # anaconda upload -u pytorch torchvision*.bz2 ``` ## Wheels ### Linux pushd wheel ```bash nvidia-docker run -it --ipc=host --rm -v $(pwd):/remote soumith/manylinux-cuda90:latest bash cd remote ./linux_manywheel.sh cu90 rm -rf /usr/local/cuda* ./linux_manywheel.sh cpu ``` ```bash nvidia-docker run -it --ipc=host --rm -v $(pwd):/remote soumith/manylinux-cuda100:latest bash cd remote ./linux_manywheel.sh cu100 ``` wheels are in the folders `cpu`, `cu90`, `cu100`. You can upload the `cu90` wheels to twine with `twine upload *.whl`. Which wheels we upload depends on which wheels PyTorch uploads as default, and right now, it's `cu90`. ### OSX ```bash pushd wheel ./osx_wheel.sh ``` ### Windows ```cmd set PYTORCH_REPO=pytorch pushd windows call build_vision.bat 90 0.3.0 1 call build_vision.bat 100 0.3.0 1 call build_vision.bat cpu 0.3.0 1 ``` wheels are in the current folder. You can upload them to twine with `twine upload *.whl` vision-0.8.2/packaging/build_cmake.sh000077500000000000000000000052371376231312300175620ustar00rootroot00000000000000#!/bin/bash set -ex if [[ "$(uname)" != Darwin && "$OSTYPE" != "msys" ]]; then eval "$(./conda/bin/conda shell.bash hook)" conda activate ./env fi script_dir="$( cd "$( dirname "${BASH_SOURCE[0]}" )" >/dev/null 2>&1 && pwd )" . "$script_dir/pkg_helpers.bash" export BUILD_TYPE=conda setup_env 0.8.0 export SOURCE_ROOT_DIR="$PWD" setup_conda_pytorch_constraint setup_conda_cudatoolkit_plain_constraint if [[ "$OSTYPE" == "msys" ]]; then conda install -yq conda-build cmake pillow future pip install dataclasses fi setup_visual_studio_constraint setup_junit_results_folder conda install -yq pytorch=$PYTORCH_VERSION $CONDA_CUDATOOLKIT_CONSTRAINT $CONDA_CPUONLY_FEATURE -c "pytorch-${UPLOAD_CHANNEL}" TORCH_PATH=$(dirname $(python -c "import torch; print(torch.__file__)")) if [[ "$(uname)" == Darwin || "$OSTYPE" == "msys" ]]; then conda install -yq libpng jpeg else yum install -y libpng-devel libjpeg-turbo-devel fi mkdir cpp_build pushd cpp_build # Generate libtorchvision files cmake .. -DTorch_DIR=$TORCH_PATH/share/cmake/Torch -DWITH_CUDA=$CMAKE_USE_CUDA # Compile and install libtorchvision if [[ "$OSTYPE" == "msys" ]]; then "$script_dir/windows/internal/vc_env_helper.bat" "$script_dir/windows/internal/build_cmake.bat" CONDA_PATH=$(dirname $(which python)) cp -r "C:/Program Files (x86)/torchvision/include/torchvision" $CONDA_PATH/include else make make install if [[ "$(uname)" == Darwin ]]; then CONDA_PATH=$(dirname $(dirname $(which python))) cp -r /usr/local/include/torchvision $CONDA_PATH/include/ export C_INCLUDE_PATH=/usr/local/include export CPLUS_INCLUDE_PATH=/usr/local/include fi fi popd # Install torchvision locally python setup.py develop # Trace, compile and run project that uses Faster-RCNN pushd test/tracing/frcnn mkdir build # Trace model python trace_model.py cp fasterrcnn_resnet50_fpn.pt build cd build cmake .. -DTorch_DIR=$TORCH_PATH/share/cmake/Torch -DWITH_CUDA=$CMAKE_USE_CUDA if [[ "$OSTYPE" == "msys" ]]; then "$script_dir/windows/internal/vc_env_helper.bat" "$script_dir/windows/internal/build_frcnn.bat" mv fasterrcnn_resnet50_fpn.pt Release cd Release export PATH=$(cygpath "C:/Program Files (x86)/torchvision/bin"):$(cygpath $TORCH_PATH)/lib:$PATH else make fi # Run traced program ./test_frcnn_tracing # Compile and run the CPP example popd cd examples/cpp/hello_world mkdir build cd build cmake .. -DTorch_DIR=$TORCH_PATH/share/cmake/Torch if [[ "$OSTYPE" == "msys" ]]; then "$script_dir/windows/internal/vc_env_helper.bat" "$script_dir/windows/internal/build_cpp_example.bat" cd Release else make fi # Run CPP example ./hello-world vision-0.8.2/packaging/build_conda.sh000077500000000000000000000007121376231312300175570ustar00rootroot00000000000000#!/bin/bash set -ex script_dir="$( cd "$( dirname "${BASH_SOURCE[0]}" )" >/dev/null 2>&1 && pwd )" . "$script_dir/pkg_helpers.bash" export BUILD_TYPE=conda setup_env 0.8.0 export SOURCE_ROOT_DIR="$PWD" setup_conda_pytorch_constraint setup_conda_cudatoolkit_constraint setup_visual_studio_constraint setup_junit_results_folder conda build $CONDA_CHANNEL_FLAGS -c defaults -c conda-forge --no-anaconda-upload --python "$PYTHON_VERSION" packaging/torchvision vision-0.8.2/packaging/build_wheel.sh000077500000000000000000000033731376231312300176050ustar00rootroot00000000000000#!/bin/bash set -ex script_dir="$( cd "$( dirname "${BASH_SOURCE[0]}" )" >/dev/null 2>&1 && pwd )" . "$script_dir/pkg_helpers.bash" export BUILD_TYPE=wheel setup_env 0.8.0 setup_wheel_python pip_install numpy pyyaml future ninja setup_pip_pytorch_version python setup.py clean # Copy binaries to be included in the wheel distribution if [[ "$(uname)" == Darwin || "$OSTYPE" == "msys" ]]; then python_exec="$(which python)" bin_path=$(dirname $python_exec) env_path=$(dirname $bin_path) if [[ "$(uname)" == Darwin ]]; then # Install delocate to relocate the required binaries pip_install delocate else cp "$bin_path/Library/bin/libpng16.dll" torchvision cp "$bin_path/Library/bin/libjpeg.dll" torchvision fi else # Install auditwheel to get some inspection utilities pip_install auditwheel # Point to custom libraries export LD_LIBRARY_PATH=$(pwd)/ext_libraries/lib:$LD_LIBRARY_PATH export TORCHVISION_INCLUDE=$(pwd)/ext_libraries/include export TORCHVISION_LIBRARY=$(pwd)/ext_libraries/lib fi if [[ "$OSTYPE" == "msys" ]]; then IS_WHEEL=1 "$script_dir/windows/internal/vc_env_helper.bat" python setup.py bdist_wheel else IS_WHEEL=1 python setup.py bdist_wheel fi if [[ "$(uname)" == Darwin ]]; then pushd dist/ python_exec="$(which python)" bin_path=$(dirname $python_exec) env_path=$(dirname $bin_path) for whl in *.whl; do DYLD_LIBRARY_PATH="$env_path/lib/:$DYLD_LIBRARY_PATH" delocate-wheel -v $whl done else if [[ "$OSTYPE" == "msys" ]]; then "$script_dir/windows/internal/vc_env_helper.bat" python $script_dir/wheel/relocate.py else LD_LIBRARY_PATH="/usr/local/lib:$LD_LIBRARY_PATH" python $script_dir/wheel/relocate.py fi fi vision-0.8.2/packaging/conda/000077500000000000000000000000001376231312300160415ustar00rootroot00000000000000vision-0.8.2/packaging/conda/build_vision.sh000077500000000000000000000204121376231312300210650ustar00rootroot00000000000000#!/usr/bin/env bash if [[ -x "/remote/anaconda_token" ]]; then . /remote/anaconda_token || true fi set -ex if [[ "$CIRCLECI" == 'true' ]]; then export PATH="/usr/local/bin:/usr/local/sbin:/usr/bin:/usr/sbin:/bin:/sbin:.:$PATH" fi # Function to retry functions that sometimes timeout or have flaky failures retry () { $* || (sleep 1 && $*) || (sleep 2 && $*) || (sleep 4 && $*) || (sleep 8 && $*) } # Parse arguments and determmine version ########################################################### if [[ -n "$DESIRED_CUDA" && -n "$TORCHVISION_BUILD_VERSION" && -n "$TORCHVISION_BUILD_NUMBER" ]]; then desired_cuda="$DESIRED_CUDA" build_version="$PYTORCH_BUILD_VERSION" build_number="$PYTORCH_BUILD_NUMBER" else if [ "$#" -ne 3 ]; then echo "Illegal number of parameters. Pass cuda version, pytorch version, build number" echo "CUDA version should be Mm with no dot, e.g. '80'" echo "DESIRED_PYTHON should be M.m, e.g. '2.7'" exit 1 fi desired_cuda="$1" build_version="$2" build_number="$3" fi if [[ "$desired_cuda" != cpu ]]; then desired_cuda="$(echo $desired_cuda | tr -d cuda. )" fi echo "Building cuda version $desired_cuda and torchvision version: $build_version build_number: $build_number" if [[ "$desired_cuda" == 'cpu' ]]; then cpu_only=1 cuver="cpu" else # Switch desired_cuda to be M.m to be consistent with other scripts in # pytorch/builder export FORCE_CUDA=1 cuda_nodot="$desired_cuda" if [[ ${#cuda_nodot} -eq 2 ]]; then desired_cuda="${desired_cuda:0:1}.${desired_cuda:1:1}" elif [[ ${#cuda_nodot} -eq 3 ]]; then desired_cuda="${desired_cuda:0:2}.${desired_cuda:2:1}" else echo "unknown cuda version $cuda_nodot" exit 1 fi cuver="cu$cuda_nodot" fi export TORCHVISION_BUILD_VERSION=$build_version export TORCHVISION_BUILD_NUMBER=$build_number if [[ -z "$DESIRED_PYTHON" ]]; then DESIRED_PYTHON=('3.5' '3.6' '3.7') fi SOURCE_DIR="$( cd "$( dirname "${BASH_SOURCE[0]}" )" >/dev/null && pwd )" if [[ -z "$WIN_PACKAGE_WORK_DIR" ]]; then WIN_PACKAGE_WORK_DIR="$(echo $(pwd -W) | tr '/' '\\')\\tmp_conda_$(date +%H%M%S)" fi mkdir -p "$WIN_PACKAGE_WORK_DIR" || true vision_rootdir="$(realpath ${WIN_PACKAGE_WORK_DIR})/torchvision-src" git config --system core.longpaths true if [[ ! -d "$vision_rootdir" ]]; then rm -rf "$vision_rootdir" git clone "https://github.com/pytorch/vision" "$vision_rootdir" pushd "$vision_rootdir" git checkout $PYTORCH_BRANCH popd fi cd "$SOURCE_DIR" export tmp_conda="${WIN_PACKAGE_WORK_DIR}\\conda" export miniconda_exe="${WIN_PACKAGE_WORK_DIR}\\miniconda.exe" rm -rf "$tmp_conda" rm -f "$miniconda_exe" curl -sSk https://repo.anaconda.com/miniconda/Miniconda3-latest-Windows-x86_64.exe -o "$miniconda_exe" "$SOURCE_DIR/install_conda.bat" && rm "$miniconda_exe" pushd $tmp_conda export PATH="$(pwd):$(pwd)/Library/usr/bin:$(pwd)/Library/bin:$(pwd)/Scripts:$(pwd)/bin:$PATH" popd retry conda install -yq conda-build ANACONDA_USER=pytorch-nightly conda config --set anaconda_upload no export TORCHVISION_PACKAGE_SUFFIX="" if [[ "$desired_cuda" == 'cpu' ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="" export CONDA_CPUONLY_FEATURE="- cpuonly # [not osx]" export CUDA_VERSION="None" else export CONDA_CPUONLY_FEATURE="" . ./switch_cuda_version.sh $desired_cuda if [[ "$desired_cuda" == "10.2" ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=10.2,<10.3 # [not osx]" elif [[ "$desired_cuda" == "10.1" ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=10.1,<10.2 # [not osx]" elif [[ "$desired_cuda" == "10.0" ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=10.0,<10.1 # [not osx]" elif [[ "$desired_cuda" == "9.2" ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=9.2,<9.3 # [not osx]" elif [[ "$desired_cuda" == "9.0" ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=9.0,<9.1 # [not osx]" elif [[ "$desired_cuda" == "8.0" ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=8.0,<8.1 # [not osx]" else echo "unhandled desired_cuda: $desired_cuda" exit 1 fi fi if [[ -z "$PYTORCH_VERSION" ]]; then export CONDA_CHANNEL_FLAGS="-c pytorch-nightly -c pytorch" export PYTORCH_VERSION="$(conda search --json 'pytorch[channel=pytorch-nightly]' | \ python -c "import os, sys, json, re; cuver = '$cuver'; \ cuver = cuver.replace('cu', 'cuda') if cuver != 'cpu' else cuver; \ print(re.sub(r'\\+.*$', '', \ [x['version'] for x in json.load(sys.stdin)['pytorch'] \ if (x['platform'] == 'darwin' or cuver in x['fn']) \ and 'py' + os.environ['DESIRED_PYTHON'] in x['fn']][-1]))")" if [[ -z "$PYTORCH_VERSION" ]]; then echo "PyTorch version auto detection failed" echo "No package found for desired_cuda=$desired_cuda and DESIRED_PYTHON=$DESIRED_PYTHON" exit 1 fi else export CONDA_CHANNEL_FLAGS="-c pytorch -c pytorch-nightly" fi if [[ "$desired_cuda" == 'cpu' ]]; then export CONDA_PYTORCH_BUILD_CONSTRAINT="- pytorch==$PYTORCH_VERSION" export CONDA_PYTORCH_CONSTRAINT="- pytorch==$PYTORCH_VERSION" else export CONDA_PYTORCH_BUILD_CONSTRAINT="- pytorch==${PYTORCH_VERSION}" export CONDA_PYTORCH_CONSTRAINT="- pytorch==${PYTORCH_VERSION}" fi # Loop through all Python versions to build a package for each for py_ver in "${DESIRED_PYTHON[@]}"; do build_string="py${py_ver}_${build_string_suffix}" folder_tag="${build_string}_$(date +'%Y%m%d')" # Create the conda package into this temporary folder. This is so we can find # the package afterwards, as there's no easy way to extract the final filename # from conda-build output_folder="out_$folder_tag" rm -rf "$output_folder" mkdir "$output_folder" if [[ "$py_ver" == 3.5 ]]; then export CONDA_TYPING_CONSTRAINT="- typing" else export CONDA_TYPING_CONSTRAINT="" fi export VSTOOLCHAIN_PACKAGE=vs2017 # We need to build the compiler activation scripts first on Windows time VSDEVCMD_ARGS=${VSDEVCMD_ARGS[@]} \ conda build -c "$ANACONDA_USER" \ --no-anaconda-upload \ --output-folder "$output_folder" \ ../$VSTOOLCHAIN_PACKAGE cp ../$VSTOOLCHAIN_PACKAGE/conda_build_config.yaml ../torchvision/conda_build_config.yaml conda config --set anaconda_upload no echo "Calling conda-build at $(date)" if [[ "$desired_cuda" == "9.2" ]]; then time CMAKE_ARGS=${CMAKE_ARGS[@]} \ BUILD_VERSION="$TORCHVISION_BUILD_VERSION" \ CU_VERSION="$cuver" \ SOURCE_ROOT_DIR="$vision_rootdir" \ conda build -c "$ANACONDA_USER" \ -c defaults \ -c conda-forge \ -c "numba/label/dev" \ --no-anaconda-upload \ --python "$py_ver" \ --output-folder "$output_folder" \ --no-verify \ --no-test \ ../torchvision else time CMAKE_ARGS=${CMAKE_ARGS[@]} \ BUILD_VERSION="$TORCHVISION_BUILD_VERSION" \ CU_VERSION="$cuver" \ SOURCE_ROOT_DIR="$vision_rootdir" \ conda build -c "$ANACONDA_USER" \ -c defaults \ -c conda-forge \ --no-anaconda-upload \ --python "$py_ver" \ --output-folder "$output_folder" \ --no-verify \ --no-test \ ../torchvision fi echo "Finished conda-build at $(date)" # Extract the package for testing ls -lah "$output_folder" built_package="$(find $output_folder/ -name '*torchvision*.tar.bz2')" # Copy the built package to the host machine for persistence before testing if [[ -n "$PYTORCH_FINAL_PACKAGE_DIR" ]]; then mkdir -p "$PYTORCH_FINAL_PACKAGE_DIR" || true cp "$built_package" "$PYTORCH_FINAL_PACKAGE_DIR/" fi done set +e vision-0.8.2/packaging/conda/install_conda.bat000066400000000000000000000001531376231312300213420ustar00rootroot00000000000000start /wait "" "%miniconda_exe%" /S /InstallationType=JustMe /RegisterPython=0 /AddToPath=0 /D=%tmp_conda% vision-0.8.2/packaging/conda/switch_cuda_version.sh000077500000000000000000000016301376231312300224420ustar00rootroot00000000000000if [[ "$OSTYPE" == "msys" ]]; then CUDA_DIR="/c/Program Files/NVIDIA GPU Computing Toolkit/CUDA/v$1" else CUDA_DIR="/usr/local/cuda-$1" fi if ! ls "$CUDA_DIR" then echo "folder $CUDA_DIR not found to switch" fi echo "Switching symlink to $CUDA_DIR" mkdir -p /usr/local rm -fr /usr/local/cuda ln -s "$CUDA_DIR" /usr/local/cuda if [[ "$OSTYPE" == "msys" ]]; then export CUDA_VERSION=`ls /usr/local/cuda/bin/cudart64*.dll | head -1 | tr '._' ' ' | cut -d ' ' -f2` export CUDNN_VERSION=`ls /usr/local/cuda/bin/cudnn64*.dll | head -1 | tr '._' ' ' | cut -d ' ' -f2` else export CUDA_VERSION=$(ls /usr/local/cuda/lib64/libcudart.so.*|sort|tac | head -1 | rev | cut -d"." -f -3 | rev) export CUDNN_VERSION=$(ls /usr/local/cuda/lib64/libcudnn.so.*|sort|tac | head -1 | rev | cut -d"." -f -3 | rev) fi ls -alh /usr/local/cuda echo "CUDA_VERSION=$CUDA_VERSION" echo "CUDNN_VERSION=$CUDNN_VERSION" vision-0.8.2/packaging/pkg_helpers.bash000066400000000000000000000344621376231312300201300ustar00rootroot00000000000000# A set of useful bash functions for common functionality we need to do in # many build scripts # Setup CUDA environment variables, based on CU_VERSION # # Inputs: # CU_VERSION (cpu, cu92, cu100) # NO_CUDA_PACKAGE (bool) # BUILD_TYPE (conda, wheel) # # Outputs: # VERSION_SUFFIX (e.g., "") # PYTORCH_VERSION_SUFFIX (e.g., +cpu) # WHEEL_DIR (e.g., cu100/) # CUDA_HOME (e.g., /usr/local/cuda-9.2, respected by torch.utils.cpp_extension) # FORCE_CUDA (respected by torchvision setup.py) # NVCC_FLAGS (respected by torchvision setup.py) # # Precondition: CUDA versions are installed in their conventional locations in # /usr/local/cuda-* # # NOTE: Why VERSION_SUFFIX versus PYTORCH_VERSION_SUFFIX? If you're building # a package with CUDA on a platform we support CUDA on, VERSION_SUFFIX == # PYTORCH_VERSION_SUFFIX and everyone is happy. However, if you are building a # package with only CPU bits (e.g., torchaudio), then VERSION_SUFFIX is always # empty, but PYTORCH_VERSION_SUFFIX is +cpu (because that's how you get a CPU # version of a Python package. But that doesn't apply if you're on OS X, # since the default CU_VERSION on OS X is cpu. setup_cuda() { # First, compute version suffixes. By default, assume no version suffixes export VERSION_SUFFIX="" export PYTORCH_VERSION_SUFFIX="" export WHEEL_DIR="" # Wheel builds need suffixes (but not if they're on OS X, which never has suffix) if [[ "$BUILD_TYPE" == "wheel" ]] && [[ "$(uname)" != Darwin ]]; then # The default CUDA has no suffix if [[ "$CU_VERSION" != "cu102" ]]; then export PYTORCH_VERSION_SUFFIX="+$CU_VERSION" fi # Match the suffix scheme of pytorch, unless this package does not have # CUDA builds (in which case, use default) if [[ -z "$NO_CUDA_PACKAGE" ]]; then export VERSION_SUFFIX="$PYTORCH_VERSION_SUFFIX" export WHEEL_DIR="$CU_VERSION/" fi fi # Now work out the CUDA settings case "$CU_VERSION" in cu110) if [[ "$OSTYPE" == "msys" ]]; then export CUDA_HOME="C:\\Program Files\\NVIDIA GPU Computing Toolkit\\CUDA\\v11.0" else export CUDA_HOME=/usr/local/cuda-11.0/ fi export FORCE_CUDA=1 # Hard-coding gencode flags is temporary situation until # https://github.com/pytorch/pytorch/pull/23408 lands export NVCC_FLAGS="-gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_75,code=sm_75 -gencode=arch=compute_80,code=sm_80 -gencode=arch=compute_50,code=compute_50" ;; cu102) if [[ "$OSTYPE" == "msys" ]]; then export CUDA_HOME="C:\\Program Files\\NVIDIA GPU Computing Toolkit\\CUDA\\v10.2" else export CUDA_HOME=/usr/local/cuda-10.2/ fi export FORCE_CUDA=1 # Hard-coding gencode flags is temporary situation until # https://github.com/pytorch/pytorch/pull/23408 lands export NVCC_FLAGS="-gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_75,code=sm_75 -gencode=arch=compute_50,code=compute_50" ;; cu101) if [[ "$OSTYPE" == "msys" ]]; then export CUDA_HOME="C:\\Program Files\\NVIDIA GPU Computing Toolkit\\CUDA\\v10.1" else export CUDA_HOME=/usr/local/cuda-10.1/ fi export FORCE_CUDA=1 # Hard-coding gencode flags is temporary situation until # https://github.com/pytorch/pytorch/pull/23408 lands export NVCC_FLAGS="-gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_75,code=sm_75 -gencode=arch=compute_50,code=compute_50" ;; cu100) if [[ "$OSTYPE" == "msys" ]]; then export CUDA_HOME="C:\\Program Files\\NVIDIA GPU Computing Toolkit\\CUDA\\v10.0" else export CUDA_HOME=/usr/local/cuda-10.0/ fi export FORCE_CUDA=1 # Hard-coding gencode flags is temporary situation until # https://github.com/pytorch/pytorch/pull/23408 lands export NVCC_FLAGS="-gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_75,code=sm_75 -gencode=arch=compute_50,code=compute_50" ;; cu92) if [[ "$OSTYPE" == "msys" ]]; then export CUDA_HOME="C:\\Program Files\\NVIDIA GPU Computing Toolkit\\CUDA\\v9.2" else export CUDA_HOME=/usr/local/cuda-9.2/ fi export FORCE_CUDA=1 export NVCC_FLAGS="-gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_50,code=compute_50" ;; cpu) ;; *) echo "Unrecognized CU_VERSION=$CU_VERSION" exit 1 ;; esac } # Populate build version if necessary, and add version suffix # # Inputs: # BUILD_VERSION (e.g., 0.2.0 or empty) # VERSION_SUFFIX (e.g., +cpu) # # Outputs: # BUILD_VERSION (e.g., 0.2.0.dev20190807+cpu) # # Fill BUILD_VERSION if it doesn't exist already with a nightly string # Usage: setup_build_version 0.2.0 setup_build_version() { if [[ -z "$BUILD_VERSION" ]]; then export BUILD_VERSION="$1.dev$(date "+%Y%m%d")$VERSION_SUFFIX" else export BUILD_VERSION="$BUILD_VERSION$VERSION_SUFFIX" fi # Set build version based on tag if on tag if [[ -n "${CIRCLE_TAG}" ]]; then # Strip tag export BUILD_VERSION="$(echo "${CIRCLE_TAG}" | sed -e 's/^v//' -e 's/-.*$//')${VERSION_SUFFIX}" fi } # Set some useful variables for OS X, if applicable setup_macos() { if [[ "$(uname)" == Darwin ]]; then export MACOSX_DEPLOYMENT_TARGET=10.9 CC=clang CXX=clang++ fi } # set variable to determine whether the typing library needs to be built in setup_typing() { if [[ "$PYTHON_VERSION" == 3.5 ]]; then export CONDA_TYPING_CONSTRAINT="- typing" else export CONDA_TYPING_CONSTRAINT="" fi } # Top-level entry point for things every package will need to do # # Usage: setup_env 0.2.0 setup_env() { setup_cuda setup_build_version "$1" setup_macos setup_typing } # Function to retry functions that sometimes timeout or have flaky failures retry () { $* || (sleep 1 && $*) || (sleep 2 && $*) || (sleep 4 && $*) || (sleep 8 && $*) } # Inputs: # PYTHON_VERSION (2.7, 3.5, 3.6, 3.7) # UNICODE_ABI (bool) # # Outputs: # PATH modified to put correct Python version in PATH # # Precondition: If Linux, you are in a soumith/manylinux-cuda* Docker image setup_wheel_python() { if [[ "$(uname)" == Darwin || "$OSTYPE" == "msys" ]]; then eval "$(conda shell.bash hook)" conda env remove -n "env$PYTHON_VERSION" || true if [[ "$PYTHON_VERSION" == 3.9 ]]; then export CONDA_CHANNEL_FLAGS="${CONDA_CHANNEL_FLAGS} -c=conda-forge" fi conda create ${CONDA_CHANNEL_FLAGS} -yn "env$PYTHON_VERSION" python="$PYTHON_VERSION" conda activate "env$PYTHON_VERSION" # Install libpng from Anaconda (defaults) conda install ${CONDA_CHANNEL_FLAGS} -c conda-forge libpng "jpeg<=9b" -y else # Install native CentOS libJPEG, LAME, freetype and GnuTLS yum install -y libjpeg-turbo-devel lame freetype gnutls case "$PYTHON_VERSION" in 2.7) if [[ -n "$UNICODE_ABI" ]]; then python_abi=cp27-cp27mu else python_abi=cp27-cp27m fi ;; 3.5) python_abi=cp35-cp35m ;; 3.6) python_abi=cp36-cp36m ;; 3.7) python_abi=cp37-cp37m ;; 3.8) python_abi=cp38-cp38 ;; 3.9) python_abi=cp39-cp39 ;; *) echo "Unrecognized PYTHON_VERSION=$PYTHON_VERSION" exit 1 ;; esac # Download all the dependencies required to compile image and video_reader # extensions mkdir -p ext_libraries pushd ext_libraries popd export PATH="/opt/python/$python_abi/bin:$(pwd)/ext_libraries/bin:$PATH" fi } # Install with pip a bit more robustly than the default pip_install() { retry pip install --progress-bar off "$@" } # Install torch with pip, respecting PYTORCH_VERSION, and record the installed # version into PYTORCH_VERSION, if applicable setup_pip_pytorch_version() { if [[ -z "$PYTORCH_VERSION" ]]; then # Install latest prerelease version of torch, per our nightlies, consistent # with the requested cuda version pip_install --pre torch -f "https://download.pytorch.org/whl/nightly/${WHEEL_DIR}torch_nightly.html" if [[ "$CUDA_VERSION" == "cpu" ]]; then # CUDA and CPU are ABI compatible on the CPU-only parts, so strip # in this case export PYTORCH_VERSION="$(pip show torch | grep ^Version: | sed 's/Version: *//' | sed 's/+.\+//')" else export PYTORCH_VERSION="$(pip show torch | grep ^Version: | sed 's/Version: *//')" fi else pip_install "torch==$PYTORCH_VERSION$PYTORCH_VERSION_SUFFIX" \ -f "https://download.pytorch.org/whl/${CU_VERSION}/torch_stable.html" \ -f "https://download.pytorch.org/whl/${UPLOAD_CHANNEL}/${CU_VERSION}/torch_${UPLOAD_CHANNEL}.html" fi } # Fill PYTORCH_VERSION with the latest conda nightly version, and # CONDA_CHANNEL_FLAGS with appropriate flags to retrieve these versions # # You MUST have populated PYTORCH_VERSION_SUFFIX before hand. setup_conda_pytorch_constraint() { if [[ -z "$PYTORCH_VERSION" ]]; then export CONDA_CHANNEL_FLAGS="-c pytorch-nightly -c pytorch" export PYTORCH_VERSION="$(conda search --json 'pytorch[channel=pytorch-nightly]' | \ python -c "import os, sys, json, re; cuver = os.environ.get('CU_VERSION'); \ cuver_1 = cuver.replace('cu', 'cuda') if cuver != 'cpu' else cuver; \ cuver_2 = (cuver[:-1] + '.' + cuver[-1]).replace('cu', 'cuda') if cuver != 'cpu' else cuver; \ print(re.sub(r'\\+.*$', '', \ [x['version'] for x in json.load(sys.stdin)['pytorch'] \ if (x['platform'] == 'darwin' or cuver_1 in x['fn'] or cuver_2 in x['fn']) \ and 'py' + os.environ['PYTHON_VERSION'] in x['fn']][-1]))")" if [[ -z "$PYTORCH_VERSION" ]]; then echo "PyTorch version auto detection failed" echo "No package found for CU_VERSION=$CU_VERSION and PYTHON_VERSION=$PYTHON_VERSION" exit 1 fi else export CONDA_CHANNEL_FLAGS="-c pytorch -c pytorch-${UPLOAD_CHANNEL}" fi if [[ "$CU_VERSION" == cpu ]]; then export CONDA_PYTORCH_BUILD_CONSTRAINT="- pytorch==$PYTORCH_VERSION${PYTORCH_VERSION_SUFFIX}" export CONDA_PYTORCH_CONSTRAINT="- pytorch==$PYTORCH_VERSION" else export CONDA_PYTORCH_BUILD_CONSTRAINT="- pytorch==${PYTORCH_VERSION}${PYTORCH_VERSION_SUFFIX}" export CONDA_PYTORCH_CONSTRAINT="- pytorch==${PYTORCH_VERSION}${PYTORCH_VERSION_SUFFIX}" fi if [[ "$OSTYPE" == msys && "$CU_VERSION" == cu92 ]]; then export CONDA_CHANNEL_FLAGS="${CONDA_CHANNEL_FLAGS} -c defaults -c numba/label/dev" fi if [[ "$PYTHON_VERSION" == 3.9 ]]; then export CONDA_CHANNEL_FLAGS="${CONDA_CHANNEL_FLAGS} -c=conda-forge" fi } # Translate CUDA_VERSION into CUDA_CUDATOOLKIT_CONSTRAINT setup_conda_cudatoolkit_constraint() { export CONDA_CPUONLY_FEATURE="" if [[ "$(uname)" == Darwin ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="" else case "$CU_VERSION" in cu110) export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=11.0,<11.1 # [not osx]" ;; cu102) export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=10.2,<10.3 # [not osx]" ;; cu101) export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=10.1,<10.2 # [not osx]" ;; cu100) export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=10.0,<10.1 # [not osx]" ;; cu92) export CONDA_CUDATOOLKIT_CONSTRAINT="- cudatoolkit >=9.2,<9.3 # [not osx]" ;; cpu) export CONDA_CUDATOOLKIT_CONSTRAINT="" export CONDA_CPUONLY_FEATURE="- cpuonly" ;; *) echo "Unrecognized CU_VERSION=$CU_VERSION" exit 1 ;; esac fi } setup_conda_cudatoolkit_plain_constraint() { export CONDA_CPUONLY_FEATURE="" export CMAKE_USE_CUDA=1 if [[ "$(uname)" == Darwin ]]; then export CONDA_CUDATOOLKIT_CONSTRAINT="" export CMAKE_USE_CUDA=0 else case "$CU_VERSION" in cu102) export CONDA_CUDATOOLKIT_CONSTRAINT="cudatoolkit=10.2" ;; cu101) export CONDA_CUDATOOLKIT_CONSTRAINT="cudatoolkit=10.1" ;; cu100) export CONDA_CUDATOOLKIT_CONSTRAINT="cudatoolkit=10.0" ;; cu92) export CONDA_CUDATOOLKIT_CONSTRAINT="cudatoolkit=9.2" ;; cpu) export CONDA_CUDATOOLKIT_CONSTRAINT="" export CONDA_CPUONLY_FEATURE="cpuonly" export CMAKE_USE_CUDA=0 ;; *) echo "Unrecognized CU_VERSION=$CU_VERSION" exit 1 ;; esac fi } # Build the proper compiler package before building the final package setup_visual_studio_constraint() { if [[ "$OSTYPE" == "msys" ]]; then export VSTOOLCHAIN_PACKAGE=vs$VC_YEAR conda build $CONDA_CHANNEL_FLAGS --no-anaconda-upload packaging/$VSTOOLCHAIN_PACKAGE cp packaging/$VSTOOLCHAIN_PACKAGE/conda_build_config.yaml packaging/torchvision/conda_build_config.yaml fi } setup_junit_results_folder() { if [[ "$CI" == "true" ]]; then export CONDA_PYTORCH_BUILD_RESULTS_DIRECTORY="${SOURCE_ROOT_DIR}/build_results/results.xml" fi } download_copy_ffmpeg() { if [[ "$OSTYPE" == "msys" ]]; then # conda install -yq ffmpeg=4.2 -c pytorch # curl -L -q https://anaconda.org/pytorch/ffmpeg/4.3/download/win-64/ffmpeg-4.3-ha925a31_0.tar.bz2 --output ffmpeg-4.3-ha925a31_0.tar.bz2 # bzip2 --decompress --stdout ffmpeg-4.3-ha925a31_0.tar.bz2 | tar -x --file=- # cp Library/bin/*.dll ../torchvision echo "FFmpeg is disabled currently on Windows" else if [[ "$(uname)" == Darwin ]]; then conda install -yq ffmpeg=4.2 -c pytorch conda install -yq wget else # pushd ext_libraries # wget -q https://anaconda.org/pytorch/ffmpeg/4.2/download/linux-64/ffmpeg-4.2-hf484d3e_0.tar.bz2 # tar -xjvf ffmpeg-4.2-hf484d3e_0.tar.bz2 # rm -rf ffmpeg-4.2-hf484d3e_0.tar.bz2 # ldconfig # which ffmpeg # popd echo "FFmpeg is disabled currently on Linux" fi fi } vision-0.8.2/packaging/torchvision/000077500000000000000000000000001376231312300173245ustar00rootroot00000000000000vision-0.8.2/packaging/torchvision/conda_build_config.yaml000066400000000000000000000014541376231312300240040ustar00rootroot00000000000000channel_sources: - pytorch-nightly,pytorch,defaults blas_impl: - mkl # [x86_64] c_compiler: - vs2017 # [win] cxx_compiler: - vs2017 # [win] python: - 3.5 - 3.6 # This differs from target_platform in that it determines what subdir the compiler # will target, not what subdir the compiler package will be itself. # For example, we need a win-64 vs2008_win-32 package, so that we compile win-32 # code on win-64 miniconda. cross_compiler_target_platform: - win-64 # [win] target_platform: - win-64 # [win] vc: - 14 zip_keys: - # [win] - vc # [win] - c_compiler # [win] - cxx_compiler # [win] vision-0.8.2/packaging/torchvision/meta.yaml000066400000000000000000000024501376231312300211370ustar00rootroot00000000000000package: name: torchvision version: "{{ environ.get('BUILD_VERSION') }}" source: path: "{{ environ.get('SOURCE_ROOT_DIR') }}" requirements: build: - {{ compiler('c') }} # [win] - libpng - jpeg <=9b host: - python - setuptools {{ environ.get('CONDA_PYTORCH_BUILD_CONSTRAINT') }} {{ environ.get('CONDA_CUDATOOLKIT_CONSTRAINT') }} {{ environ.get('CONDA_CPUONLY_FEATURE') }} run: - python - libpng - jpeg <=9b - pillow >=4.1.1 - numpy >=1.11 {{ environ.get('CONDA_PYTORCH_CONSTRAINT') }} {{ environ.get('CONDA_CUDATOOLKIT_CONSTRAINT') }} build: string: py{{py}}_{{ environ['CU_VERSION'] }} script: python setup.py install --single-version-externally-managed --record=record.txt script_env: - CUDA_HOME - FORCE_CUDA - NVCC_FLAGS - BUILD_VERSION features: {{ environ.get('CONDA_CPUONLY_FEATURE') }} test: imports: - torchvision - torchvision.datasets - torchvision.transforms source_files: - test requires: - pytest - scipy - av >=8.0.1 - jpeg <=9b - ca-certificates {{ environ.get('CONDA_TYPING_CONSTRAINT') }} about: home: https://github.com/pytorch/vision license: BSD license_file: LICENSE summary: 'image and video datasets and models for torch deep learning' vision-0.8.2/packaging/vs2017/000077500000000000000000000000001376231312300157175ustar00rootroot00000000000000vision-0.8.2/packaging/vs2017/activate.bat000066400000000000000000000022631376231312300202120ustar00rootroot00000000000000:: Set env vars that tell distutils to use the compiler that we put on path SET DISTUTILS_USE_SDK=1 SET MSSdk=1 SET "VS_VERSION=15.0" SET "VS_MAJOR=15" SET "VS_YEAR=2017" set "MSYS2_ARG_CONV_EXCL=/AI;/AL;/OUT;/out" set "MSYS2_ENV_CONV_EXCL=CL" :: For Python 3.5+, ensure that we link with the dynamic runtime. See :: http://stevedower.id.au/blog/building-for-python-3-5-part-two/ for more info set "PY_VCRUNTIME_REDIST=%PREFIX%\\bin\\vcruntime140.dll" for /f "usebackq tokens=*" %%i in (`"%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" -legacy -products * -version [15^,16^) -property installationPath`) do ( if exist "%%i" if exist "%%i\VC\Auxiliary\Build\vcvarsall.bat" ( set "VSINSTALLDIR=%%i\" goto :vswhere ) ) :vswhere :: Shorten PATH to avoid the `input line too long` error. SET MyPath=%PATH% setlocal EnableDelayedExpansion SET TempPath="%MyPath:;=";"%" SET var= FOR %%a IN (%TempPath%) DO ( IF EXIST %%~sa ( SET "var=!var!;%%~sa" ) ) set "TempPath=!var:~1!" endlocal & set "PATH=%TempPath%" :: Shorten current directory too FOR %%A IN (.) DO CD "%%~sA" :: other things added by install_activate.bat at package build time vision-0.8.2/packaging/vs2017/conda_build_config.yaml000066400000000000000000000013661376231312300224010ustar00rootroot00000000000000blas_impl: - mkl # [x86_64] c_compiler: - vs2017 # [win] cxx_compiler: - vs2017 # [win] python: - 3.5 - 3.6 # This differs from target_platform in that it determines what subdir the compiler # will target, not what subdir the compiler package will be itself. # For example, we need a win-64 vs2008_win-32 package, so that we compile win-32 # code on win-64 miniconda. cross_compiler_target_platform: - win-64 # [win] target_platform: - win-64 # [win] vc: - 14 zip_keys: - # [win] - vc # [win] - c_compiler # [win] - cxx_compiler # [win] vision-0.8.2/packaging/vs2017/install_activate.bat000066400000000000000000000034111376231312300217340ustar00rootroot00000000000000set YEAR=2017 set VER=15 mkdir "%PREFIX%\etc\conda\activate.d" COPY "%RECIPE_DIR%\activate.bat" "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" IF "%cross_compiler_target_platform%" == "win-64" ( set "target_platform=amd64" echo SET "CMAKE_GENERATOR=Visual Studio %VER% %YEAR% Win64" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo pushd "%%VSINSTALLDIR%%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" IF "%VSDEVCMD_ARGS%" == "" ( echo CALL "VC\Auxiliary\Build\vcvarsall.bat" x64 >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo popd >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo pushd "%%VSINSTALLDIR%%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo CALL "VC\Auxiliary\Build\vcvarsall.bat" x86_amd64 >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" ) ELSE ( echo CALL "VC\Auxiliary\Build\vcvarsall.bat" x64 %VSDEVCMD_ARGS% >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo popd >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo pushd "%%VSINSTALLDIR%%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo CALL "VC\Auxiliary\Build\vcvarsall.bat" x86_amd64 %VSDEVCMD_ARGS% >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" ) echo popd >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" ) else ( set "target_platform=x86" echo SET "CMAKE_GENERATOR=Visual Studio %VER% %YEAR%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo pushd "%%VSINSTALLDIR%%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo CALL "VC\Auxiliary\Build\vcvars32.bat" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo popd ) vision-0.8.2/packaging/vs2017/install_runtime.bat000066400000000000000000000035231376231312300216230ustar00rootroot00000000000000set VC_PATH=x86 if "%ARCH%"=="64" ( set VC_PATH=x64 ) set MSC_VER=2017 rem :: This should always be present for VC installed with VS. Not sure about VC installed with Visual C++ Build Tools 2015 rem FOR /F "usebackq tokens=3*" %%A IN (`REG QUERY "HKEY_LOCAL_MACHINE\Software\Microsoft\DevDiv\VC\Servicing\14.0\IDE.x64" /v UpdateVersion`) DO ( rem set SP=%%A rem ) rem if not "%SP%" == "%PKG_VERSION%" ( rem echo "Version detected from registry: %SP%" rem echo "does not match version of package being built (%PKG_VERSION%)" rem echo "Do you have current updates for VS 2015 installed?" rem exit 1 rem ) REM ========== REQUIRES Win 10 SDK be installed, or files otherwise copied to location below! robocopy "C:\Program Files (x86)\Windows Kits\10\Redist\ucrt\DLLs\%VC_PATH%" "%LIBRARY_BIN%" *.dll /E robocopy "C:\Program Files (x86)\Windows Kits\10\Redist\ucrt\DLLs\%VC_PATH%" "%PREFIX%" *.dll /E if %ERRORLEVEL% GEQ 8 exit 1 REM ========== This one comes from visual studio 2017 set "VC_VER=141" for /f "usebackq tokens=*" %%i in (`"%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" -legacy -products * -version [15^,16^) -property installationPath`) do ( if exist "%%i" if exist "%%i\VC\Auxiliary\Build\vcvarsall.bat" ( set "VS15VCVARSALL=%%i\VC\Auxiliary\Build\vcvarsall.bat" goto :eof ) ) @setlocal call "%VS15VARSALL%" x64 set "REDIST_ROOT=%VCToolsRedistDir%%VC_PATH%" robocopy "%REDIST_ROOT%\Microsoft.VC%VC_VER%.CRT" "%LIBRARY_BIN%" *.dll /E if %ERRORLEVEL% LSS 8 exit 0 robocopy "%REDIST_ROOT%\Microsoft.VC%VC_VER%.CRT" "%PREFIX%" *.dll /E if %ERRORLEVEL% LSS 8 exit 0 robocopy "%REDIST_ROOT%\Microsoft.VC%VC_VER%.OpenMP" "%LIBRARY_BIN%" *.dll /E if %ERRORLEVEL% LSS 8 exit 0 robocopy "%REDIST_ROOT%\Microsoft.VC%VC_VER%.OpenMP" "%PREFIX%" *.dll /E if %ERRORLEVEL% LSS 8 exit 0 @endlocal vision-0.8.2/packaging/vs2017/meta.yaml000066400000000000000000000011531376231312300175310ustar00rootroot00000000000000{% set vcver="14.1" %} {% set vcfeature="14" %} {% set vsyear="2017" %} {% set fullver="15.4.27004.2010" %} package: name: vs{{ vsyear }} version: {{ fullver }} build: skip: True [not win] script_env: - VSDEVCMD_ARGS # [win] outputs: - name: vs{{ vsyear }}_{{ cross_compiler_target_platform }} script: install_activate.bat track_features: # VS 2017 is binary-compatible with VS 2015/vc14. Tools are "v141". strong: - vc{{ vcfeature }} about: summary: Activation and version verification of MSVC {{ vcver }} (VS {{ vsyear }}) compiler license: BSD 3-clause vision-0.8.2/packaging/vs2019/000077500000000000000000000000001376231312300157215ustar00rootroot00000000000000vision-0.8.2/packaging/vs2019/activate.bat000066400000000000000000000022631376231312300202140ustar00rootroot00000000000000:: Set env vars that tell distutils to use the compiler that we put on path SET DISTUTILS_USE_SDK=1 SET MSSdk=1 SET "VS_VERSION=16.0" SET "VS_MAJOR=16" SET "VS_YEAR=2019" set "MSYS2_ARG_CONV_EXCL=/AI;/AL;/OUT;/out" set "MSYS2_ENV_CONV_EXCL=CL" :: For Python 3.5+, ensure that we link with the dynamic runtime. See :: http://stevedower.id.au/blog/building-for-python-3-5-part-two/ for more info set "PY_VCRUNTIME_REDIST=%PREFIX%\\bin\\vcruntime140.dll" for /f "usebackq tokens=*" %%i in (`"%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" -legacy -products * -version [16^,17^) -property installationPath`) do ( if exist "%%i" if exist "%%i\VC\Auxiliary\Build\vcvarsall.bat" ( set "VSINSTALLDIR=%%i\" goto :vswhere ) ) :vswhere :: Shorten PATH to avoid the `input line too long` error. SET MyPath=%PATH% setlocal EnableDelayedExpansion SET TempPath="%MyPath:;=";"%" SET var= FOR %%a IN (%TempPath%) DO ( IF EXIST %%~sa ( SET "var=!var!;%%~sa" ) ) set "TempPath=!var:~1!" endlocal & set "PATH=%TempPath%" :: Shorten current directory too FOR %%A IN (.) DO CD "%%~sA" :: other things added by install_activate.bat at package build time vision-0.8.2/packaging/vs2019/conda_build_config.yaml000066400000000000000000000013661376231312300224030ustar00rootroot00000000000000blas_impl: - mkl # [x86_64] c_compiler: - vs2019 # [win] cxx_compiler: - vs2019 # [win] python: - 3.5 - 3.6 # This differs from target_platform in that it determines what subdir the compiler # will target, not what subdir the compiler package will be itself. # For example, we need a win-64 vs2008_win-32 package, so that we compile win-32 # code on win-64 miniconda. cross_compiler_target_platform: - win-64 # [win] target_platform: - win-64 # [win] vc: - 14 zip_keys: - # [win] - vc # [win] - c_compiler # [win] - cxx_compiler # [win] vision-0.8.2/packaging/vs2019/install_activate.bat000066400000000000000000000034111376231312300217360ustar00rootroot00000000000000set YEAR=2019 set VER=16 mkdir "%PREFIX%\etc\conda\activate.d" COPY "%RECIPE_DIR%\activate.bat" "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" IF "%cross_compiler_target_platform%" == "win-64" ( set "target_platform=amd64" echo SET "CMAKE_GENERATOR=Visual Studio %VER% %YEAR% Win64" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo pushd "%%VSINSTALLDIR%%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" IF "%VSDEVCMD_ARGS%" == "" ( echo CALL "VC\Auxiliary\Build\vcvarsall.bat" x64 >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo popd >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo pushd "%%VSINSTALLDIR%%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo CALL "VC\Auxiliary\Build\vcvarsall.bat" x86_amd64 >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" ) ELSE ( echo CALL "VC\Auxiliary\Build\vcvarsall.bat" x64 %VSDEVCMD_ARGS% >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo popd >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo pushd "%%VSINSTALLDIR%%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo CALL "VC\Auxiliary\Build\vcvarsall.bat" x86_amd64 %VSDEVCMD_ARGS% >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" ) echo popd >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" ) else ( set "target_platform=x86" echo SET "CMAKE_GENERATOR=Visual Studio %VER% %YEAR%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo pushd "%%VSINSTALLDIR%%" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo CALL "VC\Auxiliary\Build\vcvars32.bat" >> "%PREFIX%\etc\conda\activate.d\vs%YEAR%_compiler_vars.bat" echo popd ) vision-0.8.2/packaging/vs2019/install_runtime.bat000066400000000000000000000035231376231312300216250ustar00rootroot00000000000000set VC_PATH=x86 if "%ARCH%"=="64" ( set VC_PATH=x64 ) set MSC_VER=2019 rem :: This should always be present for VC installed with VS. Not sure about VC installed with Visual C++ Build Tools 2015 rem FOR /F "usebackq tokens=3*" %%A IN (`REG QUERY "HKEY_LOCAL_MACHINE\Software\Microsoft\DevDiv\VC\Servicing\14.0\IDE.x64" /v UpdateVersion`) DO ( rem set SP=%%A rem ) rem if not "%SP%" == "%PKG_VERSION%" ( rem echo "Version detected from registry: %SP%" rem echo "does not match version of package being built (%PKG_VERSION%)" rem echo "Do you have current updates for VS 2015 installed?" rem exit 1 rem ) REM ========== REQUIRES Win 10 SDK be installed, or files otherwise copied to location below! robocopy "C:\Program Files (x86)\Windows Kits\10\Redist\ucrt\DLLs\%VC_PATH%" "%LIBRARY_BIN%" *.dll /E robocopy "C:\Program Files (x86)\Windows Kits\10\Redist\ucrt\DLLs\%VC_PATH%" "%PREFIX%" *.dll /E if %ERRORLEVEL% GEQ 8 exit 1 REM ========== This one comes from visual studio 2019 set "VC_VER=142" for /f "usebackq tokens=*" %%i in (`"%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" -legacy -products * -version [16^,17^) -property installationPath`) do ( if exist "%%i" if exist "%%i\VC\Auxiliary\Build\vcvarsall.bat" ( set "VS15VCVARSALL=%%i\VC\Auxiliary\Build\vcvarsall.bat" goto :eof ) ) @setlocal call "%VS15VARSALL%" x64 set "REDIST_ROOT=%VCToolsRedistDir%%VC_PATH%" robocopy "%REDIST_ROOT%\Microsoft.VC%VC_VER%.CRT" "%LIBRARY_BIN%" *.dll /E if %ERRORLEVEL% LSS 8 exit 0 robocopy "%REDIST_ROOT%\Microsoft.VC%VC_VER%.CRT" "%PREFIX%" *.dll /E if %ERRORLEVEL% LSS 8 exit 0 robocopy "%REDIST_ROOT%\Microsoft.VC%VC_VER%.OpenMP" "%LIBRARY_BIN%" *.dll /E if %ERRORLEVEL% LSS 8 exit 0 robocopy "%REDIST_ROOT%\Microsoft.VC%VC_VER%.OpenMP" "%PREFIX%" *.dll /E if %ERRORLEVEL% LSS 8 exit 0 @endlocal vision-0.8.2/packaging/vs2019/meta.yaml000066400000000000000000000011741376231312300175360ustar00rootroot00000000000000{% set vcver="14.2" %} {% set vcfeature="14" %} {% set vsyear="2019" %} {% set fullver="15.4.27004.2010" %} package: name: vs{{ vsyear }} version: {{ fullver }} build: skip: True [not win] script_env: - VSDEVCMD_ARGS # [win] outputs: - name: vs{{ vsyear }}_{{ cross_compiler_target_platform }} script: install_activate.bat track_features: # VS 2019 is binary-compatible with VS 2017/vc 14.1 and 2015/vc14. Tools are "v142". strong: - vc{{ vcfeature }} about: summary: Activation and version verification of MSVC {{ vcver }} (VS {{ vsyear }}) compiler license: BSD 3-clause vision-0.8.2/packaging/wheel/000077500000000000000000000000001376231312300160615ustar00rootroot00000000000000vision-0.8.2/packaging/wheel/linux_manywheel.sh000066400000000000000000000034461376231312300216340ustar00rootroot00000000000000#!/bin/bash set -ex if [ "$#" -ne 1 ]; then echo "Illegal number of parameters. Pass cuda version" echo "CUDA version should be cu92, cu100 or cpu" exit 1 fi export CUVER="$1" # cu[0-9]* cpu if [[ "$CUVER" == "cu102" ]]; then cu_suffix="" else cu_suffix="+$CUVER" fi export TORCHVISION_BUILD_VERSION="0.4.0.dev$(date "+%Y%m%d")${cu_suffix}" export TORCHVISION_BUILD_NUMBER="1" export TORCHVISION_LOCAL_VERSION_LABEL="$CUVER" export OUT_DIR="/remote/$CUVER" pushd /opt/python DESIRED_PYTHON=(*/) popd for desired_py in "${DESIRED_PYTHON[@]}"; do python_installations+=("/opt/python/$desired_py") done OLD_PATH=$PATH cd /tmp rm -rf vision git clone https://github.com/pytorch/vision cd /tmp/vision for PYDIR in "${python_installations[@]}"; do export PATH=$PYDIR/bin:$OLD_PATH pip install --upgrade pip pip install numpy pyyaml future pip uninstall -y torch || true pip uninstall -y torch_nightly || true export TORCHVISION_PYTORCH_DEPENDENCY_NAME=torch_nightly pip install torch_nightly -f https://download.pytorch.org/whl/nightly/$CUVER/torch_nightly.html # CPU/CUDA variants of PyTorch have ABI compatible PyTorch for # the CPU only bits. Therefore, we # strip off the local package qualifier, but ONLY if we're # doing a CPU build. if [[ "$CUVER" == "cpu" ]]; then export TORCHVISION_PYTORCH_DEPENDENCY_VERSION="$(pip show torch_nightly | grep ^Version: | sed 's/Version: \+//' | sed 's/+.\+//')" else export TORCHVISION_PYTORCH_DEPENDENCY_VERSION="$(pip show torch_nightly | grep ^Version: | sed 's/Version: \+//')" fi echo "Building against ${TORCHVISION_PYTORCH_DEPENDENCY_VERSION}" pip install ninja python setup.py clean python setup.py bdist_wheel mkdir -p $OUT_DIR cp dist/*.whl $OUT_DIR/ done vision-0.8.2/packaging/wheel/osx_wheel.sh000066400000000000000000000031701376231312300204130ustar00rootroot00000000000000if [[ ":$PATH:" == *"conda"* ]]; then echo "existing anaconda install in PATH, remove it and run script" exit 1 fi # download and activate anaconda rm -rf ~/minconda_wheel_env_tmp wget -q https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh && \ chmod +x Miniconda3-latest-MacOSX-x86_64.sh && \ ./Miniconda3-latest-MacOSX-x86_64.sh -b -p ~/minconda_wheel_env_tmp && \ rm Miniconda3-latest-MacOSX-x86_64.sh . ~/minconda_wheel_env_tmp/bin/activate export TORCHVISION_BUILD_VERSION="0.4.0.dev$(date "+%Y%m%d")" export TORCHVISION_BUILD_NUMBER="1" export OUT_DIR=~/torchvision_wheels export MACOSX_DEPLOYMENT_TARGET=10.9 CC=clang CXX=clang++ pushd /tmp rm -rf vision git clone https://github.com/pytorch/vision pushd vision desired_pythons=( "2.7" "3.5" "3.6" "3.7" ) # for each python for desired_python in "${desired_pythons[@]}" do # create and activate python env env_name="env$desired_python" conda create -yn $env_name python="$desired_python" conda activate $env_name pip uninstall -y torch || true pip uninstall -y torch_nightly || true export TORCHVISION_PYTORCH_DEPENDENCY_NAME=torch_nightly pip install torch_nightly -f https://download.pytorch.org/whl/nightly/cpu/torch_nightly.html export TORCHVISION_PYTORCH_DEPENDENCY_VERSION="$(pip show torch_nightly | grep ^Version: | sed 's/Version: *//')" echo "Building against ${TORCHAUDIO_PYTORCH_DEPENDENCY_VERSION}" # install torchvision dependencies pip install ninja scipy pytest python setup.py clean python setup.py bdist_wheel mkdir -p $OUT_DIR cp dist/*.whl $OUT_DIR/ done popd popd vision-0.8.2/packaging/wheel/relocate.py000066400000000000000000000326251376231312300202410ustar00rootroot00000000000000# -*- coding: utf-8 -*- """Helper script to package wheels and relocate binaries.""" # Standard library imports import os import io import sys import glob import shutil import zipfile import hashlib import platform import subprocess import os.path as osp from base64 import urlsafe_b64encode # Third party imports if sys.platform == 'linux': from auditwheel.lddtree import lddtree from wheel.bdist_wheel import get_abi_tag WHITELIST = { 'libgcc_s.so.1', 'libstdc++.so.6', 'libm.so.6', 'libdl.so.2', 'librt.so.1', 'libc.so.6', 'libnsl.so.1', 'libutil.so.1', 'libpthread.so.0', 'libresolv.so.2', 'libX11.so.6', 'libXext.so.6', 'libXrender.so.1', 'libICE.so.6', 'libSM.so.6', 'libGL.so.1', 'libgobject-2.0.so.0', 'libgthread-2.0.so.0', 'libglib-2.0.so.0', 'ld-linux-x86-64.so.2', 'ld-2.17.so' } WINDOWS_WHITELIST = { 'MSVCP140.dll', 'KERNEL32.dll', 'VCRUNTIME140_1.dll', 'VCRUNTIME140.dll', 'api-ms-win-crt-heap-l1-1-0.dll', 'api-ms-win-crt-runtime-l1-1-0.dll', 'api-ms-win-crt-stdio-l1-1-0.dll', 'api-ms-win-crt-filesystem-l1-1-0.dll', 'api-ms-win-crt-string-l1-1-0.dll', 'api-ms-win-crt-environment-l1-1-0.dll', 'api-ms-win-crt-math-l1-1-0.dll', 'api-ms-win-crt-convert-l1-1-0.dll' } HERE = osp.dirname(osp.abspath(__file__)) PACKAGE_ROOT = osp.dirname(osp.dirname(HERE)) PLATFORM_ARCH = platform.machine() PYTHON_VERSION = sys.version_info def read_chunks(file, size=io.DEFAULT_BUFFER_SIZE): """Yield pieces of data from a file-like object until EOF.""" while True: chunk = file.read(size) if not chunk: break yield chunk def rehash(path, blocksize=1 << 20): """Return (hash, length) for path using hashlib.sha256()""" h = hashlib.sha256() length = 0 with open(path, 'rb') as f: for block in read_chunks(f, size=blocksize): length += len(block) h.update(block) digest = 'sha256=' + urlsafe_b64encode( h.digest() ).decode('latin1').rstrip('=') # unicode/str python2 issues return (digest, str(length)) # type: ignore def unzip_file(file, dest): """Decompress zip `file` into directory `dest`.""" with zipfile.ZipFile(file, 'r') as zip_ref: zip_ref.extractall(dest) def is_program_installed(basename): """ Return program absolute path if installed in PATH. Otherwise, return None On macOS systems, a .app is considered installed if it exists. """ if (sys.platform == 'darwin' and basename.endswith('.app') and osp.exists(basename)): return basename for path in os.environ["PATH"].split(os.pathsep): abspath = osp.join(path, basename) if osp.isfile(abspath): return abspath def find_program(basename): """ Find program in PATH and return absolute path Try adding .exe or .bat to basename on Windows platforms (return None if not found) """ names = [basename] if os.name == 'nt': # Windows platforms extensions = ('.exe', '.bat', '.cmd', '.dll') if not basename.endswith(extensions): names = [basename + ext for ext in extensions] + [basename] for name in names: path = is_program_installed(name) if path: return path def patch_new_path(library_path, new_dir): library = osp.basename(library_path) name, *rest = library.split('.') rest = '.'.join(rest) hash_id = hashlib.sha256(library_path.encode('utf-8')).hexdigest()[:8] new_name = '.'.join([name, hash_id, rest]) return osp.join(new_dir, new_name) def find_dll_dependencies(dumpbin, binary): out = subprocess.run([dumpbin, "/dependents", binary], stdout=subprocess.PIPE) out = out.stdout.strip().decode('utf-8') start_index = out.find('dependencies:') + len('dependencies:') end_index = out.find('Summary') dlls = out[start_index:end_index].strip() dlls = dlls.split(os.linesep) dlls = [dll.strip() for dll in dlls] return dlls def relocate_elf_library(patchelf, output_dir, output_library, binary): """ Relocate an ELF shared library to be packaged on a wheel. Given a shared library, find the transitive closure of its dependencies, rename and copy them into the wheel while updating their respective rpaths. """ print('Relocating {0}'.format(binary)) binary_path = osp.join(output_library, binary) ld_tree = lddtree(binary_path) tree_libs = ld_tree['libs'] binary_queue = [(n, binary) for n in ld_tree['needed']] binary_paths = {binary: binary_path} binary_dependencies = {} while binary_queue != []: library, parent = binary_queue.pop(0) library_info = tree_libs[library] print(library) if library_info['path'] is None: print('Omitting {0}'.format(library)) continue if library in WHITELIST: # Omit glibc/gcc/system libraries print('Omitting {0}'.format(library)) continue parent_dependencies = binary_dependencies.get(parent, []) parent_dependencies.append(library) binary_dependencies[parent] = parent_dependencies if library in binary_paths: continue binary_paths[library] = library_info['path'] binary_queue += [(n, library) for n in library_info['needed']] print('Copying dependencies to wheel directory') new_libraries_path = osp.join(output_dir, 'torchvision.libs') os.makedirs(new_libraries_path) new_names = {binary: binary_path} for library in binary_paths: if library != binary: library_path = binary_paths[library] new_library_path = patch_new_path(library_path, new_libraries_path) print('{0} -> {1}'.format(library, new_library_path)) shutil.copyfile(library_path, new_library_path) new_names[library] = new_library_path print('Updating dependency names by new files') for library in binary_paths: if library != binary: if library not in binary_dependencies: continue library_dependencies = binary_dependencies[library] new_library_name = new_names[library] for dep in library_dependencies: new_dep = osp.basename(new_names[dep]) print('{0}: {1} -> {2}'.format(library, dep, new_dep)) subprocess.check_output( [ patchelf, '--replace-needed', dep, new_dep, new_library_name ], cwd=new_libraries_path) print('Updating library rpath') subprocess.check_output( [ patchelf, '--set-rpath', "$ORIGIN", new_library_name ], cwd=new_libraries_path) subprocess.check_output( [ patchelf, '--print-rpath', new_library_name ], cwd=new_libraries_path) print("Update library dependencies") library_dependencies = binary_dependencies[binary] for dep in library_dependencies: new_dep = osp.basename(new_names[dep]) print('{0}: {1} -> {2}'.format(binary, dep, new_dep)) subprocess.check_output( [ patchelf, '--replace-needed', dep, new_dep, binary ], cwd=output_library) print('Update library rpath') subprocess.check_output( [ patchelf, '--set-rpath', "$ORIGIN:$ORIGIN/../torchvision.libs", binary_path ], cwd=output_library ) def relocate_dll_library(dumpbin, output_dir, output_library, binary): """ Relocate a DLL/PE shared library to be packaged on a wheel. Given a shared library, find the transitive closure of its dependencies, rename and copy them into the wheel. """ print('Relocating {0}'.format(binary)) binary_path = osp.join(output_library, binary) library_dlls = find_dll_dependencies(dumpbin, binary_path) binary_queue = [(dll, binary) for dll in library_dlls] binary_paths = {binary: binary_path} binary_dependencies = {} while binary_queue != []: library, parent = binary_queue.pop(0) if library in WINDOWS_WHITELIST or library.startswith('api-ms-win'): print('Omitting {0}'.format(library)) continue library_path = find_program(library) if library_path is None: print('{0} not found'.format(library)) continue if osp.basename(osp.dirname(library_path)) == 'system32': continue print('{0}: {1}'.format(library, library_path)) parent_dependencies = binary_dependencies.get(parent, []) parent_dependencies.append(library) binary_dependencies[parent] = parent_dependencies if library in binary_paths: continue binary_paths[library] = library_path downstream_dlls = find_dll_dependencies(dumpbin, library_path) binary_queue += [(n, library) for n in downstream_dlls] print('Copying dependencies to wheel directory') package_dir = osp.join(output_dir, 'torchvision') for library in binary_paths: if library != binary: library_path = binary_paths[library] new_library_path = osp.join(package_dir, library) print('{0} -> {1}'.format(library, new_library_path)) shutil.copyfile(library_path, new_library_path) def compress_wheel(output_dir, wheel, wheel_dir, wheel_name): """Create RECORD file and compress wheel distribution.""" print('Update RECORD file in wheel') dist_info = glob.glob(osp.join(output_dir, '*.dist-info'))[0] record_file = osp.join(dist_info, 'RECORD') with open(record_file, 'w') as f: for root, _, files in os.walk(output_dir): for this_file in files: full_file = osp.join(root, this_file) rel_file = osp.relpath(full_file, output_dir) if full_file == record_file: f.write('{0},,\n'.format(rel_file)) else: digest, size = rehash(full_file) f.write('{0},{1},{2}\n'.format(rel_file, digest, size)) print('Compressing wheel') base_wheel_name = osp.join(wheel_dir, wheel_name) shutil.make_archive(base_wheel_name, 'zip', output_dir) os.remove(wheel) shutil.move('{0}.zip'.format(base_wheel_name), wheel) shutil.rmtree(output_dir) def patch_linux(): # Get patchelf location patchelf = find_program('patchelf') if patchelf is None: raise FileNotFoundError('Patchelf was not found in the system, please' ' make sure that is available on the PATH.') # Find wheel print('Finding wheels...') wheels = glob.glob(osp.join(PACKAGE_ROOT, 'dist', '*.whl')) output_dir = osp.join(PACKAGE_ROOT, 'dist', '.wheel-process') image_binary = 'image.so' video_binary = 'video_reader.so' torchvision_binaries = [image_binary, video_binary] for wheel in wheels: if osp.exists(output_dir): shutil.rmtree(output_dir) os.makedirs(output_dir) print('Unzipping wheel...') wheel_file = osp.basename(wheel) wheel_dir = osp.dirname(wheel) print('{0}'.format(wheel_file)) wheel_name, _ = osp.splitext(wheel_file) unzip_file(wheel, output_dir) print('Finding ELF dependencies...') output_library = osp.join(output_dir, 'torchvision') for binary in torchvision_binaries: if osp.exists(osp.join(output_library, binary)): relocate_elf_library( patchelf, output_dir, output_library, binary) compress_wheel(output_dir, wheel, wheel_dir, wheel_name) def patch_win(): # Get dumpbin location dumpbin = find_program('dumpbin') if dumpbin is None: raise FileNotFoundError('Dumpbin was not found in the system, please' ' make sure that is available on the PATH.') # Find wheel print('Finding wheels...') wheels = glob.glob(osp.join(PACKAGE_ROOT, 'dist', '*.whl')) output_dir = osp.join(PACKAGE_ROOT, 'dist', '.wheel-process') image_binary = 'image.pyd' video_binary = 'video_reader.pyd' torchvision_binaries = [image_binary, video_binary] for wheel in wheels: if osp.exists(output_dir): shutil.rmtree(output_dir) os.makedirs(output_dir) print('Unzipping wheel...') wheel_file = osp.basename(wheel) wheel_dir = osp.dirname(wheel) print('{0}'.format(wheel_file)) wheel_name, _ = osp.splitext(wheel_file) unzip_file(wheel, output_dir) print('Finding DLL/PE dependencies...') output_library = osp.join(output_dir, 'torchvision') for binary in torchvision_binaries: if osp.exists(osp.join(output_library, binary)): relocate_dll_library( dumpbin, output_dir, output_library, binary) compress_wheel(output_dir, wheel, wheel_dir, wheel_name) if __name__ == '__main__': if sys.platform == 'linux': patch_linux() elif sys.platform == 'win32': patch_win() vision-0.8.2/packaging/windows/000077500000000000000000000000001376231312300164475ustar00rootroot00000000000000vision-0.8.2/packaging/windows/azure-pipelines-ci.yml000066400000000000000000000002551376231312300227010ustar00rootroot00000000000000 # Turn off auto builds for commits trigger: none pr: none jobs: - template: templates/build_task.yml parameters: package: 'Wheels' spec: 'CPU' msagent: true vision-0.8.2/packaging/windows/azure-pipelines.yml000066400000000000000000000011641376231312300223100ustar00rootroot00000000000000 # Turn off auto builds for commits trigger: none pr: none jobs: - template: templates/auth_task.yml - template: templates/build_task.yml parameters: package: 'Wheels' spec: 'CPU' msagent: true - template: templates/build_task.yml parameters: package: 'Conda' spec: 'CPU' msagent: true - template: templates/build_task.yml parameters: package: 'Wheels' spec: 'CUDA' msagent: true - template: templates/build_task.yml parameters: package: 'Conda' spec: 'CUDA' msagent: true - template: templates/linux_build_task.yml parameters: msagent: $(ms.hosted.agent.cpu) vision-0.8.2/packaging/windows/build_vision.bat000066400000000000000000000110461376231312300216270ustar00rootroot00000000000000@echo off :: This script parses args, installs required libraries (miniconda, MKL, :: Magma), and then delegates to cpu.bat, cuda80.bat, etc. IF NOT "%CUDA_VERSION%" == "" IF NOT "%TORCHVISION_BUILD_VERSION%" == "" if NOT "%TORCHVISION_BUILD_NUMBER%" == "" goto env_end if "%~1"=="" goto arg_error if "%~2"=="" goto arg_error if "%~3"=="" goto arg_error if NOT "%~4"=="" goto arg_error goto arg_end :arg_error echo Illegal number of parameters. Pass cuda version, pytorch version, build number echo CUDA version should be Mm with no dot, e.g. '80' echo DESIRED_PYTHON should be M.m, e.g. '2.7' exit /b 1 :arg_end set CUDA_VERSION=%~1 set TORCHVISION_BUILD_VERSION=%~2 set TORCHVISION_BUILD_NUMBER=%~3 set BUILD_VERSION=%TORCHVISION_BUILD_VERSION% :env_end if NOT "%CUDA_VERSION%" == "cpu" ( set CUDA_PREFIX=cuda%CUDA_VERSION% set CUVER=cu%CUDA_VERSION% set FORCE_CUDA=1 ) else ( set CUDA_PREFIX=cpu set CUVER=cpu ) set BUILD_VISION=1 REM set TORCH_WHEEL=torch -f https://download.pytorch.org/whl/%CUVER%/stable.html --no-index IF "%DESIRED_PYTHON%" == "" set DESIRED_PYTHON=3.5;3.6;3.7 set DESIRED_PYTHON_PREFIX=%DESIRED_PYTHON:.=% set DESIRED_PYTHON_PREFIX=py%DESIRED_PYTHON_PREFIX:;=;py% set SRC_DIR=%~dp0 pushd %SRC_DIR% :: Install Miniconda3 set "CONDA_HOME=%CD%\conda" set "tmp_conda=%CONDA_HOME%" set "miniconda_exe=%CD%\miniconda.exe" rmdir /s /q conda del miniconda.exe curl -k https://repo.anaconda.com/miniconda/Miniconda3-latest-Windows-x86_64.exe -o "%miniconda_exe%" call ..\conda\install_conda.bat IF ERRORLEVEL 1 exit /b 1 set "ORIG_PATH=%PATH%" set "PATH=%CONDA_HOME%;%CONDA_HOME%\scripts;%CONDA_HOME%\Library\bin;%PATH%" :: Create a new conda environment setlocal EnableDelayedExpansion FOR %%v IN (%DESIRED_PYTHON%) DO ( set PYTHON_VERSION_STR=%%v set PYTHON_VERSION_STR=!PYTHON_VERSION_STR:.=! conda remove -n py!PYTHON_VERSION_STR! --all -y || rmdir %CONDA_HOME%\envs\py!PYTHON_VERSION_STR! /s conda create -n py!PYTHON_VERSION_STR! -y -q -c defaults -c conda-forge numpy>=1.11 mkl>=2018 python=%%v ca-certificates scipy ) :: Uncomment for stable releases :: FOR %%v IN (%DESIRED_PYTHON%) DO ( :: set PYTHON_VERSION_STR=%%v :: set PYTHON_VERSION_STR=!PYTHON_VERSION_STR:.=! :: set "PATH=%CONDA_HOME%\envs\py!PYTHON_VERSION_STR!;%CONDA_HOME%\envs\py!PYTHON_VERSION_STR!\scripts;%CONDA_HOME%\envs\py!PYTHON_VERSION_STR!\Library\bin;%ORIG_PATH%" :: if "%CUDA_VERSION%" == "100" ( :: set TORCH_WHEEL=https://download.pytorch.org/whl/%CUVER%/torch-1.2.0-cp!PYTHON_VERSION_STR!-cp!PYTHON_VERSION_STR!m-win_amd64.whl :: ) else ( :: set TORCH_WHEEL=https://download.pytorch.org/whl/%CUVER%/torch-1.2.0%%2B%CUVER%-cp!PYTHON_VERSION_STR!-cp!PYTHON_VERSION_STR!m-win_amd64.whl :: ) :: echo Installing !TORCH_WHEEL!... :: pip install "!TORCH_WHEEL!" :: ) :: Uncomment for nightly releases FOR %%v IN (%DESIRED_PYTHON%) DO ( set PYTHON_VERSION_STR=%%v set PYTHON_VERSION_STR=!PYTHON_VERSION_STR:.=! set "PATH=%CONDA_HOME%\envs\py!PYTHON_VERSION_STR!;%CONDA_HOME%\envs\py!PYTHON_VERSION_STR!\scripts;%CONDA_HOME%\envs\py!PYTHON_VERSION_STR!\Library\bin;%ORIG_PATH%" set TORCH_WHEEL=torch --pre -f https://download.pytorch.org/whl/nightly/%CUVER%/torch_nightly.html echo Installing !TORCH_WHEEL!... pip install !TORCH_WHEEL! ) endlocal if "%DEBUG%" == "1" ( set BUILD_TYPE=debug ) ELSE ( set BUILD_TYPE=release ) :: Install sccache if "%USE_SCCACHE%" == "1" ( mkdir %CD%\tmp_bin curl -k https://s3.amazonaws.com/ossci-windows/sccache.exe --output %CD%\tmp_bin\sccache.exe if not "%CUDA_VERSION%" == "" ( copy %CD%\tmp_bin\sccache.exe %CD%\tmp_bin\nvcc.exe set CUDA_NVCC_EXECUTABLE=%CD%\tmp_bin\nvcc set "PATH=%CD%\tmp_bin;%PATH%" ) ) for %%v in (%DESIRED_PYTHON_PREFIX%) do ( :: Activate Python Environment set PYTHON_PREFIX=%%v set "PATH=%CONDA_HOME%\envs\%%v;%CONDA_HOME%\envs\%%v\scripts;%CONDA_HOME%\envs\%%v\Library\bin;%ORIG_PATH%" if defined INCLUDE ( set "INCLUDE=%INCLUDE%;%CONDA_HOME%\envs\%%v\Library\include" ) else ( set "INCLUDE=%CONDA_HOME%\envs\%%v\Library\include" ) if defined LIB ( set "LIB=%LIB%;%CONDA_HOME%\envs\%%v\Library\lib" ) else ( set "LIB=%CONDA_HOME%\envs\%%v\Library\lib" ) @setlocal :: Set Flags if NOT "%CUDA_VERSION%"=="cpu" ( set CUDNN_VERSION=7 ) call %CUDA_PREFIX%.bat IF ERRORLEVEL 1 exit /b 1 call internal\test.bat IF ERRORLEVEL 1 exit /b 1 @endlocal ) set "PATH=%ORIG_PATH%" popd IF ERRORLEVEL 1 exit /b 1 vision-0.8.2/packaging/windows/cpu.bat000066400000000000000000000011551376231312300177300ustar00rootroot00000000000000@echo off IF NOT "%BUILD_VISION%" == "" ( set MODULE_NAME=vision ) ELSE ( set MODULE_NAME=pytorch ) IF NOT EXIST "setup.py" IF NOT EXIST "%MODULE_NAME%" ( call internal\clone.bat cd .. IF ERRORLEVEL 1 goto eof ) ELSE ( call internal\clean.bat ) call internal\check_deps.bat IF ERRORLEVEL 1 goto eof REM Check for optional components echo Disabling CUDA set NO_CUDA=1 set USE_CUDA=0 IF "%BUILD_VISION%" == "" ( call internal\check_opts.bat IF ERRORLEVEL 1 goto eof call internal\copy_cpu.bat IF ERRORLEVEL 1 goto eof ) call internal\setup.bat IF ERRORLEVEL 1 goto eof :eof vision-0.8.2/packaging/windows/cuda101.bat000066400000000000000000000026121376231312300202760ustar00rootroot00000000000000@echo off IF NOT "%BUILD_VISION%" == "" ( set MODULE_NAME=vision ) ELSE ( set MODULE_NAME=pytorch ) IF NOT EXIST "setup.py" IF NOT EXIST "%MODULE_NAME%" ( call internal\clone.bat cd .. IF ERRORLEVEL 1 goto eof ) ELSE ( call internal\clean.bat ) call internal\check_deps.bat IF ERRORLEVEL 1 goto eof REM Check for optional components set NO_CUDA= set CMAKE_GENERATOR=Visual Studio 15 2017 Win64 IF "%NVTOOLSEXT_PATH%"=="" ( echo NVTX ^(Visual Studio Extension ^for CUDA^) ^not installed, failing exit /b 1 goto optcheck ) IF "%CUDA_PATH_V10_1%"=="" ( echo CUDA 10.1 not found, failing exit /b 1 ) ELSE ( IF "%BUILD_VISION%" == "" ( set TORCH_CUDA_ARCH_LIST=3.5;5.0+PTX;6.0;6.1;7.0;7.5 set TORCH_NVCC_FLAGS=-Xfatbin -compress-all ) ELSE ( set NVCC_FLAGS=-D__CUDA_NO_HALF_OPERATORS__ --expt-relaxed-constexpr -gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_75,code=sm_75 -gencode=arch=compute_50,code=compute_50 ) set "CUDA_PATH=%CUDA_PATH_V10_1%" set "PATH=%CUDA_PATH_V10_1%\bin;%PATH%" ) :optcheck IF "%BUILD_VISION%" == "" ( call internal\check_opts.bat IF ERRORLEVEL 1 goto eof call internal\copy.bat IF ERRORLEVEL 1 goto eof ) call internal\setup.bat IF ERRORLEVEL 1 goto eof :eof vision-0.8.2/packaging/windows/cuda102.bat000066400000000000000000000026121376231312300202770ustar00rootroot00000000000000@echo off IF NOT "%BUILD_VISION%" == "" ( set MODULE_NAME=vision ) ELSE ( set MODULE_NAME=pytorch ) IF NOT EXIST "setup.py" IF NOT EXIST "%MODULE_NAME%" ( call internal\clone.bat cd .. IF ERRORLEVEL 1 goto eof ) ELSE ( call internal\clean.bat ) call internal\check_deps.bat IF ERRORLEVEL 1 goto eof REM Check for optional components set NO_CUDA= set CMAKE_GENERATOR=Visual Studio 15 2017 Win64 IF "%NVTOOLSEXT_PATH%"=="" ( echo NVTX ^(Visual Studio Extension ^for CUDA^) ^not installed, failing exit /b 1 goto optcheck ) IF "%CUDA_PATH_V10_2%"=="" ( echo CUDA 10.2 not found, failing exit /b 1 ) ELSE ( IF "%BUILD_VISION%" == "" ( set TORCH_CUDA_ARCH_LIST=3.5;5.0+PTX;6.0;6.1;7.0;7.5 set TORCH_NVCC_FLAGS=-Xfatbin -compress-all ) ELSE ( set NVCC_FLAGS=-D__CUDA_NO_HALF_OPERATORS__ --expt-relaxed-constexpr -gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_75,code=sm_75 -gencode=arch=compute_50,code=compute_50 ) set "CUDA_PATH=%CUDA_PATH_V10_2%" set "PATH=%CUDA_PATH_V10_2%\bin;%PATH%" ) :optcheck IF "%BUILD_VISION%" == "" ( call internal\check_opts.bat IF ERRORLEVEL 1 goto eof call internal\copy.bat IF ERRORLEVEL 1 goto eof ) call internal\setup.bat IF ERRORLEVEL 1 goto eof :eof vision-0.8.2/packaging/windows/cuda92.bat000066400000000000000000000026031376231312300202270ustar00rootroot00000000000000@echo off IF NOT "%BUILD_VISION%" == "" ( set MODULE_NAME=vision ) ELSE ( set MODULE_NAME=pytorch ) IF NOT EXIST "setup.py" IF NOT EXIST "%MODULE_NAME%" ( call internal\clone.bat cd .. IF ERRORLEVEL 1 goto eof ) ELSE ( call internal\clean.bat ) call internal\check_deps.bat IF ERRORLEVEL 1 goto eof REM Check for optional components set USE_CUDA= set CMAKE_GENERATOR=Visual Studio 15 2017 Win64 IF "%NVTOOLSEXT_PATH%"=="" ( echo NVTX ^(Visual Studio Extension ^for CUDA^) ^not installed, failing exit /b 1 goto optcheck ) IF "%CUDA_PATH_V9_2%"=="" ( echo CUDA 9.2 not found, failing exit /b 1 ) ELSE ( IF "%BUILD_VISION%" == "" ( set TORCH_CUDA_ARCH_LIST=3.5;5.0+PTX;6.0;6.1;7.0 set TORCH_NVCC_FLAGS=-Xfatbin -compress-all ) ELSE ( set NVCC_FLAGS=-D__CUDA_NO_HALF_OPERATORS__ --expt-relaxed-constexpr -gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_61,code=sm_61 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_50,code=compute_50 ) set "CUDA_PATH=%CUDA_PATH_V9_2%" set "PATH=%CUDA_PATH_V9_2%\bin;%PATH%" ) :optcheck IF "%BUILD_VISION%" == "" ( call internal\check_opts.bat IF ERRORLEVEL 1 goto eof call internal\copy.bat IF ERRORLEVEL 1 goto eof ) call internal\setup.bat IF ERRORLEVEL 1 goto eof :eof vision-0.8.2/packaging/windows/internal/000077500000000000000000000000001376231312300202635ustar00rootroot00000000000000vision-0.8.2/packaging/windows/internal/auth.bat000066400000000000000000000022261376231312300217160ustar00rootroot00000000000000@echo off : From the following doc, the build won't be triggered if the users don't sign in daily. : https://docs.microsoft.com/en-us/azure/devops/pipelines/build/triggers?tabs=yaml&view=vsts#my-build-didnt-run-what-happened : To avoid this problem, we can just go through the sign in process using the following command. :auth_start if "%RETRY_TIMES%" == "" ( set /a RETRY_TIMES=10 set /a SLEEP_TIME=2 ) else ( set /a RETRY_TIMES=%RETRY_TIMES%-1 set /a SLEEP_TIME=%SLEEP_TIME%*2 ) for /f "usebackq tokens=*" %%i in (`curl -so NUL -w "%%{http_code}" -u %VSTS_AUTH% https://dev.azure.com/pytorch`) do ( set STATUS_CODE=%%i ) IF NOT "%STATUS_CODE%" == "200" ( echo Auth retry times remaining: %RETRY_TIMES% echo Sleep time: %SLEEP_TIME% seconds IF %RETRY_TIMES% EQU 0 ( echo Auth failed goto err ) waitfor SomethingThatIsNeverHappening /t %SLEEP_TIME% 2>nul || ver >nul goto auth_start ) ELSE ( echo Login Attempt Succeeded goto auth_end ) :err : Throw a warning if it fails powershell -c "Write-Warning 'Login Attempt Failed'" :auth_end set RETRY_TIMES= set SLEEP_TIME= set STATUS_CODE= exit /b 0 vision-0.8.2/packaging/windows/internal/build_cmake.bat000066400000000000000000000001631376231312300232120ustar00rootroot00000000000000@echo on msbuild "-p:Configuration=Release" torchvision.vcxproj msbuild "-p:Configuration=Release" INSTALL.vcxproj vision-0.8.2/packaging/windows/internal/build_conda.bat000066400000000000000000000011351376231312300232160ustar00rootroot00000000000000if "%VC_YEAR%" == "2017" set VSDEVCMD_ARGS=-vcvars_ver=14.13 if "%VC_YEAR%" == "2017" powershell packaging/windows/internal/vs2017_install.ps1 if errorlevel 1 exit /b 1 call packaging/windows/internal/cuda_install.bat if errorlevel 1 exit /b 1 call packaging/windows/internal/nightly_defaults.bat Conda if errorlevel 1 exit /b 1 set PYTORCH_FINAL_PACKAGE_DIR=%CD%\packaging\windows\output if not exist "%PYTORCH_FINAL_PACKAGE_DIR%" mkdir %PYTORCH_FINAL_PACKAGE_DIR% bash ./packaging/conda/build_vision.sh %CUDA_VERSION% %TORCHVISION_BUILD_VERSION% %TORCHVISION_BUILD_NUMBER% if errorlevel 1 exit /b 1 vision-0.8.2/packaging/windows/internal/build_cpp_example.bat000066400000000000000000000001661376231312300244320ustar00rootroot00000000000000@echo on set CL=/I"C:\Program Files (x86)\torchvision\include" msbuild "-p:Configuration=Release" hello-world.vcxproj vision-0.8.2/packaging/windows/internal/build_frcnn.bat000066400000000000000000000001751376231312300232430ustar00rootroot00000000000000@echo on set CL=/I"C:\Program Files (x86)\torchvision\include" msbuild "-p:Configuration=Release" test_frcnn_tracing.vcxproj vision-0.8.2/packaging/windows/internal/build_wheels.bat000066400000000000000000000007251376231312300234250ustar00rootroot00000000000000if "%VC_YEAR%" == "2017" set VSDEVCMD_ARGS=-vcvars_ver=14.13 if "%VC_YEAR%" == "2017" powershell packaging/windows/internal/vs2017_install.ps1 if errorlevel 1 exit /b 1 call packaging/windows/internal/cuda_install.bat if errorlevel 1 exit /b 1 call packaging/windows/internal/nightly_defaults.bat Wheels if errorlevel 1 exit /b 1 call packaging/windows/build_vision.bat %CUDA_VERSION% %TORCHVISION_BUILD_VERSION% %TORCHVISION_BUILD_NUMBER% if errorlevel 1 exit /b 1 vision-0.8.2/packaging/windows/internal/check_deps.bat000066400000000000000000000035621376231312300230510ustar00rootroot00000000000000@echo off REM Check for necessary components IF NOT "%PROCESSOR_ARCHITECTURE%"=="AMD64" ( echo You should use 64 bits Windows to build and run PyTorch exit /b 1 ) IF "%BUILD_VISION%" == "" ( where /q cmake.exe IF ERRORLEVEL 1 ( echo CMake is required to compile PyTorch on Windows exit /b 1 ) ) IF NOT EXIST "%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" ( echo Visual Studio 2017 C++ BuildTools is required to compile PyTorch on Windows exit /b 1 ) for /f "usebackq tokens=*" %%i in (`"%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" -legacy -products * -version [15^,16^) -property installationPath`) do ( if exist "%%i" if exist "%%i\VC\Auxiliary\Build\vcvarsall.bat" ( set "VS15INSTALLDIR=%%i" set "VS15VCVARSALL=%%i\VC\Auxiliary\Build\vcvarsall.bat" goto vswhere ) ) :vswhere IF "%VS15VCVARSALL%"=="" ( echo Visual Studio 2017 C++ BuildTools is required to compile PyTorch on Windows exit /b 1 ) set MSSdk=1 set DISTUTILS_USE_SDK=1 where /q python.exe IF ERRORLEVEL 1 ( echo Python x64 3.5 or up is required to compile PyTorch on Windows exit /b 1 ) for /F "usebackq delims=" %%i in (`python -c "import sys; print('{0[0]}{0[1]}'.format(sys.version_info))"`) do ( set /a PYVER=%%i ) if %PYVER% LSS 35 ( echo Warning: PyTorch for Python 2 under Windows is experimental. echo Python x64 3.5 or up is recommended to compile PyTorch on Windows echo Maybe you can create a virual environment if you have conda installed: echo ^> conda create -n test python=3.6 pyyaml mkl numpy echo ^> activate test ) for /F "usebackq delims=" %%i in (`python -c "import struct;print( 8 * struct.calcsize('P'))"`) do ( set /a PYSIZE=%%i ) if %PYSIZE% NEQ 64 ( echo Python x64 3.5 or up is required to compile PyTorch on Windows exit /b 1 ) vision-0.8.2/packaging/windows/internal/check_opts.bat000066400000000000000000000012141376231312300230730ustar00rootroot00000000000000@echo off REM Check for optional components where /q ninja.exe IF NOT ERRORLEVEL 1 ( echo Ninja found, using it to speed up builds set CMAKE_GENERATOR=Ninja ) where /q clcache.exe IF NOT ERRORLEVEL 1 ( echo clcache found, using it to speed up builds set CC=clcache set CXX=clcache ) where /q sccache.exe IF NOT ERRORLEVEL 1 ( echo sccache found, using it to speed up builds set CC=sccache cl set CXX=sccache cl ) IF exist "%MKLProductDir%\mkl\lib\intel64_win" ( echo MKL found, adding it to build set "LIB=%MKLProductDir%\mkl\lib\intel64_win;%MKLProductDir%\compiler\lib\intel64_win;%LIB%"; ) exit /b 0 vision-0.8.2/packaging/windows/internal/clean.bat000066400000000000000000000000701376231312300220320ustar00rootroot00000000000000@echo off cd %MODULE_NAME% python setup.py clean cd .. vision-0.8.2/packaging/windows/internal/clone.bat000066400000000000000000000036671376231312300220670ustar00rootroot00000000000000@echo off :: The conda and wheels jobs are seperated on Windows, so we don't need to clone again. IF "%BUILD_VISION%" == "" ( if exist "%NIGHTLIES_PYTORCH_ROOT%" ( xcopy /E /Y /Q "%NIGHTLIES_PYTORCH_ROOT%" pytorch\ cd pytorch goto submodule ) ) git clone https://github.com/%PYTORCH_REPO%/%MODULE_NAME% cd %MODULE_NAME% IF NOT "%BUILD_VISION%" == "" goto latest_end IF "%PYTORCH_BRANCH%" == "latest" ( goto latest_start ) else ( goto latest_end ) :latest_start if "%NIGHTLIES_DATE%" == "" ( goto date_start ) else ( goto date_end ) :date_start set "DATE_CMD=Get-Date ([System.TimeZoneInfo]::ConvertTimeFromUtc((Get-Date).ToUniversalTime(), [System.TimeZoneInfo]::FindSystemTimeZoneById('Pacific Standard Time'))) -f 'yyyy_MM_dd'" set "DATE_COMPACT_CMD=Get-Date ([System.TimeZoneInfo]::ConvertTimeFromUtc((Get-Date).ToUniversalTime(), [System.TimeZoneInfo]::FindSystemTimeZoneById('Pacific Standard Time'))) -f 'yyyyMMdd'" FOR /F "delims=" %%i IN ('powershell -c "%DATE_CMD%"') DO set NIGHTLIES_DATE=%%i FOR /F "delims=" %%i IN ('powershell -c "%DATE_COMPACT_CMD%"') DO set NIGHTLIES_DATE_COMPACT=%%i :date_end if "%NIGHTLIES_DATE_COMPACT%" == "" set NIGHTLIES_DATE_COMPACT=%NIGHTLIES_DATE:~0,4%%NIGHTLIES_DATE:~5,2%%NIGHTLIES_DATE:~8,2% :: Switch to the latest commit by 11:59 yesterday echo PYTORCH_BRANCH is set to latest so I will find the last commit echo before 0:00 midnight on %NIGHTLIES_DATE% set git_date=%NIGHTLIES_DATE:_=-% FOR /F "delims=" %%i IN ('git log --before %git_date% -n 1 "--pretty=%%H"') DO set last_commit=%%i echo Setting PYTORCH_BRANCH to %last_commit% since that was the last echo commit before %NIGHTLIES_DATE% set PYTORCH_BRANCH=%last_commit% :latest_end IF "%PYTORCH_BRANCH%" == "" ( set PYTORCH_BRANCH=v%TORCHVISION_BUILD_VERSION% ) git checkout %PYTORCH_BRANCH% IF ERRORLEVEL 1 git checkout tags/%PYTORCH_BRANCH% :submodule git submodule update --init --recursive IF ERRORLEVEL 1 exit /b 1 vision-0.8.2/packaging/windows/internal/copy.bat000066400000000000000000000014371376231312300217320ustar00rootroot00000000000000copy "%CUDA_PATH%\bin\cusparse64_%CUDA_VERSION%.dll*" pytorch\torch\lib copy "%CUDA_PATH%\bin\cublas64_%CUDA_VERSION%.dll*" pytorch\torch\lib copy "%CUDA_PATH%\bin\cudart64_%CUDA_VERSION%.dll*" pytorch\torch\lib copy "%CUDA_PATH%\bin\curand64_%CUDA_VERSION%.dll*" pytorch\torch\lib copy "%CUDA_PATH%\bin\cufft64_%CUDA_VERSION%.dll*" pytorch\torch\lib copy "%CUDA_PATH%\bin\cufftw64_%CUDA_VERSION%.dll*" pytorch\torch\lib copy "%CUDA_PATH%\bin\cudnn64_%CUDNN_VERSION%.dll*" pytorch\torch\lib copy "%CUDA_PATH%\bin\nvrtc64_%CUDA_VERSION%*.dll*" pytorch\torch\lib copy "%CUDA_PATH%\bin\nvrtc-builtins64_%CUDA_VERSION%.dll*" pytorch\torch\lib copy "C:\Program Files\NVIDIA Corporation\NvToolsExt\bin\x64\nvToolsExt64_1.dll*" pytorch\torch\lib copy "%CONDA_LIB_PATH%\libiomp*5md.dll" pytorch\torch\lib vision-0.8.2/packaging/windows/internal/copy_cpu.bat000066400000000000000000000000721376231312300225730ustar00rootroot00000000000000copy "%CONDA_LIB_PATH%\libiomp*5md.dll" pytorch\torch\lib vision-0.8.2/packaging/windows/internal/cuda_install.bat000066400000000000000000000204101376231312300234120ustar00rootroot00000000000000@echo on if "%CU_VERSION%" == "cpu" ( echo Skipping for CPU builds exit /b 0 ) set SRC_DIR=%~dp0\.. if not exist "%SRC_DIR%\temp_build" mkdir "%SRC_DIR%\temp_build" set /a CUDA_VER=%CU_VERSION:cu=% set CUDA_VER_MAJOR=%CUDA_VER:~0,-1% set CUDA_VER_MINOR=%CUDA_VER:~-1,1% set CUDA_VERSION_STR=%CUDA_VER_MAJOR%.%CUDA_VER_MINOR% if %CUDA_VER% EQU 92 goto cuda92 if %CUDA_VER% EQU 100 goto cuda100 if %CUDA_VER% EQU 101 goto cuda101 if %CUDA_VER% EQU 102 goto cuda102 if %CUDA_VER% EQU 110 goto cuda110 echo CUDA %CUDA_VERSION_STR% is not supported exit /b 1 :cuda92 if not exist "%SRC_DIR%\temp_build\cuda_9.2.148_win10.exe" ( curl -k -L https://ossci-windows.s3.amazonaws.com/win2016/cuda_9.2.148_win10.exe --output "%SRC_DIR%\temp_build\cuda_9.2.148_win10.exe" if errorlevel 1 exit /b 1 set "CUDA_SETUP_FILE=%SRC_DIR%\temp_build\cuda_9.2.148_win10.exe" set "ARGS=nvcc_9.2 cuobjdump_9.2 nvprune_9.2 cupti_9.2 cublas_9.2 cublas_dev_9.2 cudart_9.2 cufft_9.2 cufft_dev_9.2 curand_9.2 curand_dev_9.2 cusolver_9.2 cusolver_dev_9.2 cusparse_9.2 cusparse_dev_9.2 nvgraph_9.2 nvgraph_dev_9.2 npp_9.2 npp_dev_9.2 nvrtc_9.2 nvrtc_dev_9.2 nvml_dev_9.2" ) if not exist "%SRC_DIR%\temp_build\cudnn-9.2-windows10-x64-v7.2.1.38.zip" ( curl -k -L https://ossci-windows.s3.amazonaws.com/win2016/cudnn-9.2-windows10-x64-v7.2.1.38.zip --output "%SRC_DIR%\temp_build\cudnn-9.2-windows10-x64-v7.2.1.38.zip" if errorlevel 1 exit /b 1 set "CUDNN_SETUP_FILE=%SRC_DIR%\temp_build\cudnn-9.2-windows10-x64-v7.2.1.38.zip" ) goto cuda_common :cuda100 if not exist "%SRC_DIR%\temp_build\cuda_10.0.130_411.31_win10.exe" ( curl -k -L https://ossci-windows.s3.amazonaws.com/win2016/cuda_10.0.130_411.31_win10.exe --output "%SRC_DIR%\temp_build\cuda_10.0.130_411.31_win10.exe" if errorlevel 1 exit /b 1 set "CUDA_SETUP_FILE=%SRC_DIR%\temp_build\cuda_10.0.130_411.31_win10.exe" set "ARGS=nvcc_10.0 cuobjdump_10.0 nvprune_10.0 cupti_10.0 cublas_10.0 cublas_dev_10.0 cudart_10.0 cufft_10.0 cufft_dev_10.0 curand_10.0 curand_dev_10.0 cusolver_10.0 cusolver_dev_10.0 cusparse_10.0 cusparse_dev_10.0 nvgraph_10.0 nvgraph_dev_10.0 npp_10.0 npp_dev_10.0 nvrtc_10.0 nvrtc_dev_10.0 nvml_dev_10.0" ) if not exist "%SRC_DIR%\temp_build\cudnn-10.0-windows10-x64-v7.4.1.5.zip" ( curl -k -L https://ossci-windows.s3.amazonaws.com/win2016/cudnn-10.0-windows10-x64-v7.4.1.5.zip --output "%SRC_DIR%\temp_build\cudnn-10.0-windows10-x64-v7.4.1.5.zip" if errorlevel 1 exit /b 1 set "CUDNN_SETUP_FILE=%SRC_DIR%\temp_build\cudnn-10.0-windows10-x64-v7.4.1.5.zip" ) goto cuda_common :cuda101 if not exist "%SRC_DIR%\temp_build\cuda_10.1.243_426.00_win10.exe" ( curl -k -L https://ossci-windows.s3.amazonaws.com/cuda_10.1.243_426.00_win10.exe --output "%SRC_DIR%\temp_build\cuda_10.1.243_426.00_win10.exe" if errorlevel 1 exit /b 1 set "CUDA_SETUP_FILE=%SRC_DIR%\temp_build\cuda_10.1.243_426.00_win10.exe" set "ARGS=nvcc_10.1 cuobjdump_10.1 nvprune_10.1 cupti_10.1 cublas_10.1 cublas_dev_10.1 cudart_10.1 cufft_10.1 cufft_dev_10.1 curand_10.1 curand_dev_10.1 cusolver_10.1 cusolver_dev_10.1 cusparse_10.1 cusparse_dev_10.1 nvgraph_10.1 nvgraph_dev_10.1 npp_10.1 npp_dev_10.1 nvrtc_10.1 nvrtc_dev_10.1 nvml_dev_10.1" ) if not exist "%SRC_DIR%\temp_build\cudnn-10.1-windows10-x64-v7.6.4.38.zip" ( curl -k -L https://ossci-windows.s3.amazonaws.com/cudnn-10.1-windows10-x64-v7.6.4.38.zip --output "%SRC_DIR%\temp_build\cudnn-10.1-windows10-x64-v7.6.4.38.zip" if errorlevel 1 exit /b 1 set "CUDNN_SETUP_FILE=%SRC_DIR%\temp_build\cudnn-10.1-windows10-x64-v7.6.4.38.zip" ) goto cuda_common :cuda102 if not exist "%SRC_DIR%\temp_build\cuda_10.2.89_441.22_win10.exe" ( curl -k -L https://ossci-windows.s3.amazonaws.com/cuda_10.2.89_441.22_win10.exe --output "%SRC_DIR%\temp_build\cuda_10.2.89_441.22_win10.exe" if errorlevel 1 exit /b 1 set "CUDA_SETUP_FILE=%SRC_DIR%\temp_build\cuda_10.2.89_441.22_win10.exe" set "ARGS=nvcc_10.2 cuobjdump_10.2 nvprune_10.2 cupti_10.2 cublas_10.2 cublas_dev_10.2 cudart_10.2 cufft_10.2 cufft_dev_10.2 curand_10.2 curand_dev_10.2 cusolver_10.2 cusolver_dev_10.2 cusparse_10.2 cusparse_dev_10.2 nvgraph_10.2 nvgraph_dev_10.2 npp_10.2 npp_dev_10.2 nvrtc_10.2 nvrtc_dev_10.2 nvml_dev_10.2" ) if not exist "%SRC_DIR%\temp_build\cudnn-10.2-windows10-x64-v7.6.5.32.zip" ( curl -k -L https://ossci-windows.s3.amazonaws.com/cudnn-10.2-windows10-x64-v7.6.5.32.zip --output "%SRC_DIR%\temp_build\cudnn-10.2-windows10-x64-v7.6.5.32.zip" if errorlevel 1 exit /b 1 set "CUDNN_SETUP_FILE=%SRC_DIR%\temp_build\cudnn-10.2-windows10-x64-v7.6.5.32.zip" ) goto cuda_common :cuda110 if not exist "%SRC_DIR%\temp_build\cuda_11.0.2_451.48_win10.exe" ( curl -k -L https://ossci-windows.s3.amazonaws.com/cuda_11.0.2_451.48_win10.exe --output "%SRC_DIR%\temp_build\cuda_11.0.2_451.48_win10.exe" if errorlevel 1 exit /b 1 set "CUDA_SETUP_FILE=%SRC_DIR%\temp_build\cuda_11.0.2_451.48_win10.exe" set "ARGS=nvcc_11.0 cuobjdump_11.0 nvprune_11.0 nvprof_11.0 cupti_11.0 cublas_11.0 cublas_dev_11.0 cudart_11.0 cufft_11.0 cufft_dev_11.0 curand_11.0 curand_dev_11.0 cusolver_11.0 cusolver_dev_11.0 cusparse_11.0 cusparse_dev_11.0 npp_11.0 npp_dev_11.0 nvrtc_11.0 nvrtc_dev_11.0 nvml_dev_11.0" ) if not exist "%SRC_DIR%\temp_build\cudnn-11.0-windows-x64-v8.0.2.39.zip" ( curl -k -L https://ossci-windows.s3.amazonaws.com/cudnn-11.0-windows-x64-v8.0.2.39.zip --output "%SRC_DIR%\temp_build\cudnn-11.0-windows-x64-v8.0.2.39.zip" if errorlevel 1 exit /b 1 set "CUDNN_SETUP_FILE=%SRC_DIR%\temp_build\cudnn-11.0-windows-x64-v8.0.2.39.zip" ) goto cuda_common :cuda_common if not exist "%SRC_DIR%\temp_build\NvToolsExt.7z" ( curl -k -L https://www.dropbox.com/s/9mcolalfdj4n979/NvToolsExt.7z?dl=1 --output "%SRC_DIR%\temp_build\NvToolsExt.7z" if errorlevel 1 exit /b 1 ) if not exist "%SRC_DIR%\temp_build\gpu_driver_dlls.7z" ( curl -k -L "https://drive.google.com/u/0/uc?id=1injUyo3lnarMgWyRcXqKg4UGnN0ysmuq&export=download" --output "%SRC_DIR%\temp_build\gpu_driver_dlls.zip" if errorlevel 1 exit /b 1 ) echo Installing CUDA toolkit... 7z x %CUDA_SETUP_FILE% -o"%SRC_DIR%\temp_build\cuda" pushd "%SRC_DIR%\temp_build\cuda" start /wait setup.exe -s %ARGS% popd echo Installing VS integration... xcopy /Y "%SRC_DIR%\temp_build\cuda\CUDAVisualStudioIntegration\extras\visual_studio_integration\MSBuildExtensions\*.*" "C:\Program Files (x86)\Microsoft Visual Studio\2017\BuildTools\Common7\IDE\VC\VCTargets\BuildCustomizations" echo Installing NvToolsExt... 7z x %SRC_DIR%\temp_build\NvToolsExt.7z -o"%SRC_DIR%\temp_build\NvToolsExt" mkdir "%ProgramFiles%\NVIDIA Corporation\NvToolsExt\bin\x64" mkdir "%ProgramFiles%\NVIDIA Corporation\NvToolsExt\include" mkdir "%ProgramFiles%\NVIDIA Corporation\NvToolsExt\lib\x64" xcopy /Y "%SRC_DIR%\temp_build\NvToolsExt\bin\x64\*.*" "%ProgramFiles%\NVIDIA Corporation\NvToolsExt\bin\x64" xcopy /Y "%SRC_DIR%\temp_build\NvToolsExt\include\*.*" "%ProgramFiles%\NVIDIA Corporation\NvToolsExt\include" xcopy /Y "%SRC_DIR%\temp_build\NvToolsExt\lib\x64\*.*" "%ProgramFiles%\NVIDIA Corporation\NvToolsExt\lib\x64" echo Setting up environment... set "PATH=%ProgramFiles%\NVIDIA GPU Computing Toolkit\CUDA\v%CUDA_VERSION_STR%\bin;%ProgramFiles%\NVIDIA GPU Computing Toolkit\CUDA\v%CUDA_VERSION_STR%\libnvvp;%PATH%" set "CUDA_PATH=%ProgramFiles%\NVIDIA GPU Computing Toolkit\CUDA\v%CUDA_VERSION_STR%" set "CUDA_PATH_V%CUDA_VER_MAJOR%_%CUDA_VER_MINOR%=%ProgramFiles%\NVIDIA GPU Computing Toolkit\CUDA\v%CUDA_VERSION_STR%" set "NVTOOLSEXT_PATH=%ProgramFiles%\NVIDIA Corporation\NvToolsExt\bin\x64" if not exist "%ProgramFiles%\NVIDIA GPU Computing Toolkit\CUDA\v%CUDA_VERSION_STR%\bin\nvcc.exe" ( echo CUDA %CUDA_VERSION_STR% installed failed. exit /b 1 ) echo Installing cuDNN... 7z x %CUDNN_SETUP_FILE% -o"%SRC_DIR%\temp_build\cudnn" xcopy /Y "%SRC_DIR%\temp_build\cudnn\cuda\bin\*.*" "%ProgramFiles%\NVIDIA GPU Computing Toolkit\CUDA\v%CUDA_VERSION_STR%\bin" xcopy /Y "%SRC_DIR%\temp_build\cudnn\cuda\lib\x64\*.*" "%ProgramFiles%\NVIDIA GPU Computing Toolkit\CUDA\v%CUDA_VERSION_STR%\lib\x64" xcopy /Y "%SRC_DIR%\temp_build\cudnn\cuda\include\*.*" "%ProgramFiles%\NVIDIA GPU Computing Toolkit\CUDA\v%CUDA_VERSION_STR%\include" echo Installing GPU driver DLLs 7z x %SRC_DIR%\temp_build\gpu_driver_dlls.zip -o"C:\Windows\System32" echo Cleaning temp files rd /s /q "%SRC_DIR%\temp_build" || ver > nul vision-0.8.2/packaging/windows/internal/dep_install.bat000066400000000000000000000005141376231312300232510ustar00rootroot00000000000000@echo off REM curl -k https://www.7-zip.org/a/7z1805-x64.exe -O REM if errorlevel 1 exit /b 1 REM start /wait 7z1805-x64.exe /S REM if errorlevel 1 exit /b 1 REM set "PATH=%ProgramFiles%\7-Zip;%PATH%" choco feature disable --name showDownloadProgress choco feature enable --name allowGlobalConfirmation choco install curl 7zip vision-0.8.2/packaging/windows/internal/env_fix.bat000066400000000000000000000016431376231312300224150ustar00rootroot00000000000000@echo off :: Caution: Please don't use this script locally :: It may destroy your build environment. setlocal IF NOT EXIST "%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" ( echo Visual Studio 2017 C++ BuildTools is required to compile PyTorch on Windows exit /b 1 ) for /f "usebackq tokens=*" %%i in (`"%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" -legacy -products * -version [15^,16^) -property installationPath`) do ( if exist "%%i" if exist "%%i\VC\Auxiliary\Build\vcvarsall.bat" ( set "VS15INSTALLDIR=%%i" set "VS15VCVARSALL=%%i\VC\Auxiliary\Build\vcvarsall.bat" goto vswhere ) ) :vswhere IF "%VS15VCVARSALL%"=="" ( echo Visual Studio 2017 C++ BuildTools is required to compile PyTorch on Windows exit /b 1 ) call "%VS15VCVARSALL%" x86_amd64 for /f "usebackq tokens=*" %%i in (`where link.exe`) do move "%%i" "%%i.bak" endlocal vision-0.8.2/packaging/windows/internal/nightly_defaults.bat000066400000000000000000000202221376231312300243160ustar00rootroot00000000000000@echo on if "%~1"=="" goto arg_error if NOT "%~2"=="" goto arg_error goto arg_end :arg_error echo Illegal number of parameters. Pass packge type `Conda` or `Wheels`. exit /b 1 :arg_end echo "nightly_defaults.bat at %CD% starting at %DATE%" set SRC_DIR=%~dp0\.. :: NIGHTLIES_FOLDER :: N.B. this is also defined in cron_start.sh :: An arbitrary root folder to store all nightlies folders, each of which is a :: parent level date folder with separate subdirs for logs, wheels, conda :: packages, etc. This should be kept the same across all scripts called in a :: cron job, so it only has a default value in the top-most script :: build_cron.sh to avoid the default values from diverging. if "%NIGHTLIES_FOLDER%" == "" set "NIGHTLIES_FOLDER=%SRC_DIR%" :: NIGHTLIES_DATE :: N.B. this is also defined in cron_start.sh :: The date in YYYY_mm_dd format that we are building for. If this is not :: already set, then this will first try to find the date of the nightlies :: folder that this builder repo exists in; e.g. if this script exists in :: some_dir/2019_09_04/builder/cron/ then this will be set to 2019_09_04 (must :: match YYYY_mm_dd). This is for convenience when debugging/uploading past :: dates, so that you don't have to set NIGHTLIES_DATE yourself. If a date :: folder cannot be found in that exact location, then this will default to :: the current date. if "%NIGHTLIES_DATE%" == "" ( goto date_start ) else ( goto date_end ) :date_start set "DATE_CMD=Get-Date ([System.TimeZoneInfo]::ConvertTimeFromUtc((Get-Date).ToUniversalTime(), [System.TimeZoneInfo]::FindSystemTimeZoneById('Pacific Standard Time'))) -f 'yyyy_MM_dd'" set "DATE_COMPACT_CMD=Get-Date ([System.TimeZoneInfo]::ConvertTimeFromUtc((Get-Date).ToUniversalTime(), [System.TimeZoneInfo]::FindSystemTimeZoneById('Pacific Standard Time'))) -f 'yyyyMMdd'" FOR /F "delims=" %%i IN ('powershell -c "%DATE_CMD%"') DO set NIGHTLIES_DATE=%%i FOR /F "delims=" %%i IN ('powershell -c "%DATE_COMPACT_CMD%"') DO set NIGHTLIES_DATE_COMPACT=%%i :date_end if "%NIGHTLIES_DATE_COMPACT%" == "" set NIGHTLIES_DATE_COMPACT=%NIGHTLIES_DATE:~0,4%%NIGHTLIES_DATE:~5,2%%NIGHTLIES_DATE:~8,2% :: Used in lots of places as the root dir to store all conda/wheel/manywheel :: packages as well as logs for the day set today=%NIGHTLIES_FOLDER%\%NIGHTLIES_DATE% mkdir "%today%" || ver >nul ::############################################################################# :: Add new configuration variables below this line. 'today' should always be :: defined ASAP to avoid weird errors ::############################################################################# :: List of people to email when things go wrong. This is passed directly to :: `mail -t` :: TODO: Not supported yet if "%NIGHTLIES_EMAIL_LIST%" == "" set NIGHTLIES_EMAIL_LIST=peterghost86@gmail.com :: PYTORCH_CREDENTIALS_FILE :: A bash file that exports credentials needed to upload to aws and anaconda. :: Needed variables are PYTORCH_ANACONDA_USERNAME, PYTORCH_ANACONDA_PASSWORD, :: AWS_ACCESS_KEY_ID, and AWS_SECRET_ACCESS_KEY. Or it can just export the AWS :: keys and then prepend a logged-in conda installation to the path. :: TODO: Not supported yet if "%PYTORCH_CREDENTIALS_FILE%" == "" set PYTORCH_CREDENTIALS_FILE=/c/Users/administrator/nightlies/credentials.sh :: Location of the temporary miniconda that is downloaded to install conda-build :: and aws to upload finished packages TODO this is messy to install this in :: upload.sh and later use it in upload_logs.sh if "%CONDA_UPLOADER_INSTALLATION%" == "" set "CONDA_UPLOADER_INSTALLATION=%today%\miniconda" :: N.B. BUILDER_REPO and BUILDER_BRANCH are both set in cron_start.sh, as that :: is the script that actually clones the builder repo that /this/ script is :: running from. pushd "%SRC_DIR%\.." set NIGHTLIES_BUILDER_ROOT=%CD% popd :: The shared pytorch repo to be used by all builds if "%NIGHTLIES_PYTORCH_ROOT%" == "" set "NIGHTLIES_PYTORCH_ROOT=%today%\vision" :: PYTORCH_REPO :: The Github org/user whose fork of Pytorch to check out (git clone :: https://github.com//pytorch.git). This will always be cloned :: fresh to build with. Default is 'pytorch' if "%PYTORCH_REPO%" == "" set PYTORCH_REPO=pytorch :: PYTORCH_BRANCH :: The branch of Pytorch to checkout for building (git checkout ). :: This can either be the name of the branch (e.g. git checkout :: my_branch_name) or can be a git commit (git checkout 4b2674n...). Default :: is 'latest', which is a special term that signals to pull the last commit :: before 0:00 midnight on the NIGHTLIES_DATE if "%PYTORCH_BRANCH%" == "" set PYTORCH_BRANCH=nightly :: Clone the requested pytorch checkout if exist "%NIGHTLIES_PYTORCH_ROOT%" ( goto clone_end ) else ( goto clone_start ) :clone_start git clone --recursive "https://github.com/%PYTORCH_REPO%/vision.git" "%NIGHTLIES_PYTORCH_ROOT%" pushd "%NIGHTLIES_PYTORCH_ROOT%" if "%PYTORCH_BRANCH%" == "latest" ( goto latest_start ) else ( goto latest_end ) :latest_start :: Switch to the latest commit by 11:59 yesterday echo PYTORCH_BRANCH is set to latest so I will find the last commit echo before 0:00 midnight on %NIGHTLIES_DATE% set git_date=%NIGHTLIES_DATE:_=-% FOR /F "delims=" %%i IN ('git log --before %git_date% -n 1 "--pretty=%%H"') DO set last_commit=%%i echo Setting PYTORCH_BRANCH to %last_commit% since that was the last echo commit before %NIGHTLIES_DATE% set PYTORCH_BRANCH=%last_commit% :latest_end git checkout "%PYTORCH_BRANCH%" git submodule update popd :clone_end if "%CUDA_VERSION%" == "cpu" ( set _DESIRED_CUDA=cpu ) else ( set _DESIRED_CUDA=cu%CUDA_VERSION% ) :: PYTORCH_BUILD_VERSION :: The actual version string. Used in conda like :: pytorch-nightly==1.0.0.dev20180908 :: or in manylinux like :: torch_nightly-1.0.0.dev20180908-cp27-cp27m-linux_x86_64.whl if "%TORCHVISION_BUILD_VERSION%" == "" set TORCHVISION_BUILD_VERSION=0.8.0.dev%NIGHTLIES_DATE_COMPACT% if "%~1" == "Wheels" ( if not "%CUDA_VERSION%" == "102" ( set TORCHVISION_BUILD_VERSION=%TORCHVISION_BUILD_VERSION%+%_DESIRED_CUDA% ) ) :: PYTORCH_BUILD_NUMBER :: This is usually the number 1. If more than one build is uploaded for the :: same version/date, then this can be incremented to 2,3 etc in which case :: '.post2' will be appended to the version string of the package. This can :: be set to '0' only if OVERRIDE_PACKAGE_VERSION is being used to bypass :: all the version string logic in downstream scripts. Since we use the :: override below, exporting this shouldn't actually matter. if "%TORCHVISION_BUILD_NUMBER%" == "" set /a TORCHVISION_BUILD_NUMBER=1 if %TORCHVISION_BUILD_NUMBER% GTR 1 set TORCHVISION_BUILD_VERSION=%TORCHVISION_BUILD_VERSION%%TORCHVISION_BUILD_NUMBER% :: The nightly builds use their own versioning logic, so we override whatever :: logic is in setup.py or other scripts :: TODO: Not supported yet set OVERRIDE_PACKAGE_VERSION=%TORCHVISION_BUILD_VERSION% set BUILD_VERSION=%TORCHVISION_BUILD_VERSION% :: Build folder for conda builds to use if "%TORCH_CONDA_BUILD_FOLDER%" == "" set TORCH_CONDA_BUILD_FOLDER=torchvision :: TORCH_PACKAGE_NAME :: The name of the package to upload. This should probably be pytorch or :: pytorch-nightly. N.B. that pip will change all '-' to '_' but conda will :: not. This is dealt with in downstream scripts. :: TODO: Not supported yet if "%TORCH_PACKAGE_NAME%" == "" set TORCH_PACKAGE_NAME=torchvision :: PIP_UPLOAD_FOLDER should end in a slash. This is to handle it being empty :: (when uploading to e.g. whl/cpu/) and also to handle nightlies (when :: uploading to e.g. /whl/nightly/cpu) :: TODO: Not supported yet if "%PIP_UPLOAD_FOLDER%" == "" set "PIP_UPLOAD_FOLDER=nightly\" :: The location of the binary_sizes dir in s3 is hardcoded into :: upload_binary_sizes.sh :: DAYS_TO_KEEP :: How many days to keep around for clean.sh. Build folders older than this :: will be purged at the end of cron jobs. '1' means to keep only the current :: day. Values less than 1 are not allowed. The default is 5. :: TODO: Not supported yet if "%DAYS_TO_KEEP%" == "" set /a DAYS_TO_KEEP=5 if %DAYS_TO_KEEP% LSS 1 ( echo DAYS_TO_KEEP cannot be less than 1. echo A value of 1 means to only keep the build for today exit /b 1 ) vision-0.8.2/packaging/windows/internal/publish.bat000066400000000000000000000033031376231312300224200ustar00rootroot00000000000000@echo off set SRC_DIR=%~dp0 pushd %SRC_DIR% if NOT "%CUDA_VERSION%" == "cpu" ( set PACKAGE_SUFFIX=_cuda%CUDA_VERSION% ) else ( set PACKAGE_SUFFIX= ) if "%PACKAGEFULLNAME%" == "Conda" ( set PACKAGE=conda ) else ( set PACKAGE=wheels ) if not defined PACKAGE_SUFFIX ( set PUBLISH_BRANCH=vision_%PACKAGE%_%DESIRED_PYTHON% ) else ( set PUBLISH_BRANCH=vision_%PACKAGE%_%DESIRED_PYTHON%%PACKAGE_SUFFIX% ) git clone %ARTIFACT_REPO_URL% -b %PUBLISH_BRANCH% --single-branch >nul 2>&1 IF ERRORLEVEL 1 ( echo Branch %PUBLISH_BRANCH% not exist, falling back to master set NO_BRANCH=1 git clone %ARTIFACT_REPO_URL% -b master --single-branch >nul 2>&1 ) IF ERRORLEVEL 1 ( echo Clone failed goto err ) cd pytorch_builder attrib -s -h -r . /s /d :: Empty repo rd /s /q . || ver >nul IF NOT EXIST %PACKAGE% mkdir %PACKAGE% xcopy /S /E /Y ..\..\output\*.* %PACKAGE%\ git config --global user.name "Azure DevOps" git config --global user.email peterghost86@gmail.com git init git checkout --orphan %PUBLISH_BRANCH% git remote add origin %ARTIFACT_REPO_URL% git add . git commit -m "Update artifacts" :push if "%RETRY_TIMES%" == "" ( set /a RETRY_TIMES=10 set /a SLEEP_TIME=2 ) else ( set /a RETRY_TIMES=%RETRY_TIMES%-1 set /a SLEEP_TIME=%SLEEP_TIME%*2 ) git push origin %PUBLISH_BRANCH% -f > nul 2>&1 IF ERRORLEVEL 1 ( echo Git push retry times remaining: %RETRY_TIMES% echo Sleep time: %SLEEP_TIME% seconds IF %RETRY_TIMES% EQU 0 ( echo Push failed goto err ) waitfor SomethingThatIsNeverHappening /t %SLEEP_TIME% 2>nul || ver >nul goto push ) ELSE ( set RETRY_TIMES= set SLEEP_TIME= ) popd exit /b 0 :err popd exit /b 1 vision-0.8.2/packaging/windows/internal/setup.bat000066400000000000000000000016351376231312300221200ustar00rootroot00000000000000@echo off echo The flags after configuring: echo NO_CUDA=%NO_CUDA% echo CMAKE_GENERATOR=%CMAKE_GENERATOR% if "%NO_CUDA%"=="" echo CUDA_PATH=%CUDA_PATH% if NOT "%CC%"=="" echo CC=%CC% if NOT "%CXX%"=="" echo CXX=%CXX% if NOT "%DISTUTILS_USE_SDK%"=="" echo DISTUTILS_USE_SDK=%DISTUTILS_USE_SDK% set SRC_DIR=%~dp0\.. IF "%VSDEVCMD_ARGS%" == "" ( call "%VS15VCVARSALL%" x64 ) ELSE ( call "%VS15VCVARSALL%" x64 %VSDEVCMD_ARGS% ) pushd %SRC_DIR% IF NOT exist "setup.py" ( cd %MODULE_NAME% ) if "%CXX%"=="sccache cl" ( sccache --stop-server sccache --start-server sccache --zero-stats ) :pytorch :: This stores in e.g. D:/_work/1/s/windows/output/cpu pip wheel -e . --no-deps --wheel-dir ../output :build_end IF ERRORLEVEL 1 exit /b 1 IF NOT ERRORLEVEL 0 exit /b 1 if "%CXX%"=="sccache cl" ( taskkill /im sccache.exe /f /t || ver > nul taskkill /im nvcc.exe /f /t || ver > nul ) cd .. vision-0.8.2/packaging/windows/internal/test.bat000066400000000000000000000036321376231312300217360ustar00rootroot00000000000000@echo off set SRC_DIR=%~dp0\.. pushd %SRC_DIR% set PYTHON_VERSION=%PYTHON_PREFIX:py=cp% if "%BUILD_VISION%" == "" ( pip install future pytest coverage hypothesis protobuf ) ELSE ( pip install future pytest "pillow>=4.1.1" ) for /F "delims=" %%i in ('where /R %SRC_DIR%\output *%MODULE_NAME%*%PYTHON_VERSION%*.whl') do pip install "%%i" if ERRORLEVEL 1 exit /b 1 if NOT "%BUILD_VISION%" == "" ( echo Smoke testing imports python -c "import torchvision" if ERRORLEVEL 1 exit /b 1 goto smoke_test_end ) echo Smoke testing imports python -c "import torch" if ERRORLEVEL 1 exit /b 1 python -c "from caffe2.python import core" if ERRORLEVEL 1 exit /b 1 echo Checking that MKL is available python -c "import torch; exit(0 if torch.backends.mkl.is_available() else 1)" if ERRORLEVEL 1 exit /b 1 setlocal EnableDelayedExpansion set NVIDIA_GPU_EXISTS=0 for /F "delims=" %%i in ('wmic path win32_VideoController get name') do ( set GPUS=%%i if not "x!GPUS:NVIDIA=!" == "x!GPUS!" ( SET NVIDIA_GPU_EXISTS=1 goto gpu_check_end ) ) :gpu_check_end endlocal & set NVIDIA_GPU_EXISTS=%NVIDIA_GPU_EXISTS% if NOT "%CUDA_PREFIX%" == "cpu" if "%NVIDIA_GPU_EXISTS%" == "1" ( echo Checking that CUDA archs are setup correctly python -c "import torch; torch.randn([3,5]).cuda()" if ERRORLEVEL 1 exit /b 1 echo Checking that magma is available python -c "import torch; torch.rand(1).cuda(); exit(0 if torch.cuda.has_magma else 1)" if ERRORLEVEL 1 exit /b 1 echo Checking that CuDNN is available python -c "import torch; exit(0 if torch.backends.cudnn.is_available() else 1)" if ERRORLEVEL 1 exit /b 1 ) :smoke_test_end echo Not running unit tests. Hopefully these problems are caught by CI goto test_end if "%BUILD_VISION%" == "" ( cd pytorch\test python run_test.py -v ) else ( cd vision pytest . ) if ERRORLEVEL 1 exit /b 1 :test_end popd exit /b 0 vision-0.8.2/packaging/windows/internal/upload.bat000066400000000000000000000047711376231312300222500ustar00rootroot00000000000000@echo off IF "%CONDA_UPLOADER_INSTALLATION%" == "" goto precheck_fail IF "%PYTORCH_FINAL_PACKAGE_DIR%" == "" goto precheck_fail IF "%today%" == "" goto precheck_fail IF "%PYTORCH_ANACONDA_USERNAME%" == "" goto precheck_fail IF "%PYTORCH_ANACONDA_PASSWORD%" == "" goto precheck_fail goto precheck_pass :precheck_fail echo Please run nightly_defaults.bat first. echo And remember to set `PYTORCH_FINAL_PACKAGE_DIR` echo Finally, don't forget to set anaconda tokens exit /b 1 :precheck_pass pushd %today% :: Install anaconda client set "CONDA_HOME=%CONDA_UPLOADER_INSTALLATION%" set "tmp_conda=%CONDA_HOME%" set "miniconda_exe=%CD%\miniconda.exe" rmdir /s /q "%CONDA_HOME%" del miniconda.exe curl -k https://repo.continuum.io/miniconda/Miniconda3-latest-Windows-x86_64.exe -o "%miniconda_exe%" popd IF ERRORLEVEL 1 ( echo Conda download failed exit /b 1 ) call %~dp0\..\..\conda\install_conda.bat IF ERRORLEVEL 1 ( echo Conda installation failed exit /b 1 ) set "ORIG_PATH=%PATH%" set "PATH=%CONDA_HOME%;%CONDA_HOME%\scripts;%CONDA_HOME%\Library\bin;%PATH%" REM conda install -y anaconda-client pip install git+https://github.com/peterjc123/anaconda-client.git@log_more_meaningfull_errors IF ERRORLEVEL 1 ( echo Anaconda client installation failed exit /b 1 ) set PYTORCH_FINAL_PACKAGE= :: Upload all the packages under `PYTORCH_FINAL_PACKAGE_DIR` FOR /F "delims=" %%i IN ('where /R %PYTORCH_FINAL_PACKAGE_DIR% *vision*.tar.bz2') DO ( set "PYTORCH_FINAL_PACKAGE=%%i" ) IF "%PYTORCH_FINAL_PACKAGE%" == "" ( echo No package to upload exit /b 0 ) :upload if "%RETRY_TIMES%" == "" ( set /a RETRY_TIMES=10 set /a SLEEP_TIME=2 ) else ( set /a RETRY_TIMES=%RETRY_TIMES%-1 set /a SLEEP_TIME=%SLEEP_TIME%*2 ) REM bash -c "yes | anaconda login --username "%PYTORCH_ANACONDA_USERNAME%" --password "%PYTORCH_ANACONDA_PASSWORD%"" anaconda login --username "%PYTORCH_ANACONDA_USERNAME%" --password "%PYTORCH_ANACONDA_PASSWORD%" IF ERRORLEVEL 1 ( echo Anaconda client login failed exit /b 1 ) echo Uploading %PYTORCH_FINAL_PACKAGE% to Anaconda Cloud anaconda upload "%PYTORCH_FINAL_PACKAGE%" -u pytorch-nightly --label main --force --no-progress IF ERRORLEVEL 1 ( echo Anaconda upload retry times remaining: %RETRY_TIMES% echo Sleep time: %SLEEP_TIME% seconds IF %RETRY_TIMES% EQU 0 ( echo Upload failed exit /b 1 ) waitfor SomethingThatIsNeverHappening /t %SLEEP_TIME% 2>nul || ver >nul goto upload ) ELSE ( set RETRY_TIMES= set SLEEP_TIME= ) vision-0.8.2/packaging/windows/internal/vc_env_helper.bat000066400000000000000000000017141376231312300235750ustar00rootroot00000000000000@echo on set VC_VERSION_LOWER=16 set VC_VERSION_UPPER=17 if "%VC_YEAR%" == "2017" ( set VC_VERSION_LOWER=15 set VC_VERSION_UPPER=16 ) for /f "usebackq tokens=*" %%i in (`"%ProgramFiles(x86)%\Microsoft Visual Studio\Installer\vswhere.exe" -legacy -products * -version [%VC_VERSION_LOWER%^,%VC_VERSION_UPPER%^) -property installationPath`) do ( if exist "%%i" if exist "%%i\VC\Auxiliary\Build\vcvarsall.bat" ( set "VS15INSTALLDIR=%%i" set "VS15VCVARSALL=%%i\VC\Auxiliary\Build\vcvarsall.bat" goto vswhere ) ) :vswhere if "%VSDEVCMD_ARGS%" == "" ( call "%VS15VCVARSALL%" x64 || exit /b 1 ) else ( call "%VS15VCVARSALL%" x64 %VSDEVCMD_ARGS% || exit /b 1 ) @echo on set DISTUTILS_USE_SDK=1 set args=%1 shift :start if [%1] == [] goto done set args=%args% %1 shift goto start :done if "%args%" == "" ( echo Usage: vc_env_helper.bat [command] [args] echo e.g. vc_env_helper.bat cl /c test.cpp ) %args% || exit /b 1 vision-0.8.2/packaging/windows/internal/vc_install_helper.sh000066400000000000000000000006061376231312300243160ustar00rootroot00000000000000#!/bin/bash set -ex if [[ "$CU_VERSION" == "cu92" ]]; then export VC_YEAR=2017 export VSDEVCMD_ARGS="-vcvars_ver=14.13" powershell packaging/windows/internal/vs2017_install.ps1 elif [[ "$CU_VERSION" == "cu100" ]]; then export VC_YEAR=2017 export VSDEVCMD_ARGS="" powershell packaging/windows/internal/vs2017_install.ps1 else export VC_YEAR=2019 export VSDEVCMD_ARGS="" fi vision-0.8.2/packaging/windows/internal/vs2017_install.ps1000066400000000000000000000031771376231312300234100ustar00rootroot00000000000000$VS_DOWNLOAD_LINK = "https://aka.ms/vs/15/release/vs_buildtools.exe" $VS_INSTALL_ARGS = @("--nocache","--quiet","--wait", "--add Microsoft.VisualStudio.Workload.VCTools", "--add Microsoft.VisualStudio.Component.VC.Tools.14.13", "--add Microsoft.Component.MSBuild", "--add Microsoft.VisualStudio.Component.Roslyn.Compiler", "--add Microsoft.VisualStudio.Component.TextTemplating", "--add Microsoft.VisualStudio.Component.VC.CoreIde", "--add Microsoft.VisualStudio.Component.VC.Redist.14.Latest", "--add Microsoft.VisualStudio.ComponentGroup.NativeDesktop.Core", "--add Microsoft.VisualStudio.Component.VC.Tools.x86.x64", "--add Microsoft.VisualStudio.ComponentGroup.NativeDesktop.Win81") curl.exe --retry 3 -kL $VS_DOWNLOAD_LINK --output vs_installer.exe if ($LASTEXITCODE -ne 0) { echo "Download of the VS 2017 installer failed" exit 1 } $process = Start-Process "${PWD}\vs_installer.exe" -ArgumentList $VS_INSTALL_ARGS -NoNewWindow -Wait -PassThru Remove-Item -Path vs_installer.exe -Force $exitCode = $process.ExitCode if (($exitCode -ne 0) -and ($exitCode -ne 3010)) { echo "VS 2017 installer exited with code $exitCode, which should be one of [0, 3010]." exit 1 } vision-0.8.2/packaging/windows/internal/vs2019_install.ps1000066400000000000000000000022731376231312300234060ustar00rootroot00000000000000$VS_DOWNLOAD_LINK = "https://aka.ms/vs/16/release/vs_buildtools.exe" $VS_INSTALL_ARGS = @("--nocache","--quiet","--wait", "--add Microsoft.VisualStudio.Workload.VCTools", "--add Microsoft.Component.MSBuild", "--add Microsoft.VisualStudio.Component.Roslyn.Compiler", "--add Microsoft.VisualStudio.Component.VC.CoreBuildTools", "--add Microsoft.VisualStudio.Component.VC.Redist.14.Latest", "--add Microsoft.VisualStudio.Component.VC.Tools.x86.x64") curl.exe --retry 3 -kL $VS_DOWNLOAD_LINK --output vs_installer.exe if ($LASTEXITCODE -ne 0) { echo "Download of the VS 2019 installer failed" exit 1 } $process = Start-Process "${PWD}\vs_installer.exe" -ArgumentList $VS_INSTALL_ARGS -NoNewWindow -Wait -PassThru Remove-Item -Path vs_installer.exe -Force $exitCode = $process.ExitCode if (($exitCode -ne 0) -and ($exitCode -ne 3010)) { echo "VS 2019 installer exited with code $exitCode, which should be one of [0, 3010]." exit 1 } vision-0.8.2/packaging/windows/internal/vs_install.bat000066400000000000000000000011011376231312300231220ustar00rootroot00000000000000@echo off set VS_DOWNLOAD_LINK=https://aka.ms/vs/15/release/vs_enterprise.exe set VS_INSTALL_PATH=C:\Program Files (x86)\Microsoft Visual Studio\2017\Enterprise set VS_INSTALL_ARGS=--nocache --quiet --wait --add Microsoft.VisualStudio.Component.VC.Tools.14.11 set VSDEVCMD_ARGS=-vcvars_ver=14.11 curl -k -L %VS_DOWNLOAD_LINK% --output vs_installer.exe if errorlevel 1 exit /b 1 start /wait vs_installer.exe modify --installPath "%VS_INSTALL_PATH%" %VS_INSTALL_ARGS% if not errorlevel 0 exit /b 1 if errorlevel 1 if not errorlevel 3010 exit /b 1 if errorlevel 3011 exit /b 1 vision-0.8.2/packaging/windows/old/000077500000000000000000000000001376231312300172255ustar00rootroot00000000000000vision-0.8.2/packaging/windows/old/cuda100.bat000066400000000000000000000026121376231312300210530ustar00rootroot00000000000000@echo off IF NOT "%BUILD_VISION%" == "" ( set MODULE_NAME=vision ) ELSE ( set MODULE_NAME=pytorch ) IF NOT EXIST "setup.py" IF NOT EXIST "%MODULE_NAME%" ( call internal\clone.bat cd .. IF ERRORLEVEL 1 goto eof ) ELSE ( call internal\clean.bat ) call internal\check_deps.bat IF ERRORLEVEL 1 goto eof REM Check for optional components set NO_CUDA= set CMAKE_GENERATOR=Visual Studio 15 2017 Win64 IF "%NVTOOLSEXT_PATH%"=="" ( echo NVTX ^(Visual Studio Extension ^for CUDA^) ^not installed, failing exit /b 1 goto optcheck ) IF "%CUDA_PATH_V10_0%"=="" ( echo CUDA 10.0 not found, failing exit /b 1 ) ELSE ( IF "%BUILD_VISION%" == "" ( set TORCH_CUDA_ARCH_LIST=3.5;5.0+PTX;6.0;6.1;7.0;7.5 set TORCH_NVCC_FLAGS=-Xfatbin -compress-all ) ELSE ( set NVCC_FLAGS=-D__CUDA_NO_HALF_OPERATORS__ --expt-relaxed-constexpr -gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_75,code=sm_75 -gencode=arch=compute_50,code=compute_50 ) set "CUDA_PATH=%CUDA_PATH_V10_0%" set "PATH=%CUDA_PATH_V10_0%\bin;%PATH%" ) :optcheck IF "%BUILD_VISION%" == "" ( call internal\check_opts.bat IF ERRORLEVEL 1 goto eof call internal\copy.bat IF ERRORLEVEL 1 goto eof ) call internal\setup.bat IF ERRORLEVEL 1 goto eof :eof vision-0.8.2/packaging/windows/old/cuda90.bat000066400000000000000000000025301376231312300210020ustar00rootroot00000000000000@echo off IF NOT "%BUILD_VISION%" == "" ( set MODULE_NAME=vision ) ELSE ( set MODULE_NAME=pytorch ) IF NOT EXIST "setup.py" IF NOT EXIST "%MODULE_NAME%" ( call internal\clone.bat cd .. IF ERRORLEVEL 1 goto eof ) ELSE ( call internal\clean.bat ) call internal\check_deps.bat IF ERRORLEVEL 1 goto eof REM Check for optional components set NO_CUDA= set CMAKE_GENERATOR=Visual Studio 15 2017 Win64 IF "%NVTOOLSEXT_PATH%"=="" ( echo NVTX ^(Visual Studio Extension ^for CUDA^) ^not installed, failing exit /b 1 goto optcheck ) IF "%CUDA_PATH_V9_0%"=="" ( echo CUDA 9 not found, failing exit /b 1 ) ELSE ( IF "%BUILD_VISION%" == "" ( set TORCH_CUDA_ARCH_LIST=3.5;5.0+PTX;6.0;7.0 set TORCH_NVCC_FLAGS=-Xfatbin -compress-all ) ELSE ( set NVCC_FLAGS=-D__CUDA_NO_HALF_OPERATORS__ --expt-relaxed-constexpr -gencode=arch=compute_35,code=sm_35 -gencode=arch=compute_50,code=sm_50 -gencode=arch=compute_60,code=sm_60 -gencode=arch=compute_70,code=sm_70 -gencode=arch=compute_50,code=compute_50 ) set "CUDA_PATH=%CUDA_PATH_V9_0%" set "PATH=%CUDA_PATH_V9_0%\bin;%PATH%" ) :optcheck IF "%BUILD_VISION%" == "" ( call internal\check_opts.bat IF ERRORLEVEL 1 goto eof call internal\copy.bat IF ERRORLEVEL 1 goto eof ) call internal\setup.bat IF ERRORLEVEL 1 goto eof :eof vision-0.8.2/packaging/windows/templates/000077500000000000000000000000001376231312300204455ustar00rootroot00000000000000vision-0.8.2/packaging/windows/templates/auth_task.yml000066400000000000000000000004271376231312300231560ustar00rootroot00000000000000jobs: - job: 'VSTS_Auth_Task' timeoutInMinutes: 5 cancelTimeoutInMinutes: 5 variables: - group: 'peterjc-vsts-token' pool: vmImage: 'vs2017-win2016' steps: - checkout: self clean: true - template: vsts_auth.yml parameters: auth: $(vsts_auth) vision-0.8.2/packaging/windows/templates/build_conda.yml000066400000000000000000000007171376231312300234400ustar00rootroot00000000000000parameters: msagent: false steps: - bash: 'find . -name "*.sh" -exec dos2unix {} +' displayName: Replace file endings - script: 'if not exist %PYTORCH_FINAL_PACKAGE_DIR% mkdir %PYTORCH_FINAL_PACKAGE_DIR%' displayName: 'Create final package directory' - bash: './packaging/conda/build_vision.sh $CUDA_VERSION $TORCHVISION_BUILD_VERSION $TORCHVISION_BUILD_NUMBER' displayName: Build env: ${{ if eq(parameters.msagent, 'true') }}: MAX_JOBS: 2 vision-0.8.2/packaging/windows/templates/build_task.yml000066400000000000000000000120071376231312300233110ustar00rootroot00000000000000parameters: package: '' spec: '' jobDesc: '' packageDesc: '' msagent: true cpuEnabled: true cudaEnabled: true condaEnabled: true wheelsEnabled: true override: false jobs: - job: 'Windows_${{ parameters.spec }}_${{ parameters.package }}_Build' timeoutInMinutes: 60 cancelTimeoutInMinutes: 5 condition: > or(and(eq('${{ parameters.package }}', 'Conda'), eq('${{ parameters.spec }}', 'CPU'), eq('${{ parameters.condaEnabled }}', 'true'), eq('${{ parameters.cpuEnabled }}', 'true')), and(eq('${{ parameters.package }}', 'Wheels'), eq('${{ parameters.spec }}', 'CPU'), eq('${{ parameters.wheelsEnabled }}', 'true'), eq('${{ parameters.cpuEnabled }}', 'true')), and(eq('${{ parameters.package }}', 'Conda'), eq('${{ parameters.spec }}', 'CUDA'), eq('${{ parameters.condaEnabled }}', 'true'), eq('${{ parameters.cudaEnabled }}', 'true')), and(eq('${{ parameters.package }}', 'Wheels'), eq('${{ parameters.spec }}', 'CUDA'), eq('${{ parameters.wheelsEnabled }}', 'true'), eq('${{ parameters.cudaEnabled }}', 'true'))) variables: - ${{ if eq(parameters.override, 'true') }}: - name: TORCHVISION_BUILD_NUMBER value: 1 - name: PYTORCH_REPO value: 'pytorch' - name: PYTORCH_BRANCH value: 'v0.4.0' - ${{ if eq(parameters.msagent, 'true') }}: - name: USE_SCCACHE value: 0 - ${{ if eq(parameters.msagent, 'false') }}: - name: USE_SCCACHE value: 1 - ${{ if eq(parameters.package, 'Conda') }}: - group: peterjc_anaconda_token - name: PYTORCH_FINAL_PACKAGE_DIR value: '$(Build.Repository.LocalPath)\packaging\windows\output' strategy: maxParallel: 10 matrix: ${{ if eq(parameters.spec, 'CPU') }}: PY3.5: DESIRED_PYTHON: 3.5 CUDA_VERSION: cpu PY3.6: DESIRED_PYTHON: 3.6 CUDA_VERSION: cpu PY3.7: DESIRED_PYTHON: 3.7 CUDA_VERSION: cpu PY3.8: DESIRED_PYTHON: 3.8 CUDA_VERSION: cpu ${{ if ne(parameters.spec, 'CPU') }}: PY3.5_92: DESIRED_PYTHON: 3.5 CUDA_VERSION: 92 PY3.6_92: DESIRED_PYTHON: 3.6 CUDA_VERSION: 92 PY3.7_92: DESIRED_PYTHON: 3.7 CUDA_VERSION: 92 PY3.8_92: DESIRED_PYTHON: 3.8 CUDA_VERSION: 92 PY3.5_101: DESIRED_PYTHON: 3.5 CUDA_VERSION: 101 PY3.6_101: DESIRED_PYTHON: 3.6 CUDA_VERSION: 101 PY3.7_101: DESIRED_PYTHON: 3.7 CUDA_VERSION: 101 PY3.8_101: DESIRED_PYTHON: 3.8 CUDA_VERSION: 101 PY3.5_102: DESIRED_PYTHON: 3.5 CUDA_VERSION: 102 PY3.6_102: DESIRED_PYTHON: 3.6 CUDA_VERSION: 102 PY3.7_102: DESIRED_PYTHON: 3.7 CUDA_VERSION: 102 PY3.8_102: DESIRED_PYTHON: 3.8 CUDA_VERSION: 102 pool: ${{ if eq(parameters.msagent, 'true') }}: vmImage: 'vs2017-win2016' ${{ if eq(parameters.msagent, 'false') }}: name: 'release' steps: - checkout: self clean: true - template: setup_env_for_msagent.yml parameters: msagent: ${{ parameters.msagent }} # - ${{ if and(eq(parameters.override, 'true'), eq(parameters.package, 'Wheels')) }}: # - template: override_pytorch_version.yml - template: setup_nightly_variables.yml parameters: package: ${{ parameters.package }} - ${{ if eq(parameters.package, 'Wheels') }}: - template: build_wheels.yml parameters: msagent: ${{ parameters.msagent }} - ${{ if eq(parameters.package, 'Conda') }}: - template: build_conda.yml parameters: msagent: ${{ parameters.msagent }} - ${{ if or(eq(parameters.package, 'Wheels'), eq(parameters.package, 'Conda')) }}: - template: publish_test_results.yml parameters: msagent: ${{ parameters.msagent }} # If you want to upload binaries to S3 & Anaconda Cloud, please uncomment this section. - ${{ if and(eq(parameters.package, 'Wheels'), eq(parameters.spec, 'CPU')) }}: - template: upload_to_s3.yml parameters: cuVer: '$(CUDA_VERSION)' cudaVer: '$(CUDA_VERSION)' - ${{ if and(eq(parameters.package, 'Wheels'), ne(parameters.spec, 'CPU')) }}: - template: upload_to_s3.yml parameters: cuVer: 'cu$(CUDA_VERSION)' cudaVer: 'cuda$(CUDA_VERSION)' - ${{ if eq(parameters.package, 'Conda') }}: - template: upload_to_conda.yml parameters: user: $(peterjc_conda_username) pass: $(peterjc_conda_password) # If you want to upload binaries to Azure Git, please uncomment this section. # - ${{ if or(eq(parameters.package, 'Wheels'), eq(parameters.package, 'Conda')) }}: # - template: publish_test_results.yml # parameters: # msagent: ${{ parameters.msagent }} # - template: publish_packages.yml # parameters: # package: ${{ parameters.package }} vision-0.8.2/packaging/windows/templates/build_wheels.yml000066400000000000000000000003731376231312300236410ustar00rootroot00000000000000parameters: msagent: false steps: - script: 'call packaging/windows/build_vision.bat %CUDA_VERSION% %TORCHVISION_BUILD_VERSION% %TORCHVISION_BUILD_NUMBER%' displayName: Build env: ${{ if eq(parameters.msagent, 'true') }}: MAX_JOBS: 2 vision-0.8.2/packaging/windows/templates/linux_build_task.yml000066400000000000000000000014211376231312300245260ustar00rootroot00000000000000parameters: msagent: true enabled: false jobs: - job: 'Linux_CPU_Conda_Build' timeoutInMinutes: 0 cancelTimeoutInMinutes: 5 condition: ${{ eq(parameters.enabled, 'true') }} variables: CUDA_VERSION: cpu TORCH_CONDA_BUILD_FOLDER: pytorch-nightly PYTORCH_FINAL_PACKAGE_DIR: '$(Build.Repository.LocalPath)/output' strategy: maxParallel: 10 matrix: PY3.5: DESIRED_PYTHON: 3.5 pool: vmImage: 'ubuntu-16.04' steps: - checkout: self clean: true - script: 'sudo apt-get install p7zip-full' displayName: 'Install 7Zip' - task: CondaEnvironment@1 displayName: 'Install conda-build' inputs: packageSpecs: 'conda-build' - template: build_conda.yml parameters: msagent: ${{ parameters.msagent }} vision-0.8.2/packaging/windows/templates/override_pytorch_version.yml000066400000000000000000000003231376231312300263220ustar00rootroot00000000000000steps: - script: 'windows/internal/override_pytorch_version.bat' displayName: 'Override PyTorch Build Version for Wheels' - script: 'echo $(PYTORCH_BUILD_VERSION)' displayName: 'Show PyTorch Build Version' vision-0.8.2/packaging/windows/templates/publish_packages.yml000066400000000000000000000003011376231312300244660ustar00rootroot00000000000000parameters: package: '' steps: - script: 'packaging/windows/internal/publish.bat' displayName: 'Upload packages to Azure DevOps Repo' env: PACKAGEFULLNAME: ${{ parameters.package }} vision-0.8.2/packaging/windows/templates/publish_test_results.yml000066400000000000000000000002731376231312300254600ustar00rootroot00000000000000steps: - task: PublishTestResults@2 # No test results to publish inputs: testResultsFiles: 'windows/pytorch/test/**/*.xml' testRunTitle: 'Publish test results' enabled: false vision-0.8.2/packaging/windows/templates/setup_env_for_msagent.yml000066400000000000000000000011111376231312300255560ustar00rootroot00000000000000parameters: msagent: false steps: - ${{ if eq(parameters.msagent, 'true') }}: - task: BatchScript@1 displayName: 'Install 7Zip & cURL' inputs: filename: 'packaging/windows/internal/dep_install.bat' modifyEnvironment: true - task: BatchScript@1 displayName: 'Install Visual Studio 2017' inputs: filename: 'packaging/windows/internal/vs_install.bat' modifyEnvironment: true - task: BatchScript@1 displayName: 'Install CUDA' inputs: filename: 'packaging/windows/internal/cuda_install.bat' modifyEnvironment: true vision-0.8.2/packaging/windows/templates/setup_nightly_variables.yml000066400000000000000000000003611376231312300261160ustar00rootroot00000000000000parameters: package: '' steps: - task: BatchScript@1 displayName: 'Setup nightly variables' inputs: filename: 'packaging/windows/internal/nightly_defaults.bat' arguments: ${{ parameters.package }} modifyEnvironment: true vision-0.8.2/packaging/windows/templates/upload_to_conda.yml000066400000000000000000000004071376231312300243230ustar00rootroot00000000000000parameters: user: '' pass: '' steps: - script: 'call packaging/windows/internal/upload.bat' displayName: 'Upload packages to Anaconda Cloud' env: PYTORCH_ANACONDA_USERNAME: ${{ parameters.user }} PYTORCH_ANACONDA_PASSWORD: ${{ parameters.pass }} vision-0.8.2/packaging/windows/templates/upload_to_s3.yml000066400000000000000000000006551376231312300235710ustar00rootroot00000000000000parameters: cuVer: '' cudaVer: '' steps: - task: AmazonWebServices.aws-vsts-tools.S3Upload.S3Upload@1 displayName: 'Upload ${{ parameters.cuVer }} wheel to S3' inputs: awsCredentials: 'Pytorch S3 bucket' bucketName: 'pytorch' sourceFolder: 'packaging/windows/output' globExpressions: '*.whl' targetFolder: 'whl/nightly/${{ parameters.cuVer }}/' filesAcl: 'public-read' flattenFolders: 'true' vision-0.8.2/packaging/windows/templates/vsts_auth.yml000066400000000000000000000002551376231312300232120ustar00rootroot00000000000000parameters: auth: '' steps: - script: 'call packaging/windows/internal/auth.bat' displayName: 'Sign in to Azure Pipelines' env: VSTS_AUTH: ${{ parameters.auth }} vision-0.8.2/references/000077500000000000000000000000001376231312300151525ustar00rootroot00000000000000vision-0.8.2/references/classification/000077500000000000000000000000001376231312300201455ustar00rootroot00000000000000vision-0.8.2/references/classification/README.md000066400000000000000000000110671376231312300214310ustar00rootroot00000000000000# Image classification reference training scripts This folder contains reference training scripts for image classification. They serve as a log of how to train specific models, as provide baseline training and evaluation scripts to quickly bootstrap research. Except otherwise noted, all models have been trained on 8x V100 GPUs with the following parameters: | Parameter | value | | ------------------------ | ------ | | `--batch_size` | `32` | | `--epochs` | `90` | | `--lr` | `0.1` | | `--momentum` | `0.9` | | `--wd`, `--weight-decay` | `1e-4` | | `--lr-step-size` | `30` | | `--lr-gamma` | `0.1` | ### AlexNet and VGG Since `AlexNet` and the original `VGG` architectures do not include batch normalization, the default initial learning rate `--lr 0.1` is to high. ``` python main.py --model $MODEL --lr 1e-2 ``` Here `$MODEL` is one of `alexnet`, `vgg11`, `vgg13`, `vgg16` or `vgg19`. Note that `vgg11_bn`, `vgg13_bn`, `vgg16_bn`, and `vgg19_bn` include batch normalization and thus are trained with the default parameters. ### ResNext-50 32x4d ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py\ --model resnext50_32x4d --epochs 100 ``` ### ResNext-101 32x8d On 8 nodes, each with 8 GPUs (for a total of 64 GPUS) ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py\ --model resnext101_32x8d --epochs 100 ``` ### MobileNetV2 ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py\ --model mobilenet_v2 --epochs 300 --lr 0.045 --wd 0.00004\ --lr-step-size 1 --lr-gamma 0.98 ``` ## Mixed precision training Automatic Mixed Precision (AMP) training on GPU for Pytorch can be enabled with the [NVIDIA Apex extension](https://github.com/NVIDIA/apex). Mixed precision training makes use of both FP32 and FP16 precisions where appropriate. FP16 operations can leverage the Tensor cores on NVIDIA GPUs (Volta, Turing or newer architectures) for improved throughput, generally without loss in model accuracy. Mixed precision training also often allows larger batch sizes. GPU automatic mixed precision training for Pytorch Vision can be enabled via the flag value `--apex=True`. ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py\ --model resnext50_32x4d --epochs 100 --apex ``` ## Quantized ### INT8 models We add INT8 quantized models to follow the quantization support added in PyTorch 1.3. Obtaining a pre-trained quantized model can be obtained with a few lines of code: ``` model = torchvision.models.quantization.mobilenet_v2(pretrained=True, quantize=True) model.eval() # run the model with quantized inputs and weights out = model(torch.rand(1, 3, 224, 224)) ``` We provide pre-trained quantized weights for the following models: | Model | Acc@1 | Acc@5 | |:-----------------:|:------:|:------:| | MobileNet V2 | 71.658 | 90.150 | | ShuffleNet V2: | 68.360 | 87.582 | | ResNet 18 | 69.494 | 88.882 | | ResNet 50 | 75.920 | 92.814 | | ResNext 101 32x8d | 78.986 | 94.480 | | Inception V3 | 77.176 | 93.354 | | GoogleNet | 69.826 | 89.404 | ### Parameters used for generating quantized models: For all post training quantized models (All quantized models except mobilenet-v2), the settings are: 1. num_calibration_batches: 32 2. num_workers: 16 3. batch_size: 32 4. eval_batch_size: 128 5. backend: 'fbgemm' For Mobilenet-v2, the model was trained with quantization aware training, the settings used are: 1. num_workers: 16 2. batch_size: 32 3. eval_batch_size: 128 4. backend: 'qnnpack' 5. learning-rate: 0.0001 6. num_epochs: 90 7. num_observer_update_epochs:4 8. num_batch_norm_update_epochs:3 9. momentum: 0.9 10. lr_step_size:30 11. lr_gamma: 0.1 Training converges at about 10 epochs. For post training quant, device is set to CPU. For training, the device is set to CUDA ### Command to evaluate quantized models using the pre-trained weights: For all quantized models except inception_v3: ``` python references/classification/train_quantization.py --data-path='imagenet_full_size/' \ --device='cpu' --test-only --backend='fbgemm' --model='' ``` For inception_v3, since it expects tensors with a size of N x 3 x 299 x 299, before running above command, need to change the input size of dataset_test in train.py to: ``` dataset_test = torchvision.datasets.ImageFolder( valdir, transforms.Compose([ transforms.Resize(342), transforms.CenterCrop(299), transforms.ToTensor(), normalize, ])) ``` vision-0.8.2/references/classification/train.py000066400000000000000000000274701376231312300216460ustar00rootroot00000000000000import datetime import os import time import torch import torch.utils.data from torch import nn import torchvision from torchvision import transforms import utils try: from apex import amp except ImportError: amp = None def train_one_epoch(model, criterion, optimizer, data_loader, device, epoch, print_freq, apex=False): model.train() metric_logger = utils.MetricLogger(delimiter=" ") metric_logger.add_meter('lr', utils.SmoothedValue(window_size=1, fmt='{value}')) metric_logger.add_meter('img/s', utils.SmoothedValue(window_size=10, fmt='{value}')) header = 'Epoch: [{}]'.format(epoch) for image, target in metric_logger.log_every(data_loader, print_freq, header): start_time = time.time() image, target = image.to(device), target.to(device) output = model(image) loss = criterion(output, target) optimizer.zero_grad() if apex: with amp.scale_loss(loss, optimizer) as scaled_loss: scaled_loss.backward() else: loss.backward() optimizer.step() acc1, acc5 = utils.accuracy(output, target, topk=(1, 5)) batch_size = image.shape[0] metric_logger.update(loss=loss.item(), lr=optimizer.param_groups[0]["lr"]) metric_logger.meters['acc1'].update(acc1.item(), n=batch_size) metric_logger.meters['acc5'].update(acc5.item(), n=batch_size) metric_logger.meters['img/s'].update(batch_size / (time.time() - start_time)) def evaluate(model, criterion, data_loader, device, print_freq=100): model.eval() metric_logger = utils.MetricLogger(delimiter=" ") header = 'Test:' with torch.no_grad(): for image, target in metric_logger.log_every(data_loader, print_freq, header): image = image.to(device, non_blocking=True) target = target.to(device, non_blocking=True) output = model(image) loss = criterion(output, target) acc1, acc5 = utils.accuracy(output, target, topk=(1, 5)) # FIXME need to take into account that the datasets # could have been padded in distributed setup batch_size = image.shape[0] metric_logger.update(loss=loss.item()) metric_logger.meters['acc1'].update(acc1.item(), n=batch_size) metric_logger.meters['acc5'].update(acc5.item(), n=batch_size) # gather the stats from all processes metric_logger.synchronize_between_processes() print(' * Acc@1 {top1.global_avg:.3f} Acc@5 {top5.global_avg:.3f}' .format(top1=metric_logger.acc1, top5=metric_logger.acc5)) return metric_logger.acc1.global_avg def _get_cache_path(filepath): import hashlib h = hashlib.sha1(filepath.encode()).hexdigest() cache_path = os.path.join("~", ".torch", "vision", "datasets", "imagefolder", h[:10] + ".pt") cache_path = os.path.expanduser(cache_path) return cache_path def load_data(traindir, valdir, cache_dataset, distributed): # Data loading code print("Loading data") normalize = transforms.Normalize(mean=[0.485, 0.456, 0.406], std=[0.229, 0.224, 0.225]) print("Loading training data") st = time.time() cache_path = _get_cache_path(traindir) if cache_dataset and os.path.exists(cache_path): # Attention, as the transforms are also cached! print("Loading dataset_train from {}".format(cache_path)) dataset, _ = torch.load(cache_path) else: dataset = torchvision.datasets.ImageFolder( traindir, transforms.Compose([ transforms.RandomResizedCrop(224), transforms.RandomHorizontalFlip(), transforms.ToTensor(), normalize, ])) if cache_dataset: print("Saving dataset_train to {}".format(cache_path)) utils.mkdir(os.path.dirname(cache_path)) utils.save_on_master((dataset, traindir), cache_path) print("Took", time.time() - st) print("Loading validation data") cache_path = _get_cache_path(valdir) if cache_dataset and os.path.exists(cache_path): # Attention, as the transforms are also cached! print("Loading dataset_test from {}".format(cache_path)) dataset_test, _ = torch.load(cache_path) else: dataset_test = torchvision.datasets.ImageFolder( valdir, transforms.Compose([ transforms.Resize(256), transforms.CenterCrop(224), transforms.ToTensor(), normalize, ])) if cache_dataset: print("Saving dataset_test to {}".format(cache_path)) utils.mkdir(os.path.dirname(cache_path)) utils.save_on_master((dataset_test, valdir), cache_path) print("Creating data loaders") if distributed: train_sampler = torch.utils.data.distributed.DistributedSampler(dataset) test_sampler = torch.utils.data.distributed.DistributedSampler(dataset_test) else: train_sampler = torch.utils.data.RandomSampler(dataset) test_sampler = torch.utils.data.SequentialSampler(dataset_test) return dataset, dataset_test, train_sampler, test_sampler def main(args): if args.apex and amp is None: raise RuntimeError("Failed to import apex. Please install apex from https://www.github.com/nvidia/apex " "to enable mixed-precision training.") if args.output_dir: utils.mkdir(args.output_dir) utils.init_distributed_mode(args) print(args) device = torch.device(args.device) torch.backends.cudnn.benchmark = True train_dir = os.path.join(args.data_path, 'train') val_dir = os.path.join(args.data_path, 'val') dataset, dataset_test, train_sampler, test_sampler = load_data(train_dir, val_dir, args.cache_dataset, args.distributed) data_loader = torch.utils.data.DataLoader( dataset, batch_size=args.batch_size, sampler=train_sampler, num_workers=args.workers, pin_memory=True) data_loader_test = torch.utils.data.DataLoader( dataset_test, batch_size=args.batch_size, sampler=test_sampler, num_workers=args.workers, pin_memory=True) print("Creating model") model = torchvision.models.__dict__[args.model](pretrained=args.pretrained) model.to(device) if args.distributed and args.sync_bn: model = torch.nn.SyncBatchNorm.convert_sync_batchnorm(model) criterion = nn.CrossEntropyLoss() optimizer = torch.optim.SGD( model.parameters(), lr=args.lr, momentum=args.momentum, weight_decay=args.weight_decay) if args.apex: model, optimizer = amp.initialize(model, optimizer, opt_level=args.apex_opt_level ) lr_scheduler = torch.optim.lr_scheduler.StepLR(optimizer, step_size=args.lr_step_size, gamma=args.lr_gamma) model_without_ddp = model if args.distributed: model = torch.nn.parallel.DistributedDataParallel(model, device_ids=[args.gpu]) model_without_ddp = model.module if args.resume: checkpoint = torch.load(args.resume, map_location='cpu') model_without_ddp.load_state_dict(checkpoint['model']) optimizer.load_state_dict(checkpoint['optimizer']) lr_scheduler.load_state_dict(checkpoint['lr_scheduler']) args.start_epoch = checkpoint['epoch'] + 1 if args.test_only: evaluate(model, criterion, data_loader_test, device=device) return print("Start training") start_time = time.time() for epoch in range(args.start_epoch, args.epochs): if args.distributed: train_sampler.set_epoch(epoch) train_one_epoch(model, criterion, optimizer, data_loader, device, epoch, args.print_freq, args.apex) lr_scheduler.step() evaluate(model, criterion, data_loader_test, device=device) if args.output_dir: checkpoint = { 'model': model_without_ddp.state_dict(), 'optimizer': optimizer.state_dict(), 'lr_scheduler': lr_scheduler.state_dict(), 'epoch': epoch, 'args': args} utils.save_on_master( checkpoint, os.path.join(args.output_dir, 'model_{}.pth'.format(epoch))) utils.save_on_master( checkpoint, os.path.join(args.output_dir, 'checkpoint.pth')) total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('Training time {}'.format(total_time_str)) def parse_args(): import argparse parser = argparse.ArgumentParser(description='PyTorch Classification Training') parser.add_argument('--data-path', default='/datasets01/imagenet_full_size/061417/', help='dataset') parser.add_argument('--model', default='resnet18', help='model') parser.add_argument('--device', default='cuda', help='device') parser.add_argument('-b', '--batch-size', default=32, type=int) parser.add_argument('--epochs', default=90, type=int, metavar='N', help='number of total epochs to run') parser.add_argument('-j', '--workers', default=16, type=int, metavar='N', help='number of data loading workers (default: 16)') parser.add_argument('--lr', default=0.1, type=float, help='initial learning rate') parser.add_argument('--momentum', default=0.9, type=float, metavar='M', help='momentum') parser.add_argument('--wd', '--weight-decay', default=1e-4, type=float, metavar='W', help='weight decay (default: 1e-4)', dest='weight_decay') parser.add_argument('--lr-step-size', default=30, type=int, help='decrease lr every step-size epochs') parser.add_argument('--lr-gamma', default=0.1, type=float, help='decrease lr by a factor of lr-gamma') parser.add_argument('--print-freq', default=10, type=int, help='print frequency') parser.add_argument('--output-dir', default='.', help='path where to save') parser.add_argument('--resume', default='', help='resume from checkpoint') parser.add_argument('--start-epoch', default=0, type=int, metavar='N', help='start epoch') parser.add_argument( "--cache-dataset", dest="cache_dataset", help="Cache the datasets for quicker initialization. It also serializes the transforms", action="store_true", ) parser.add_argument( "--sync-bn", dest="sync_bn", help="Use sync batch norm", action="store_true", ) parser.add_argument( "--test-only", dest="test_only", help="Only test the model", action="store_true", ) parser.add_argument( "--pretrained", dest="pretrained", help="Use pre-trained models from the modelzoo", action="store_true", ) # Mixed precision training parameters parser.add_argument('--apex', action='store_true', help='Use apex for mixed precision training') parser.add_argument('--apex-opt-level', default='O1', type=str, help='For apex mixed precision training' 'O0 for FP32 training, O1 for mixed precision training.' 'For further detail, see https://github.com/NVIDIA/apex/tree/master/examples/imagenet' ) # distributed training parameters parser.add_argument('--world-size', default=1, type=int, help='number of distributed processes') parser.add_argument('--dist-url', default='env://', help='url used to set up distributed training') args = parser.parse_args() return args if __name__ == "__main__": args = parse_args() main(args) vision-0.8.2/references/classification/train_quantization.py000066400000000000000000000251761376231312300244550ustar00rootroot00000000000000import datetime import os import time import sys import copy import torch import torch.utils.data from torch import nn import torchvision import torch.quantization import utils from train import train_one_epoch, evaluate, load_data def main(args): if args.output_dir: utils.mkdir(args.output_dir) utils.init_distributed_mode(args) print(args) if args.post_training_quantize and args.distributed: raise RuntimeError("Post training quantization example should not be performed " "on distributed mode") # Set backend engine to ensure that quantized model runs on the correct kernels if args.backend not in torch.backends.quantized.supported_engines: raise RuntimeError("Quantized backend not supported: " + str(args.backend)) torch.backends.quantized.engine = args.backend device = torch.device(args.device) torch.backends.cudnn.benchmark = True # Data loading code print("Loading data") train_dir = os.path.join(args.data_path, 'train') val_dir = os.path.join(args.data_path, 'val') dataset, dataset_test, train_sampler, test_sampler = load_data(train_dir, val_dir, args.cache_dataset, args.distributed) data_loader = torch.utils.data.DataLoader( dataset, batch_size=args.batch_size, sampler=train_sampler, num_workers=args.workers, pin_memory=True) data_loader_test = torch.utils.data.DataLoader( dataset_test, batch_size=args.eval_batch_size, sampler=test_sampler, num_workers=args.workers, pin_memory=True) print("Creating model", args.model) # when training quantized models, we always start from a pre-trained fp32 reference model model = torchvision.models.quantization.__dict__[args.model](pretrained=True, quantize=args.test_only) model.to(device) if not (args.test_only or args.post_training_quantize): model.fuse_model() model.qconfig = torch.quantization.get_default_qat_qconfig(args.backend) torch.quantization.prepare_qat(model, inplace=True) if args.distributed and args.sync_bn: model = torch.nn.SyncBatchNorm.convert_sync_batchnorm(model) optimizer = torch.optim.SGD( model.parameters(), lr=args.lr, momentum=args.momentum, weight_decay=args.weight_decay) lr_scheduler = torch.optim.lr_scheduler.StepLR(optimizer, step_size=args.lr_step_size, gamma=args.lr_gamma) criterion = nn.CrossEntropyLoss() model_without_ddp = model if args.distributed: model = torch.nn.parallel.DistributedDataParallel(model, device_ids=[args.gpu]) model_without_ddp = model.module if args.resume: checkpoint = torch.load(args.resume, map_location='cpu') model_without_ddp.load_state_dict(checkpoint['model']) optimizer.load_state_dict(checkpoint['optimizer']) lr_scheduler.load_state_dict(checkpoint['lr_scheduler']) args.start_epoch = checkpoint['epoch'] + 1 if args.post_training_quantize: # perform calibration on a subset of the training dataset # for that, create a subset of the training dataset ds = torch.utils.data.Subset( dataset, indices=list(range(args.batch_size * args.num_calibration_batches))) data_loader_calibration = torch.utils.data.DataLoader( ds, batch_size=args.batch_size, shuffle=False, num_workers=args.workers, pin_memory=True) model.eval() model.fuse_model() model.qconfig = torch.quantization.get_default_qconfig(args.backend) torch.quantization.prepare(model, inplace=True) # Calibrate first print("Calibrating") evaluate(model, criterion, data_loader_calibration, device=device, print_freq=1) torch.quantization.convert(model, inplace=True) if args.output_dir: print('Saving quantized model') if utils.is_main_process(): torch.save(model.state_dict(), os.path.join(args.output_dir, 'quantized_post_train_model.pth')) print("Evaluating post-training quantized model") evaluate(model, criterion, data_loader_test, device=device) return if args.test_only: evaluate(model, criterion, data_loader_test, device=device) return model.apply(torch.quantization.enable_observer) model.apply(torch.quantization.enable_fake_quant) start_time = time.time() for epoch in range(args.start_epoch, args.epochs): if args.distributed: train_sampler.set_epoch(epoch) print('Starting training for epoch', epoch) train_one_epoch(model, criterion, optimizer, data_loader, device, epoch, args.print_freq) lr_scheduler.step() with torch.no_grad(): if epoch >= args.num_observer_update_epochs: print('Disabling observer for subseq epochs, epoch = ', epoch) model.apply(torch.quantization.disable_observer) if epoch >= args.num_batch_norm_update_epochs: print('Freezing BN for subseq epochs, epoch = ', epoch) model.apply(torch.nn.intrinsic.qat.freeze_bn_stats) print('Evaluate QAT model') evaluate(model, criterion, data_loader_test, device=device) quantized_eval_model = copy.deepcopy(model_without_ddp) quantized_eval_model.eval() quantized_eval_model.to(torch.device('cpu')) torch.quantization.convert(quantized_eval_model, inplace=True) print('Evaluate Quantized model') evaluate(quantized_eval_model, criterion, data_loader_test, device=torch.device('cpu')) model.train() if args.output_dir: checkpoint = { 'model': model_without_ddp.state_dict(), 'eval_model': quantized_eval_model.state_dict(), 'optimizer': optimizer.state_dict(), 'lr_scheduler': lr_scheduler.state_dict(), 'epoch': epoch, 'args': args} utils.save_on_master( checkpoint, os.path.join(args.output_dir, 'model_{}.pth'.format(epoch))) utils.save_on_master( checkpoint, os.path.join(args.output_dir, 'checkpoint.pth')) print('Saving models after epoch ', epoch) total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('Training time {}'.format(total_time_str)) def parse_args(): import argparse parser = argparse.ArgumentParser(description='PyTorch Classification Training') parser.add_argument('--data-path', default='/datasets01/imagenet_full_size/061417/', help='dataset') parser.add_argument('--model', default='mobilenet_v2', help='model') parser.add_argument('--backend', default='qnnpack', help='fbgemm or qnnpack') parser.add_argument('--device', default='cuda', help='device') parser.add_argument('-b', '--batch-size', default=32, type=int, help='batch size for calibration/training') parser.add_argument('--eval-batch-size', default=128, type=int, help='batch size for evaluation') parser.add_argument('--epochs', default=90, type=int, metavar='N', help='number of total epochs to run') parser.add_argument('--num-observer-update-epochs', default=4, type=int, metavar='N', help='number of total epochs to update observers') parser.add_argument('--num-batch-norm-update-epochs', default=3, type=int, metavar='N', help='number of total epochs to update batch norm stats') parser.add_argument('--num-calibration-batches', default=32, type=int, metavar='N', help='number of batches of training set for \ observer calibration ') parser.add_argument('-j', '--workers', default=16, type=int, metavar='N', help='number of data loading workers (default: 16)') parser.add_argument('--lr', default=0.0001, type=float, help='initial learning rate') parser.add_argument('--momentum', default=0.9, type=float, metavar='M', help='momentum') parser.add_argument('--wd', '--weight-decay', default=1e-4, type=float, metavar='W', help='weight decay (default: 1e-4)', dest='weight_decay') parser.add_argument('--lr-step-size', default=30, type=int, help='decrease lr every step-size epochs') parser.add_argument('--lr-gamma', default=0.1, type=float, help='decrease lr by a factor of lr-gamma') parser.add_argument('--print-freq', default=10, type=int, help='print frequency') parser.add_argument('--output-dir', default='.', help='path where to save') parser.add_argument('--resume', default='', help='resume from checkpoint') parser.add_argument('--start-epoch', default=0, type=int, metavar='N', help='start epoch') parser.add_argument( "--cache-dataset", dest="cache_dataset", help="Cache the datasets for quicker initialization. \ It also serializes the transforms", action="store_true", ) parser.add_argument( "--sync-bn", dest="sync_bn", help="Use sync batch norm", action="store_true", ) parser.add_argument( "--test-only", dest="test_only", help="Only test the model", action="store_true", ) parser.add_argument( "--post-training-quantize", dest="post_training_quantize", help="Post training quantize the model", action="store_true", ) # distributed training parameters parser.add_argument('--world-size', default=1, type=int, help='number of distributed processes') parser.add_argument('--dist-url', default='env://', help='url used to set up distributed training') args = parser.parse_args() return args if __name__ == "__main__": args = parse_args() main(args) vision-0.8.2/references/classification/utils.py000066400000000000000000000164521376231312300216670ustar00rootroot00000000000000from collections import defaultdict, deque import datetime import time import torch import torch.distributed as dist import errno import os class SmoothedValue(object): """Track a series of values and provide access to smoothed values over a window or the global series average. """ def __init__(self, window_size=20, fmt=None): if fmt is None: fmt = "{median:.4f} ({global_avg:.4f})" self.deque = deque(maxlen=window_size) self.total = 0.0 self.count = 0 self.fmt = fmt def update(self, value, n=1): self.deque.append(value) self.count += n self.total += value * n def synchronize_between_processes(self): """ Warning: does not synchronize the deque! """ if not is_dist_avail_and_initialized(): return t = torch.tensor([self.count, self.total], dtype=torch.float64, device='cuda') dist.barrier() dist.all_reduce(t) t = t.tolist() self.count = int(t[0]) self.total = t[1] @property def median(self): d = torch.tensor(list(self.deque)) return d.median().item() @property def avg(self): d = torch.tensor(list(self.deque), dtype=torch.float32) return d.mean().item() @property def global_avg(self): return self.total / self.count @property def max(self): return max(self.deque) @property def value(self): return self.deque[-1] def __str__(self): return self.fmt.format( median=self.median, avg=self.avg, global_avg=self.global_avg, max=self.max, value=self.value) class MetricLogger(object): def __init__(self, delimiter="\t"): self.meters = defaultdict(SmoothedValue) self.delimiter = delimiter def update(self, **kwargs): for k, v in kwargs.items(): if isinstance(v, torch.Tensor): v = v.item() assert isinstance(v, (float, int)) self.meters[k].update(v) def __getattr__(self, attr): if attr in self.meters: return self.meters[attr] if attr in self.__dict__: return self.__dict__[attr] raise AttributeError("'{}' object has no attribute '{}'".format( type(self).__name__, attr)) def __str__(self): loss_str = [] for name, meter in self.meters.items(): loss_str.append( "{}: {}".format(name, str(meter)) ) return self.delimiter.join(loss_str) def synchronize_between_processes(self): for meter in self.meters.values(): meter.synchronize_between_processes() def add_meter(self, name, meter): self.meters[name] = meter def log_every(self, iterable, print_freq, header=None): i = 0 if not header: header = '' start_time = time.time() end = time.time() iter_time = SmoothedValue(fmt='{avg:.4f}') data_time = SmoothedValue(fmt='{avg:.4f}') space_fmt = ':' + str(len(str(len(iterable)))) + 'd' if torch.cuda.is_available(): log_msg = self.delimiter.join([ header, '[{0' + space_fmt + '}/{1}]', 'eta: {eta}', '{meters}', 'time: {time}', 'data: {data}', 'max mem: {memory:.0f}' ]) else: log_msg = self.delimiter.join([ header, '[{0' + space_fmt + '}/{1}]', 'eta: {eta}', '{meters}', 'time: {time}', 'data: {data}' ]) MB = 1024.0 * 1024.0 for obj in iterable: data_time.update(time.time() - end) yield obj iter_time.update(time.time() - end) if i % print_freq == 0: eta_seconds = iter_time.global_avg * (len(iterable) - i) eta_string = str(datetime.timedelta(seconds=int(eta_seconds))) if torch.cuda.is_available(): print(log_msg.format( i, len(iterable), eta=eta_string, meters=str(self), time=str(iter_time), data=str(data_time), memory=torch.cuda.max_memory_allocated() / MB)) else: print(log_msg.format( i, len(iterable), eta=eta_string, meters=str(self), time=str(iter_time), data=str(data_time))) i += 1 end = time.time() total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('{} Total time: {}'.format(header, total_time_str)) def accuracy(output, target, topk=(1,)): """Computes the accuracy over the k top predictions for the specified values of k""" with torch.no_grad(): maxk = max(topk) batch_size = target.size(0) _, pred = output.topk(maxk, 1, True, True) pred = pred.t() correct = pred.eq(target[None]) res = [] for k in topk: correct_k = correct[:k].flatten().sum(dtype=torch.float32) res.append(correct_k * (100.0 / batch_size)) return res def mkdir(path): try: os.makedirs(path) except OSError as e: if e.errno != errno.EEXIST: raise def setup_for_distributed(is_master): """ This function disables printing when not in master process """ import builtins as __builtin__ builtin_print = __builtin__.print def print(*args, **kwargs): force = kwargs.pop('force', False) if is_master or force: builtin_print(*args, **kwargs) __builtin__.print = print def is_dist_avail_and_initialized(): if not dist.is_available(): return False if not dist.is_initialized(): return False return True def get_world_size(): if not is_dist_avail_and_initialized(): return 1 return dist.get_world_size() def get_rank(): if not is_dist_avail_and_initialized(): return 0 return dist.get_rank() def is_main_process(): return get_rank() == 0 def save_on_master(*args, **kwargs): if is_main_process(): torch.save(*args, **kwargs) def init_distributed_mode(args): if 'RANK' in os.environ and 'WORLD_SIZE' in os.environ: args.rank = int(os.environ["RANK"]) args.world_size = int(os.environ['WORLD_SIZE']) args.gpu = int(os.environ['LOCAL_RANK']) elif 'SLURM_PROCID' in os.environ: args.rank = int(os.environ['SLURM_PROCID']) args.gpu = args.rank % torch.cuda.device_count() elif hasattr(args, "rank"): pass else: print('Not using distributed mode') args.distributed = False return args.distributed = True torch.cuda.set_device(args.gpu) args.dist_backend = 'nccl' print('| distributed init (rank {}): {}'.format( args.rank, args.dist_url), flush=True) torch.distributed.init_process_group(backend=args.dist_backend, init_method=args.dist_url, world_size=args.world_size, rank=args.rank) setup_for_distributed(args.rank == 0) vision-0.8.2/references/detection/000077500000000000000000000000001376231312300171305ustar00rootroot00000000000000vision-0.8.2/references/detection/README.md000066400000000000000000000026251376231312300204140ustar00rootroot00000000000000# Object detection reference training scripts This folder contains reference training scripts for object detection. They serve as a log of how to train specific models, to provide baseline training and evaluation scripts to quickly bootstrap research. To execute the example commands below you must install the following: ``` cython pycocotools matplotlib ``` You must modify the following flags: `--data-path=/path/to/coco/dataset` `--nproc_per_node=` Except otherwise noted, all models have been trained on 8x V100 GPUs. ### Faster R-CNN ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py\ --dataset coco --model fasterrcnn_resnet50_fpn --epochs 26\ --lr-steps 16 22 --aspect-ratio-group-factor 3 ``` ### RetinaNet ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py\ --dataset coco --model retinanet_resnet50_fpn --epochs 26\ --lr-steps 16 22 --aspect-ratio-group-factor 3 --lr 0.01 ``` ### Mask R-CNN ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py\ --dataset coco --model maskrcnn_resnet50_fpn --epochs 26\ --lr-steps 16 22 --aspect-ratio-group-factor 3 ``` ### Keypoint R-CNN ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py\ --dataset coco_kp --model keypointrcnn_resnet50_fpn --epochs 46\ --lr-steps 36 43 --aspect-ratio-group-factor 3 ``` vision-0.8.2/references/detection/coco_eval.py000066400000000000000000000273401376231312300214420ustar00rootroot00000000000000import json import tempfile import numpy as np import copy import time import torch import torch._six from pycocotools.cocoeval import COCOeval from pycocotools.coco import COCO import pycocotools.mask as mask_util from collections import defaultdict import utils class CocoEvaluator(object): def __init__(self, coco_gt, iou_types): assert isinstance(iou_types, (list, tuple)) coco_gt = copy.deepcopy(coco_gt) self.coco_gt = coco_gt self.iou_types = iou_types self.coco_eval = {} for iou_type in iou_types: self.coco_eval[iou_type] = COCOeval(coco_gt, iouType=iou_type) self.img_ids = [] self.eval_imgs = {k: [] for k in iou_types} def update(self, predictions): img_ids = list(np.unique(list(predictions.keys()))) self.img_ids.extend(img_ids) for iou_type in self.iou_types: results = self.prepare(predictions, iou_type) coco_dt = loadRes(self.coco_gt, results) if results else COCO() coco_eval = self.coco_eval[iou_type] coco_eval.cocoDt = coco_dt coco_eval.params.imgIds = list(img_ids) img_ids, eval_imgs = evaluate(coco_eval) self.eval_imgs[iou_type].append(eval_imgs) def synchronize_between_processes(self): for iou_type in self.iou_types: self.eval_imgs[iou_type] = np.concatenate(self.eval_imgs[iou_type], 2) create_common_coco_eval(self.coco_eval[iou_type], self.img_ids, self.eval_imgs[iou_type]) def accumulate(self): for coco_eval in self.coco_eval.values(): coco_eval.accumulate() def summarize(self): for iou_type, coco_eval in self.coco_eval.items(): print("IoU metric: {}".format(iou_type)) coco_eval.summarize() def prepare(self, predictions, iou_type): if iou_type == "bbox": return self.prepare_for_coco_detection(predictions) elif iou_type == "segm": return self.prepare_for_coco_segmentation(predictions) elif iou_type == "keypoints": return self.prepare_for_coco_keypoint(predictions) else: raise ValueError("Unknown iou type {}".format(iou_type)) def prepare_for_coco_detection(self, predictions): coco_results = [] for original_id, prediction in predictions.items(): if len(prediction) == 0: continue boxes = prediction["boxes"] boxes = convert_to_xywh(boxes).tolist() scores = prediction["scores"].tolist() labels = prediction["labels"].tolist() coco_results.extend( [ { "image_id": original_id, "category_id": labels[k], "bbox": box, "score": scores[k], } for k, box in enumerate(boxes) ] ) return coco_results def prepare_for_coco_segmentation(self, predictions): coco_results = [] for original_id, prediction in predictions.items(): if len(prediction) == 0: continue scores = prediction["scores"] labels = prediction["labels"] masks = prediction["masks"] masks = masks > 0.5 scores = prediction["scores"].tolist() labels = prediction["labels"].tolist() rles = [ mask_util.encode(np.array(mask[0, :, :, np.newaxis], dtype=np.uint8, order="F"))[0] for mask in masks ] for rle in rles: rle["counts"] = rle["counts"].decode("utf-8") coco_results.extend( [ { "image_id": original_id, "category_id": labels[k], "segmentation": rle, "score": scores[k], } for k, rle in enumerate(rles) ] ) return coco_results def prepare_for_coco_keypoint(self, predictions): coco_results = [] for original_id, prediction in predictions.items(): if len(prediction) == 0: continue boxes = prediction["boxes"] boxes = convert_to_xywh(boxes).tolist() scores = prediction["scores"].tolist() labels = prediction["labels"].tolist() keypoints = prediction["keypoints"] keypoints = keypoints.flatten(start_dim=1).tolist() coco_results.extend( [ { "image_id": original_id, "category_id": labels[k], 'keypoints': keypoint, "score": scores[k], } for k, keypoint in enumerate(keypoints) ] ) return coco_results def convert_to_xywh(boxes): xmin, ymin, xmax, ymax = boxes.unbind(1) return torch.stack((xmin, ymin, xmax - xmin, ymax - ymin), dim=1) def merge(img_ids, eval_imgs): all_img_ids = utils.all_gather(img_ids) all_eval_imgs = utils.all_gather(eval_imgs) merged_img_ids = [] for p in all_img_ids: merged_img_ids.extend(p) merged_eval_imgs = [] for p in all_eval_imgs: merged_eval_imgs.append(p) merged_img_ids = np.array(merged_img_ids) merged_eval_imgs = np.concatenate(merged_eval_imgs, 2) # keep only unique (and in sorted order) images merged_img_ids, idx = np.unique(merged_img_ids, return_index=True) merged_eval_imgs = merged_eval_imgs[..., idx] return merged_img_ids, merged_eval_imgs def create_common_coco_eval(coco_eval, img_ids, eval_imgs): img_ids, eval_imgs = merge(img_ids, eval_imgs) img_ids = list(img_ids) eval_imgs = list(eval_imgs.flatten()) coco_eval.evalImgs = eval_imgs coco_eval.params.imgIds = img_ids coco_eval._paramsEval = copy.deepcopy(coco_eval.params) ################################################################# # From pycocotools, just removed the prints and fixed # a Python3 bug about unicode not defined ################################################################# # Ideally, pycocotools wouldn't have hard-coded prints # so that we could avoid copy-pasting those two functions def createIndex(self): # create index # print('creating index...') anns, cats, imgs = {}, {}, {} imgToAnns, catToImgs = defaultdict(list), defaultdict(list) if 'annotations' in self.dataset: for ann in self.dataset['annotations']: imgToAnns[ann['image_id']].append(ann) anns[ann['id']] = ann if 'images' in self.dataset: for img in self.dataset['images']: imgs[img['id']] = img if 'categories' in self.dataset: for cat in self.dataset['categories']: cats[cat['id']] = cat if 'annotations' in self.dataset and 'categories' in self.dataset: for ann in self.dataset['annotations']: catToImgs[ann['category_id']].append(ann['image_id']) # print('index created!') # create class members self.anns = anns self.imgToAnns = imgToAnns self.catToImgs = catToImgs self.imgs = imgs self.cats = cats maskUtils = mask_util def loadRes(self, resFile): """ Load result file and return a result api object. :param resFile (str) : file name of result file :return: res (obj) : result api object """ res = COCO() res.dataset['images'] = [img for img in self.dataset['images']] # print('Loading and preparing results...') # tic = time.time() if isinstance(resFile, torch._six.string_classes): anns = json.load(open(resFile)) elif type(resFile) == np.ndarray: anns = self.loadNumpyAnnotations(resFile) else: anns = resFile assert type(anns) == list, 'results in not an array of objects' annsImgIds = [ann['image_id'] for ann in anns] assert set(annsImgIds) == (set(annsImgIds) & set(self.getImgIds())), \ 'Results do not correspond to current coco set' if 'caption' in anns[0]: imgIds = set([img['id'] for img in res.dataset['images']]) & set([ann['image_id'] for ann in anns]) res.dataset['images'] = [img for img in res.dataset['images'] if img['id'] in imgIds] for id, ann in enumerate(anns): ann['id'] = id + 1 elif 'bbox' in anns[0] and not anns[0]['bbox'] == []: res.dataset['categories'] = copy.deepcopy(self.dataset['categories']) for id, ann in enumerate(anns): bb = ann['bbox'] x1, x2, y1, y2 = [bb[0], bb[0] + bb[2], bb[1], bb[1] + bb[3]] if 'segmentation' not in ann: ann['segmentation'] = [[x1, y1, x1, y2, x2, y2, x2, y1]] ann['area'] = bb[2] * bb[3] ann['id'] = id + 1 ann['iscrowd'] = 0 elif 'segmentation' in anns[0]: res.dataset['categories'] = copy.deepcopy(self.dataset['categories']) for id, ann in enumerate(anns): # now only support compressed RLE format as segmentation results ann['area'] = maskUtils.area(ann['segmentation']) if 'bbox' not in ann: ann['bbox'] = maskUtils.toBbox(ann['segmentation']) ann['id'] = id + 1 ann['iscrowd'] = 0 elif 'keypoints' in anns[0]: res.dataset['categories'] = copy.deepcopy(self.dataset['categories']) for id, ann in enumerate(anns): s = ann['keypoints'] x = s[0::3] y = s[1::3] x1, x2, y1, y2 = np.min(x), np.max(x), np.min(y), np.max(y) ann['area'] = (x2 - x1) * (y2 - y1) ann['id'] = id + 1 ann['bbox'] = [x1, y1, x2 - x1, y2 - y1] # print('DONE (t={:0.2f}s)'.format(time.time()- tic)) res.dataset['annotations'] = anns createIndex(res) return res def evaluate(self): ''' Run per image evaluation on given images and store results (a list of dict) in self.evalImgs :return: None ''' # tic = time.time() # print('Running per image evaluation...') p = self.params # add backward compatibility if useSegm is specified in params if p.useSegm is not None: p.iouType = 'segm' if p.useSegm == 1 else 'bbox' print('useSegm (deprecated) is not None. Running {} evaluation'.format(p.iouType)) # print('Evaluate annotation type *{}*'.format(p.iouType)) p.imgIds = list(np.unique(p.imgIds)) if p.useCats: p.catIds = list(np.unique(p.catIds)) p.maxDets = sorted(p.maxDets) self.params = p self._prepare() # loop through images, area range, max detection number catIds = p.catIds if p.useCats else [-1] if p.iouType == 'segm' or p.iouType == 'bbox': computeIoU = self.computeIoU elif p.iouType == 'keypoints': computeIoU = self.computeOks self.ious = { (imgId, catId): computeIoU(imgId, catId) for imgId in p.imgIds for catId in catIds} evaluateImg = self.evaluateImg maxDet = p.maxDets[-1] evalImgs = [ evaluateImg(imgId, catId, areaRng, maxDet) for catId in catIds for areaRng in p.areaRng for imgId in p.imgIds ] # this is NOT in the pycocotools code, but could be done outside evalImgs = np.asarray(evalImgs).reshape(len(catIds), len(p.areaRng), len(p.imgIds)) self._paramsEval = copy.deepcopy(self.params) # toc = time.time() # print('DONE (t={:0.2f}s).'.format(toc-tic)) return p.imgIds, evalImgs ################################################################# # end of straight copy from pycocotools, just removing the prints ################################################################# vision-0.8.2/references/detection/coco_utils.py000066400000000000000000000211501376231312300216440ustar00rootroot00000000000000import copy import os from PIL import Image import torch import torch.utils.data import torchvision from pycocotools import mask as coco_mask from pycocotools.coco import COCO import transforms as T class FilterAndRemapCocoCategories(object): def __init__(self, categories, remap=True): self.categories = categories self.remap = remap def __call__(self, image, target): anno = target["annotations"] anno = [obj for obj in anno if obj["category_id"] in self.categories] if not self.remap: target["annotations"] = anno return image, target anno = copy.deepcopy(anno) for obj in anno: obj["category_id"] = self.categories.index(obj["category_id"]) target["annotations"] = anno return image, target def convert_coco_poly_to_mask(segmentations, height, width): masks = [] for polygons in segmentations: rles = coco_mask.frPyObjects(polygons, height, width) mask = coco_mask.decode(rles) if len(mask.shape) < 3: mask = mask[..., None] mask = torch.as_tensor(mask, dtype=torch.uint8) mask = mask.any(dim=2) masks.append(mask) if masks: masks = torch.stack(masks, dim=0) else: masks = torch.zeros((0, height, width), dtype=torch.uint8) return masks class ConvertCocoPolysToMask(object): def __call__(self, image, target): w, h = image.size image_id = target["image_id"] image_id = torch.tensor([image_id]) anno = target["annotations"] anno = [obj for obj in anno if obj['iscrowd'] == 0] boxes = [obj["bbox"] for obj in anno] # guard against no boxes via resizing boxes = torch.as_tensor(boxes, dtype=torch.float32).reshape(-1, 4) boxes[:, 2:] += boxes[:, :2] boxes[:, 0::2].clamp_(min=0, max=w) boxes[:, 1::2].clamp_(min=0, max=h) classes = [obj["category_id"] for obj in anno] classes = torch.tensor(classes, dtype=torch.int64) segmentations = [obj["segmentation"] for obj in anno] masks = convert_coco_poly_to_mask(segmentations, h, w) keypoints = None if anno and "keypoints" in anno[0]: keypoints = [obj["keypoints"] for obj in anno] keypoints = torch.as_tensor(keypoints, dtype=torch.float32) num_keypoints = keypoints.shape[0] if num_keypoints: keypoints = keypoints.view(num_keypoints, -1, 3) keep = (boxes[:, 3] > boxes[:, 1]) & (boxes[:, 2] > boxes[:, 0]) boxes = boxes[keep] classes = classes[keep] masks = masks[keep] if keypoints is not None: keypoints = keypoints[keep] target = {} target["boxes"] = boxes target["labels"] = classes target["masks"] = masks target["image_id"] = image_id if keypoints is not None: target["keypoints"] = keypoints # for conversion to coco api area = torch.tensor([obj["area"] for obj in anno]) iscrowd = torch.tensor([obj["iscrowd"] for obj in anno]) target["area"] = area target["iscrowd"] = iscrowd return image, target def _coco_remove_images_without_annotations(dataset, cat_list=None): def _has_only_empty_bbox(anno): return all(any(o <= 1 for o in obj["bbox"][2:]) for obj in anno) def _count_visible_keypoints(anno): return sum(sum(1 for v in ann["keypoints"][2::3] if v > 0) for ann in anno) min_keypoints_per_image = 10 def _has_valid_annotation(anno): # if it's empty, there is no annotation if len(anno) == 0: return False # if all boxes have close to zero area, there is no annotation if _has_only_empty_bbox(anno): return False # keypoints task have a slight different critera for considering # if an annotation is valid if "keypoints" not in anno[0]: return True # for keypoint detection tasks, only consider valid images those # containing at least min_keypoints_per_image if _count_visible_keypoints(anno) >= min_keypoints_per_image: return True return False assert isinstance(dataset, torchvision.datasets.CocoDetection) ids = [] for ds_idx, img_id in enumerate(dataset.ids): ann_ids = dataset.coco.getAnnIds(imgIds=img_id, iscrowd=None) anno = dataset.coco.loadAnns(ann_ids) if cat_list: anno = [obj for obj in anno if obj["category_id"] in cat_list] if _has_valid_annotation(anno): ids.append(ds_idx) dataset = torch.utils.data.Subset(dataset, ids) return dataset def convert_to_coco_api(ds): coco_ds = COCO() # annotation IDs need to start at 1, not 0, see torchvision issue #1530 ann_id = 1 dataset = {'images': [], 'categories': [], 'annotations': []} categories = set() for img_idx in range(len(ds)): # find better way to get target # targets = ds.get_annotations(img_idx) img, targets = ds[img_idx] image_id = targets["image_id"].item() img_dict = {} img_dict['id'] = image_id img_dict['height'] = img.shape[-2] img_dict['width'] = img.shape[-1] dataset['images'].append(img_dict) bboxes = targets["boxes"] bboxes[:, 2:] -= bboxes[:, :2] bboxes = bboxes.tolist() labels = targets['labels'].tolist() areas = targets['area'].tolist() iscrowd = targets['iscrowd'].tolist() if 'masks' in targets: masks = targets['masks'] # make masks Fortran contiguous for coco_mask masks = masks.permute(0, 2, 1).contiguous().permute(0, 2, 1) if 'keypoints' in targets: keypoints = targets['keypoints'] keypoints = keypoints.reshape(keypoints.shape[0], -1).tolist() num_objs = len(bboxes) for i in range(num_objs): ann = {} ann['image_id'] = image_id ann['bbox'] = bboxes[i] ann['category_id'] = labels[i] categories.add(labels[i]) ann['area'] = areas[i] ann['iscrowd'] = iscrowd[i] ann['id'] = ann_id if 'masks' in targets: ann["segmentation"] = coco_mask.encode(masks[i].numpy()) if 'keypoints' in targets: ann['keypoints'] = keypoints[i] ann['num_keypoints'] = sum(k != 0 for k in keypoints[i][2::3]) dataset['annotations'].append(ann) ann_id += 1 dataset['categories'] = [{'id': i} for i in sorted(categories)] coco_ds.dataset = dataset coco_ds.createIndex() return coco_ds def get_coco_api_from_dataset(dataset): for _ in range(10): if isinstance(dataset, torchvision.datasets.CocoDetection): break if isinstance(dataset, torch.utils.data.Subset): dataset = dataset.dataset if isinstance(dataset, torchvision.datasets.CocoDetection): return dataset.coco return convert_to_coco_api(dataset) class CocoDetection(torchvision.datasets.CocoDetection): def __init__(self, img_folder, ann_file, transforms): super(CocoDetection, self).__init__(img_folder, ann_file) self._transforms = transforms def __getitem__(self, idx): img, target = super(CocoDetection, self).__getitem__(idx) image_id = self.ids[idx] target = dict(image_id=image_id, annotations=target) if self._transforms is not None: img, target = self._transforms(img, target) return img, target def get_coco(root, image_set, transforms, mode='instances'): anno_file_template = "{}_{}2017.json" PATHS = { "train": ("train2017", os.path.join("annotations", anno_file_template.format(mode, "train"))), "val": ("val2017", os.path.join("annotations", anno_file_template.format(mode, "val"))), # "train": ("val2017", os.path.join("annotations", anno_file_template.format(mode, "val"))) } t = [ConvertCocoPolysToMask()] if transforms is not None: t.append(transforms) transforms = T.Compose(t) img_folder, ann_file = PATHS[image_set] img_folder = os.path.join(root, img_folder) ann_file = os.path.join(root, ann_file) dataset = CocoDetection(img_folder, ann_file, transforms=transforms) if image_set == "train": dataset = _coco_remove_images_without_annotations(dataset) # dataset = torch.utils.data.Subset(dataset, [i for i in range(500)]) return dataset def get_coco_kp(root, image_set, transforms): return get_coco(root, image_set, transforms, mode="person_keypoints") vision-0.8.2/references/detection/engine.py000066400000000000000000000071631376231312300207560ustar00rootroot00000000000000import math import sys import time import torch import torchvision.models.detection.mask_rcnn from coco_utils import get_coco_api_from_dataset from coco_eval import CocoEvaluator import utils def train_one_epoch(model, optimizer, data_loader, device, epoch, print_freq): model.train() metric_logger = utils.MetricLogger(delimiter=" ") metric_logger.add_meter('lr', utils.SmoothedValue(window_size=1, fmt='{value:.6f}')) header = 'Epoch: [{}]'.format(epoch) lr_scheduler = None if epoch == 0: warmup_factor = 1. / 1000 warmup_iters = min(1000, len(data_loader) - 1) lr_scheduler = utils.warmup_lr_scheduler(optimizer, warmup_iters, warmup_factor) for images, targets in metric_logger.log_every(data_loader, print_freq, header): images = list(image.to(device) for image in images) targets = [{k: v.to(device) for k, v in t.items()} for t in targets] loss_dict = model(images, targets) losses = sum(loss for loss in loss_dict.values()) # reduce losses over all GPUs for logging purposes loss_dict_reduced = utils.reduce_dict(loss_dict) losses_reduced = sum(loss for loss in loss_dict_reduced.values()) loss_value = losses_reduced.item() if not math.isfinite(loss_value): print("Loss is {}, stopping training".format(loss_value)) print(loss_dict_reduced) sys.exit(1) optimizer.zero_grad() losses.backward() optimizer.step() if lr_scheduler is not None: lr_scheduler.step() metric_logger.update(loss=losses_reduced, **loss_dict_reduced) metric_logger.update(lr=optimizer.param_groups[0]["lr"]) return metric_logger def _get_iou_types(model): model_without_ddp = model if isinstance(model, torch.nn.parallel.DistributedDataParallel): model_without_ddp = model.module iou_types = ["bbox"] if isinstance(model_without_ddp, torchvision.models.detection.MaskRCNN): iou_types.append("segm") if isinstance(model_without_ddp, torchvision.models.detection.KeypointRCNN): iou_types.append("keypoints") return iou_types @torch.no_grad() def evaluate(model, data_loader, device): n_threads = torch.get_num_threads() # FIXME remove this and make paste_masks_in_image run on the GPU torch.set_num_threads(1) cpu_device = torch.device("cpu") model.eval() metric_logger = utils.MetricLogger(delimiter=" ") header = 'Test:' coco = get_coco_api_from_dataset(data_loader.dataset) iou_types = _get_iou_types(model) coco_evaluator = CocoEvaluator(coco, iou_types) for images, targets in metric_logger.log_every(data_loader, 100, header): images = list(img.to(device) for img in images) torch.cuda.synchronize() model_time = time.time() outputs = model(images) outputs = [{k: v.to(cpu_device) for k, v in t.items()} for t in outputs] model_time = time.time() - model_time res = {target["image_id"].item(): output for target, output in zip(targets, outputs)} evaluator_time = time.time() coco_evaluator.update(res) evaluator_time = time.time() - evaluator_time metric_logger.update(model_time=model_time, evaluator_time=evaluator_time) # gather the stats from all processes metric_logger.synchronize_between_processes() print("Averaged stats:", metric_logger) coco_evaluator.synchronize_between_processes() # accumulate predictions from all images coco_evaluator.accumulate() coco_evaluator.summarize() torch.set_num_threads(n_threads) return coco_evaluator vision-0.8.2/references/detection/group_by_aspect_ratio.py000066400000000000000000000160751376231312300240760ustar00rootroot00000000000000import bisect from collections import defaultdict import copy from itertools import repeat, chain import math import numpy as np import torch import torch.utils.data from torch.utils.data.sampler import BatchSampler, Sampler from torch.utils.model_zoo import tqdm import torchvision from PIL import Image def _repeat_to_at_least(iterable, n): repeat_times = math.ceil(n / len(iterable)) repeated = chain.from_iterable(repeat(iterable, repeat_times)) return list(repeated) class GroupedBatchSampler(BatchSampler): """ Wraps another sampler to yield a mini-batch of indices. It enforces that the batch only contain elements from the same group. It also tries to provide mini-batches which follows an ordering which is as close as possible to the ordering from the original sampler. Arguments: sampler (Sampler): Base sampler. group_ids (list[int]): If the sampler produces indices in range [0, N), `group_ids` must be a list of `N` ints which contains the group id of each sample. The group ids must be a continuous set of integers starting from 0, i.e. they must be in the range [0, num_groups). batch_size (int): Size of mini-batch. """ def __init__(self, sampler, group_ids, batch_size): if not isinstance(sampler, Sampler): raise ValueError( "sampler should be an instance of " "torch.utils.data.Sampler, but got sampler={}".format(sampler) ) self.sampler = sampler self.group_ids = group_ids self.batch_size = batch_size def __iter__(self): buffer_per_group = defaultdict(list) samples_per_group = defaultdict(list) num_batches = 0 for idx in self.sampler: group_id = self.group_ids[idx] buffer_per_group[group_id].append(idx) samples_per_group[group_id].append(idx) if len(buffer_per_group[group_id]) == self.batch_size: yield buffer_per_group[group_id] num_batches += 1 del buffer_per_group[group_id] assert len(buffer_per_group[group_id]) < self.batch_size # now we have run out of elements that satisfy # the group criteria, let's return the remaining # elements so that the size of the sampler is # deterministic expected_num_batches = len(self) num_remaining = expected_num_batches - num_batches if num_remaining > 0: # for the remaining batches, take first the buffers with largest number # of elements for group_id, _ in sorted(buffer_per_group.items(), key=lambda x: len(x[1]), reverse=True): remaining = self.batch_size - len(buffer_per_group[group_id]) samples_from_group_id = _repeat_to_at_least(samples_per_group[group_id], remaining) buffer_per_group[group_id].extend(samples_from_group_id[:remaining]) assert len(buffer_per_group[group_id]) == self.batch_size yield buffer_per_group[group_id] num_remaining -= 1 if num_remaining == 0: break assert num_remaining == 0 def __len__(self): return len(self.sampler) // self.batch_size def _compute_aspect_ratios_slow(dataset, indices=None): print("Your dataset doesn't support the fast path for " "computing the aspect ratios, so will iterate over " "the full dataset and load every image instead. " "This might take some time...") if indices is None: indices = range(len(dataset)) class SubsetSampler(Sampler): def __init__(self, indices): self.indices = indices def __iter__(self): return iter(self.indices) def __len__(self): return len(self.indices) sampler = SubsetSampler(indices) data_loader = torch.utils.data.DataLoader( dataset, batch_size=1, sampler=sampler, num_workers=14, # you might want to increase it for faster processing collate_fn=lambda x: x[0]) aspect_ratios = [] with tqdm(total=len(dataset)) as pbar: for _i, (img, _) in enumerate(data_loader): pbar.update(1) height, width = img.shape[-2:] aspect_ratio = float(width) / float(height) aspect_ratios.append(aspect_ratio) return aspect_ratios def _compute_aspect_ratios_custom_dataset(dataset, indices=None): if indices is None: indices = range(len(dataset)) aspect_ratios = [] for i in indices: height, width = dataset.get_height_and_width(i) aspect_ratio = float(width) / float(height) aspect_ratios.append(aspect_ratio) return aspect_ratios def _compute_aspect_ratios_coco_dataset(dataset, indices=None): if indices is None: indices = range(len(dataset)) aspect_ratios = [] for i in indices: img_info = dataset.coco.imgs[dataset.ids[i]] aspect_ratio = float(img_info["width"]) / float(img_info["height"]) aspect_ratios.append(aspect_ratio) return aspect_ratios def _compute_aspect_ratios_voc_dataset(dataset, indices=None): if indices is None: indices = range(len(dataset)) aspect_ratios = [] for i in indices: # this doesn't load the data into memory, because PIL loads it lazily width, height = Image.open(dataset.images[i]).size aspect_ratio = float(width) / float(height) aspect_ratios.append(aspect_ratio) return aspect_ratios def _compute_aspect_ratios_subset_dataset(dataset, indices=None): if indices is None: indices = range(len(dataset)) ds_indices = [dataset.indices[i] for i in indices] return compute_aspect_ratios(dataset.dataset, ds_indices) def compute_aspect_ratios(dataset, indices=None): if hasattr(dataset, "get_height_and_width"): return _compute_aspect_ratios_custom_dataset(dataset, indices) if isinstance(dataset, torchvision.datasets.CocoDetection): return _compute_aspect_ratios_coco_dataset(dataset, indices) if isinstance(dataset, torchvision.datasets.VOCDetection): return _compute_aspect_ratios_voc_dataset(dataset, indices) if isinstance(dataset, torch.utils.data.Subset): return _compute_aspect_ratios_subset_dataset(dataset, indices) # slow path return _compute_aspect_ratios_slow(dataset, indices) def _quantize(x, bins): bins = copy.deepcopy(bins) bins = sorted(bins) quantized = list(map(lambda y: bisect.bisect_right(bins, y), x)) return quantized def create_aspect_ratio_groups(dataset, k=0): aspect_ratios = compute_aspect_ratios(dataset) bins = (2 ** np.linspace(-1, 1, 2 * k + 1)).tolist() if k > 0 else [1.0] groups = _quantize(aspect_ratios, bins) # count number of elements per group counts = np.unique(groups, return_counts=True)[1] fbins = [0] + bins + [np.inf] print("Using {} as bins for aspect ratio quantization".format(fbins)) print("Count of instances per bin: {}".format(counts)) return groups vision-0.8.2/references/detection/train.py000066400000000000000000000200201376231312300206110ustar00rootroot00000000000000r"""PyTorch Detection Training. To run in a multi-gpu environment, use the distributed launcher:: python -m torch.distributed.launch --nproc_per_node=$NGPU --use_env \ train.py ... --world-size $NGPU The default hyperparameters are tuned for training on 8 gpus and 2 images per gpu. --lr 0.02 --batch-size 2 --world-size 8 If you use different number of gpus, the learning rate should be changed to 0.02/8*$NGPU. On top of that, for training Faster/Mask R-CNN, the default hyperparameters are --epochs 26 --lr-steps 16 22 --aspect-ratio-group-factor 3 Also, if you train Keypoint R-CNN, the default hyperparameters are --epochs 46 --lr-steps 36 43 --aspect-ratio-group-factor 3 Because the number of images is smaller in the person keypoint subset of COCO, the number of epochs should be adapted so that we have the same number of iterations. """ import datetime import os import time import torch import torch.utils.data from torch import nn import torchvision import torchvision.models.detection import torchvision.models.detection.mask_rcnn from coco_utils import get_coco, get_coco_kp from group_by_aspect_ratio import GroupedBatchSampler, create_aspect_ratio_groups from engine import train_one_epoch, evaluate import utils import transforms as T def get_dataset(name, image_set, transform, data_path): paths = { "coco": (data_path, get_coco, 91), "coco_kp": (data_path, get_coco_kp, 2) } p, ds_fn, num_classes = paths[name] ds = ds_fn(p, image_set=image_set, transforms=transform) return ds, num_classes def get_transform(train): transforms = [] transforms.append(T.ToTensor()) if train: transforms.append(T.RandomHorizontalFlip(0.5)) return T.Compose(transforms) def main(args): utils.init_distributed_mode(args) print(args) device = torch.device(args.device) # Data loading code print("Loading data") dataset, num_classes = get_dataset(args.dataset, "train", get_transform(train=True), args.data_path) dataset_test, _ = get_dataset(args.dataset, "val", get_transform(train=False), args.data_path) print("Creating data loaders") if args.distributed: train_sampler = torch.utils.data.distributed.DistributedSampler(dataset) test_sampler = torch.utils.data.distributed.DistributedSampler(dataset_test) else: train_sampler = torch.utils.data.RandomSampler(dataset) test_sampler = torch.utils.data.SequentialSampler(dataset_test) if args.aspect_ratio_group_factor >= 0: group_ids = create_aspect_ratio_groups(dataset, k=args.aspect_ratio_group_factor) train_batch_sampler = GroupedBatchSampler(train_sampler, group_ids, args.batch_size) else: train_batch_sampler = torch.utils.data.BatchSampler( train_sampler, args.batch_size, drop_last=True) data_loader = torch.utils.data.DataLoader( dataset, batch_sampler=train_batch_sampler, num_workers=args.workers, collate_fn=utils.collate_fn) data_loader_test = torch.utils.data.DataLoader( dataset_test, batch_size=1, sampler=test_sampler, num_workers=args.workers, collate_fn=utils.collate_fn) print("Creating model") model = torchvision.models.detection.__dict__[args.model](num_classes=num_classes, pretrained=args.pretrained) model.to(device) model_without_ddp = model if args.distributed: model = torch.nn.parallel.DistributedDataParallel(model, device_ids=[args.gpu]) model_without_ddp = model.module params = [p for p in model.parameters() if p.requires_grad] optimizer = torch.optim.SGD( params, lr=args.lr, momentum=args.momentum, weight_decay=args.weight_decay) # lr_scheduler = torch.optim.lr_scheduler.StepLR(optimizer, step_size=args.lr_step_size, gamma=args.lr_gamma) lr_scheduler = torch.optim.lr_scheduler.MultiStepLR(optimizer, milestones=args.lr_steps, gamma=args.lr_gamma) if args.resume: checkpoint = torch.load(args.resume, map_location='cpu') model_without_ddp.load_state_dict(checkpoint['model']) optimizer.load_state_dict(checkpoint['optimizer']) lr_scheduler.load_state_dict(checkpoint['lr_scheduler']) args.start_epoch = checkpoint['epoch'] + 1 if args.test_only: evaluate(model, data_loader_test, device=device) return print("Start training") start_time = time.time() for epoch in range(args.start_epoch, args.epochs): if args.distributed: train_sampler.set_epoch(epoch) train_one_epoch(model, optimizer, data_loader, device, epoch, args.print_freq) lr_scheduler.step() if args.output_dir: utils.save_on_master({ 'model': model_without_ddp.state_dict(), 'optimizer': optimizer.state_dict(), 'lr_scheduler': lr_scheduler.state_dict(), 'args': args, 'epoch': epoch}, os.path.join(args.output_dir, 'model_{}.pth'.format(epoch))) # evaluate after every epoch evaluate(model, data_loader_test, device=device) total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('Training time {}'.format(total_time_str)) if __name__ == "__main__": import argparse parser = argparse.ArgumentParser( description=__doc__) parser.add_argument('--data-path', default='/datasets01/COCO/022719/', help='dataset') parser.add_argument('--dataset', default='coco', help='dataset') parser.add_argument('--model', default='maskrcnn_resnet50_fpn', help='model') parser.add_argument('--device', default='cuda', help='device') parser.add_argument('-b', '--batch-size', default=2, type=int, help='images per gpu, the total batch size is $NGPU x batch_size') parser.add_argument('--epochs', default=26, type=int, metavar='N', help='number of total epochs to run') parser.add_argument('-j', '--workers', default=4, type=int, metavar='N', help='number of data loading workers (default: 4)') parser.add_argument('--lr', default=0.02, type=float, help='initial learning rate, 0.02 is the default value for training ' 'on 8 gpus and 2 images_per_gpu') parser.add_argument('--momentum', default=0.9, type=float, metavar='M', help='momentum') parser.add_argument('--wd', '--weight-decay', default=1e-4, type=float, metavar='W', help='weight decay (default: 1e-4)', dest='weight_decay') parser.add_argument('--lr-step-size', default=8, type=int, help='decrease lr every step-size epochs') parser.add_argument('--lr-steps', default=[16, 22], nargs='+', type=int, help='decrease lr every step-size epochs') parser.add_argument('--lr-gamma', default=0.1, type=float, help='decrease lr by a factor of lr-gamma') parser.add_argument('--print-freq', default=20, type=int, help='print frequency') parser.add_argument('--output-dir', default='.', help='path where to save') parser.add_argument('--resume', default='', help='resume from checkpoint') parser.add_argument('--start_epoch', default=0, type=int, help='start epoch') parser.add_argument('--aspect-ratio-group-factor', default=3, type=int) parser.add_argument( "--test-only", dest="test_only", help="Only test the model", action="store_true", ) parser.add_argument( "--pretrained", dest="pretrained", help="Use pre-trained models from the modelzoo", action="store_true", ) # distributed training parameters parser.add_argument('--world-size', default=1, type=int, help='number of distributed processes') parser.add_argument('--dist-url', default='env://', help='url used to set up distributed training') args = parser.parse_args() if args.output_dir: utils.mkdir(args.output_dir) main(args) vision-0.8.2/references/detection/transforms.py000066400000000000000000000027761376231312300217140ustar00rootroot00000000000000import random import torch from torchvision.transforms import functional as F def _flip_coco_person_keypoints(kps, width): flip_inds = [0, 2, 1, 4, 3, 6, 5, 8, 7, 10, 9, 12, 11, 14, 13, 16, 15] flipped_data = kps[:, flip_inds] flipped_data[..., 0] = width - flipped_data[..., 0] # Maintain COCO convention that if visibility == 0, then x, y = 0 inds = flipped_data[..., 2] == 0 flipped_data[inds] = 0 return flipped_data class Compose(object): def __init__(self, transforms): self.transforms = transforms def __call__(self, image, target): for t in self.transforms: image, target = t(image, target) return image, target class RandomHorizontalFlip(object): def __init__(self, prob): self.prob = prob def __call__(self, image, target): if random.random() < self.prob: height, width = image.shape[-2:] image = image.flip(-1) bbox = target["boxes"] bbox[:, [0, 2]] = width - bbox[:, [2, 0]] target["boxes"] = bbox if "masks" in target: target["masks"] = target["masks"].flip(-1) if "keypoints" in target: keypoints = target["keypoints"] keypoints = _flip_coco_person_keypoints(keypoints, width) target["keypoints"] = keypoints return image, target class ToTensor(object): def __call__(self, image, target): image = F.to_tensor(image) return image, target vision-0.8.2/references/detection/utils.py000066400000000000000000000230351376231312300206450ustar00rootroot00000000000000from collections import defaultdict, deque import datetime import pickle import time import torch import torch.distributed as dist import errno import os class SmoothedValue(object): """Track a series of values and provide access to smoothed values over a window or the global series average. """ def __init__(self, window_size=20, fmt=None): if fmt is None: fmt = "{median:.4f} ({global_avg:.4f})" self.deque = deque(maxlen=window_size) self.total = 0.0 self.count = 0 self.fmt = fmt def update(self, value, n=1): self.deque.append(value) self.count += n self.total += value * n def synchronize_between_processes(self): """ Warning: does not synchronize the deque! """ if not is_dist_avail_and_initialized(): return t = torch.tensor([self.count, self.total], dtype=torch.float64, device='cuda') dist.barrier() dist.all_reduce(t) t = t.tolist() self.count = int(t[0]) self.total = t[1] @property def median(self): d = torch.tensor(list(self.deque)) return d.median().item() @property def avg(self): d = torch.tensor(list(self.deque), dtype=torch.float32) return d.mean().item() @property def global_avg(self): return self.total / self.count @property def max(self): return max(self.deque) @property def value(self): return self.deque[-1] def __str__(self): return self.fmt.format( median=self.median, avg=self.avg, global_avg=self.global_avg, max=self.max, value=self.value) def all_gather(data): """ Run all_gather on arbitrary picklable data (not necessarily tensors) Args: data: any picklable object Returns: list[data]: list of data gathered from each rank """ world_size = get_world_size() if world_size == 1: return [data] # serialized to a Tensor buffer = pickle.dumps(data) storage = torch.ByteStorage.from_buffer(buffer) tensor = torch.ByteTensor(storage).to("cuda") # obtain Tensor size of each rank local_size = torch.tensor([tensor.numel()], device="cuda") size_list = [torch.tensor([0], device="cuda") for _ in range(world_size)] dist.all_gather(size_list, local_size) size_list = [int(size.item()) for size in size_list] max_size = max(size_list) # receiving Tensor from all ranks # we pad the tensor because torch all_gather does not support # gathering tensors of different shapes tensor_list = [] for _ in size_list: tensor_list.append(torch.empty((max_size,), dtype=torch.uint8, device="cuda")) if local_size != max_size: padding = torch.empty(size=(max_size - local_size,), dtype=torch.uint8, device="cuda") tensor = torch.cat((tensor, padding), dim=0) dist.all_gather(tensor_list, tensor) data_list = [] for size, tensor in zip(size_list, tensor_list): buffer = tensor.cpu().numpy().tobytes()[:size] data_list.append(pickle.loads(buffer)) return data_list def reduce_dict(input_dict, average=True): """ Args: input_dict (dict): all the values will be reduced average (bool): whether to do average or sum Reduce the values in the dictionary from all processes so that all processes have the averaged results. Returns a dict with the same fields as input_dict, after reduction. """ world_size = get_world_size() if world_size < 2: return input_dict with torch.no_grad(): names = [] values = [] # sort the keys so that they are consistent across processes for k in sorted(input_dict.keys()): names.append(k) values.append(input_dict[k]) values = torch.stack(values, dim=0) dist.all_reduce(values) if average: values /= world_size reduced_dict = {k: v for k, v in zip(names, values)} return reduced_dict class MetricLogger(object): def __init__(self, delimiter="\t"): self.meters = defaultdict(SmoothedValue) self.delimiter = delimiter def update(self, **kwargs): for k, v in kwargs.items(): if isinstance(v, torch.Tensor): v = v.item() assert isinstance(v, (float, int)) self.meters[k].update(v) def __getattr__(self, attr): if attr in self.meters: return self.meters[attr] if attr in self.__dict__: return self.__dict__[attr] raise AttributeError("'{}' object has no attribute '{}'".format( type(self).__name__, attr)) def __str__(self): loss_str = [] for name, meter in self.meters.items(): loss_str.append( "{}: {}".format(name, str(meter)) ) return self.delimiter.join(loss_str) def synchronize_between_processes(self): for meter in self.meters.values(): meter.synchronize_between_processes() def add_meter(self, name, meter): self.meters[name] = meter def log_every(self, iterable, print_freq, header=None): i = 0 if not header: header = '' start_time = time.time() end = time.time() iter_time = SmoothedValue(fmt='{avg:.4f}') data_time = SmoothedValue(fmt='{avg:.4f}') space_fmt = ':' + str(len(str(len(iterable)))) + 'd' if torch.cuda.is_available(): log_msg = self.delimiter.join([ header, '[{0' + space_fmt + '}/{1}]', 'eta: {eta}', '{meters}', 'time: {time}', 'data: {data}', 'max mem: {memory:.0f}' ]) else: log_msg = self.delimiter.join([ header, '[{0' + space_fmt + '}/{1}]', 'eta: {eta}', '{meters}', 'time: {time}', 'data: {data}' ]) MB = 1024.0 * 1024.0 for obj in iterable: data_time.update(time.time() - end) yield obj iter_time.update(time.time() - end) if i % print_freq == 0 or i == len(iterable) - 1: eta_seconds = iter_time.global_avg * (len(iterable) - i) eta_string = str(datetime.timedelta(seconds=int(eta_seconds))) if torch.cuda.is_available(): print(log_msg.format( i, len(iterable), eta=eta_string, meters=str(self), time=str(iter_time), data=str(data_time), memory=torch.cuda.max_memory_allocated() / MB)) else: print(log_msg.format( i, len(iterable), eta=eta_string, meters=str(self), time=str(iter_time), data=str(data_time))) i += 1 end = time.time() total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('{} Total time: {} ({:.4f} s / it)'.format( header, total_time_str, total_time / len(iterable))) def collate_fn(batch): return tuple(zip(*batch)) def warmup_lr_scheduler(optimizer, warmup_iters, warmup_factor): def f(x): if x >= warmup_iters: return 1 alpha = float(x) / warmup_iters return warmup_factor * (1 - alpha) + alpha return torch.optim.lr_scheduler.LambdaLR(optimizer, f) def mkdir(path): try: os.makedirs(path) except OSError as e: if e.errno != errno.EEXIST: raise def setup_for_distributed(is_master): """ This function disables printing when not in master process """ import builtins as __builtin__ builtin_print = __builtin__.print def print(*args, **kwargs): force = kwargs.pop('force', False) if is_master or force: builtin_print(*args, **kwargs) __builtin__.print = print def is_dist_avail_and_initialized(): if not dist.is_available(): return False if not dist.is_initialized(): return False return True def get_world_size(): if not is_dist_avail_and_initialized(): return 1 return dist.get_world_size() def get_rank(): if not is_dist_avail_and_initialized(): return 0 return dist.get_rank() def is_main_process(): return get_rank() == 0 def save_on_master(*args, **kwargs): if is_main_process(): torch.save(*args, **kwargs) def init_distributed_mode(args): if 'RANK' in os.environ and 'WORLD_SIZE' in os.environ: args.rank = int(os.environ["RANK"]) args.world_size = int(os.environ['WORLD_SIZE']) args.gpu = int(os.environ['LOCAL_RANK']) elif 'SLURM_PROCID' in os.environ: args.rank = int(os.environ['SLURM_PROCID']) args.gpu = args.rank % torch.cuda.device_count() else: print('Not using distributed mode') args.distributed = False return args.distributed = True torch.cuda.set_device(args.gpu) args.dist_backend = 'nccl' print('| distributed init (rank {}): {}'.format( args.rank, args.dist_url), flush=True) torch.distributed.init_process_group(backend=args.dist_backend, init_method=args.dist_url, world_size=args.world_size, rank=args.rank) torch.distributed.barrier() setup_for_distributed(args.rank == 0) vision-0.8.2/references/segmentation/000077500000000000000000000000001376231312300176475ustar00rootroot00000000000000vision-0.8.2/references/segmentation/README.md000066400000000000000000000017221376231312300211300ustar00rootroot00000000000000# Semantic segmentation reference training scripts This folder contains reference training scripts for semantic segmentation. They serve as a log of how to train specific models, as provide baseline training and evaluation scripts to quickly bootstrap research. All models have been trained on 8x V100 GPUs. ## fcn_resnet50 ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py --lr 0.02 --dataset coco -b 4 --model fcn_resnet50 --aux-loss ``` ## fcn_resnet101 ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py --lr 0.02 --dataset coco -b 4 --model fcn_resnet101 --aux-loss ``` ## deeplabv3_resnet50 ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py --lr 0.02 --dataset coco -b 4 --model deeplabv3_resnet50 --aux-loss ``` ## deeplabv3_resnet101 ``` python -m torch.distributed.launch --nproc_per_node=8 --use_env train.py --lr 0.02 --dataset coco -b 4 --model deeplabv3_resnet101 --aux-loss ``` vision-0.8.2/references/segmentation/coco_utils.py000066400000000000000000000072431376231312300223720ustar00rootroot00000000000000import copy import torch import torch.utils.data import torchvision from PIL import Image import os from pycocotools import mask as coco_mask from transforms import Compose class FilterAndRemapCocoCategories(object): def __init__(self, categories, remap=True): self.categories = categories self.remap = remap def __call__(self, image, anno): anno = [obj for obj in anno if obj["category_id"] in self.categories] if not self.remap: return image, anno anno = copy.deepcopy(anno) for obj in anno: obj["category_id"] = self.categories.index(obj["category_id"]) return image, anno def convert_coco_poly_to_mask(segmentations, height, width): masks = [] for polygons in segmentations: rles = coco_mask.frPyObjects(polygons, height, width) mask = coco_mask.decode(rles) if len(mask.shape) < 3: mask = mask[..., None] mask = torch.as_tensor(mask, dtype=torch.uint8) mask = mask.any(dim=2) masks.append(mask) if masks: masks = torch.stack(masks, dim=0) else: masks = torch.zeros((0, height, width), dtype=torch.uint8) return masks class ConvertCocoPolysToMask(object): def __call__(self, image, anno): w, h = image.size segmentations = [obj["segmentation"] for obj in anno] cats = [obj["category_id"] for obj in anno] if segmentations: masks = convert_coco_poly_to_mask(segmentations, h, w) cats = torch.as_tensor(cats, dtype=masks.dtype) # merge all instance masks into a single segmentation map # with its corresponding categories target, _ = (masks * cats[:, None, None]).max(dim=0) # discard overlapping instances target[masks.sum(0) > 1] = 255 else: target = torch.zeros((h, w), dtype=torch.uint8) target = Image.fromarray(target.numpy()) return image, target def _coco_remove_images_without_annotations(dataset, cat_list=None): def _has_valid_annotation(anno): # if it's empty, there is no annotation if len(anno) == 0: return False # if more than 1k pixels occupied in the image return sum(obj["area"] for obj in anno) > 1000 assert isinstance(dataset, torchvision.datasets.CocoDetection) ids = [] for ds_idx, img_id in enumerate(dataset.ids): ann_ids = dataset.coco.getAnnIds(imgIds=img_id, iscrowd=None) anno = dataset.coco.loadAnns(ann_ids) if cat_list: anno = [obj for obj in anno if obj["category_id"] in cat_list] if _has_valid_annotation(anno): ids.append(ds_idx) dataset = torch.utils.data.Subset(dataset, ids) return dataset def get_coco(root, image_set, transforms): PATHS = { "train": ("train2017", os.path.join("annotations", "instances_train2017.json")), "val": ("val2017", os.path.join("annotations", "instances_val2017.json")), # "train": ("val2017", os.path.join("annotations", "instances_val2017.json")) } CAT_LIST = [0, 5, 2, 16, 9, 44, 6, 3, 17, 62, 21, 67, 18, 19, 4, 1, 64, 20, 63, 7, 72] transforms = Compose([ FilterAndRemapCocoCategories(CAT_LIST, remap=True), ConvertCocoPolysToMask(), transforms ]) img_folder, ann_file = PATHS[image_set] img_folder = os.path.join(root, img_folder) ann_file = os.path.join(root, ann_file) dataset = torchvision.datasets.CocoDetection(img_folder, ann_file, transforms=transforms) if image_set == "train": dataset = _coco_remove_images_without_annotations(dataset, CAT_LIST) return dataset vision-0.8.2/references/segmentation/train.py000066400000000000000000000211161376231312300213370ustar00rootroot00000000000000import datetime import os import time import torch import torch.utils.data from torch import nn import torchvision from coco_utils import get_coco import transforms as T import utils def get_dataset(name, image_set, transform): def sbd(*args, **kwargs): return torchvision.datasets.SBDataset(*args, mode='segmentation', **kwargs) paths = { "voc": ('/datasets01/VOC/060817/', torchvision.datasets.VOCSegmentation, 21), "voc_aug": ('/datasets01/SBDD/072318/', sbd, 21), "coco": ('/datasets01/COCO/022719/', get_coco, 21) } p, ds_fn, num_classes = paths[name] ds = ds_fn(p, image_set=image_set, transforms=transform) return ds, num_classes def get_transform(train): base_size = 520 crop_size = 480 min_size = int((0.5 if train else 1.0) * base_size) max_size = int((2.0 if train else 1.0) * base_size) transforms = [] transforms.append(T.RandomResize(min_size, max_size)) if train: transforms.append(T.RandomHorizontalFlip(0.5)) transforms.append(T.RandomCrop(crop_size)) transforms.append(T.ToTensor()) transforms.append(T.Normalize(mean=[0.485, 0.456, 0.406], std=[0.229, 0.224, 0.225])) return T.Compose(transforms) def criterion(inputs, target): losses = {} for name, x in inputs.items(): losses[name] = nn.functional.cross_entropy(x, target, ignore_index=255) if len(losses) == 1: return losses['out'] return losses['out'] + 0.5 * losses['aux'] def evaluate(model, data_loader, device, num_classes): model.eval() confmat = utils.ConfusionMatrix(num_classes) metric_logger = utils.MetricLogger(delimiter=" ") header = 'Test:' with torch.no_grad(): for image, target in metric_logger.log_every(data_loader, 100, header): image, target = image.to(device), target.to(device) output = model(image) output = output['out'] confmat.update(target.flatten(), output.argmax(1).flatten()) confmat.reduce_from_all_processes() return confmat def train_one_epoch(model, criterion, optimizer, data_loader, lr_scheduler, device, epoch, print_freq): model.train() metric_logger = utils.MetricLogger(delimiter=" ") metric_logger.add_meter('lr', utils.SmoothedValue(window_size=1, fmt='{value}')) header = 'Epoch: [{}]'.format(epoch) for image, target in metric_logger.log_every(data_loader, print_freq, header): image, target = image.to(device), target.to(device) output = model(image) loss = criterion(output, target) optimizer.zero_grad() loss.backward() optimizer.step() lr_scheduler.step() metric_logger.update(loss=loss.item(), lr=optimizer.param_groups[0]["lr"]) def main(args): if args.output_dir: utils.mkdir(args.output_dir) utils.init_distributed_mode(args) print(args) device = torch.device(args.device) dataset, num_classes = get_dataset(args.dataset, "train", get_transform(train=True)) dataset_test, _ = get_dataset(args.dataset, "val", get_transform(train=False)) if args.distributed: train_sampler = torch.utils.data.distributed.DistributedSampler(dataset) test_sampler = torch.utils.data.distributed.DistributedSampler(dataset_test) else: train_sampler = torch.utils.data.RandomSampler(dataset) test_sampler = torch.utils.data.SequentialSampler(dataset_test) data_loader = torch.utils.data.DataLoader( dataset, batch_size=args.batch_size, sampler=train_sampler, num_workers=args.workers, collate_fn=utils.collate_fn, drop_last=True) data_loader_test = torch.utils.data.DataLoader( dataset_test, batch_size=1, sampler=test_sampler, num_workers=args.workers, collate_fn=utils.collate_fn) model = torchvision.models.segmentation.__dict__[args.model](num_classes=num_classes, aux_loss=args.aux_loss, pretrained=args.pretrained) model.to(device) if args.distributed: model = torch.nn.SyncBatchNorm.convert_sync_batchnorm(model) model_without_ddp = model if args.distributed: model = torch.nn.parallel.DistributedDataParallel(model, device_ids=[args.gpu]) model_without_ddp = model.module if args.test_only: confmat = evaluate(model, data_loader_test, device=device, num_classes=num_classes) print(confmat) return params_to_optimize = [ {"params": [p for p in model_without_ddp.backbone.parameters() if p.requires_grad]}, {"params": [p for p in model_without_ddp.classifier.parameters() if p.requires_grad]}, ] if args.aux_loss: params = [p for p in model_without_ddp.aux_classifier.parameters() if p.requires_grad] params_to_optimize.append({"params": params, "lr": args.lr * 10}) optimizer = torch.optim.SGD( params_to_optimize, lr=args.lr, momentum=args.momentum, weight_decay=args.weight_decay) lr_scheduler = torch.optim.lr_scheduler.LambdaLR( optimizer, lambda x: (1 - x / (len(data_loader) * args.epochs)) ** 0.9) if args.resume: checkpoint = torch.load(args.resume, map_location='cpu') model_without_ddp.load_state_dict(checkpoint['model']) optimizer.load_state_dict(checkpoint['optimizer']) lr_scheduler.load_state_dict(checkpoint['lr_scheduler']) args.start_epoch = checkpoint['epoch'] + 1 start_time = time.time() for epoch in range(args.start_epoch, args.epochs): if args.distributed: train_sampler.set_epoch(epoch) train_one_epoch(model, criterion, optimizer, data_loader, lr_scheduler, device, epoch, args.print_freq) confmat = evaluate(model, data_loader_test, device=device, num_classes=num_classes) print(confmat) utils.save_on_master( { 'model': model_without_ddp.state_dict(), 'optimizer': optimizer.state_dict(), 'lr_scheduler': lr_scheduler.state_dict(), 'epoch': epoch, 'args': args }, os.path.join(args.output_dir, 'model_{}.pth'.format(epoch))) total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('Training time {}'.format(total_time_str)) def parse_args(): import argparse parser = argparse.ArgumentParser(description='PyTorch Segmentation Training') parser.add_argument('--dataset', default='voc', help='dataset') parser.add_argument('--model', default='fcn_resnet101', help='model') parser.add_argument('--aux-loss', action='store_true', help='auxiliar loss') parser.add_argument('--device', default='cuda', help='device') parser.add_argument('-b', '--batch-size', default=8, type=int) parser.add_argument('--epochs', default=30, type=int, metavar='N', help='number of total epochs to run') parser.add_argument('-j', '--workers', default=16, type=int, metavar='N', help='number of data loading workers (default: 16)') parser.add_argument('--lr', default=0.01, type=float, help='initial learning rate') parser.add_argument('--momentum', default=0.9, type=float, metavar='M', help='momentum') parser.add_argument('--wd', '--weight-decay', default=1e-4, type=float, metavar='W', help='weight decay (default: 1e-4)', dest='weight_decay') parser.add_argument('--print-freq', default=10, type=int, help='print frequency') parser.add_argument('--output-dir', default='.', help='path where to save') parser.add_argument('--resume', default='', help='resume from checkpoint') parser.add_argument('--start-epoch', default=0, type=int, metavar='N', help='start epoch') parser.add_argument( "--test-only", dest="test_only", help="Only test the model", action="store_true", ) parser.add_argument( "--pretrained", dest="pretrained", help="Use pre-trained models from the modelzoo", action="store_true", ) # distributed training parameters parser.add_argument('--world-size', default=1, type=int, help='number of distributed processes') parser.add_argument('--dist-url', default='env://', help='url used to set up distributed training') args = parser.parse_args() return args if __name__ == "__main__": args = parse_args() main(args) vision-0.8.2/references/segmentation/transforms.py000066400000000000000000000047631376231312300224310ustar00rootroot00000000000000import numpy as np from PIL import Image import random import torch from torchvision import transforms as T from torchvision.transforms import functional as F def pad_if_smaller(img, size, fill=0): min_size = min(img.size) if min_size < size: ow, oh = img.size padh = size - oh if oh < size else 0 padw = size - ow if ow < size else 0 img = F.pad(img, (0, 0, padw, padh), fill=fill) return img class Compose(object): def __init__(self, transforms): self.transforms = transforms def __call__(self, image, target): for t in self.transforms: image, target = t(image, target) return image, target class RandomResize(object): def __init__(self, min_size, max_size=None): self.min_size = min_size if max_size is None: max_size = min_size self.max_size = max_size def __call__(self, image, target): size = random.randint(self.min_size, self.max_size) image = F.resize(image, size) target = F.resize(target, size, interpolation=Image.NEAREST) return image, target class RandomHorizontalFlip(object): def __init__(self, flip_prob): self.flip_prob = flip_prob def __call__(self, image, target): if random.random() < self.flip_prob: image = F.hflip(image) target = F.hflip(target) return image, target class RandomCrop(object): def __init__(self, size): self.size = size def __call__(self, image, target): image = pad_if_smaller(image, self.size) target = pad_if_smaller(target, self.size, fill=255) crop_params = T.RandomCrop.get_params(image, (self.size, self.size)) image = F.crop(image, *crop_params) target = F.crop(target, *crop_params) return image, target class CenterCrop(object): def __init__(self, size): self.size = size def __call__(self, image, target): image = F.center_crop(image, self.size) target = F.center_crop(target, self.size) return image, target class ToTensor(object): def __call__(self, image, target): image = F.to_tensor(image) target = torch.as_tensor(np.asarray(target), dtype=torch.int64) return image, target class Normalize(object): def __init__(self, mean, std): self.mean = mean self.std = std def __call__(self, image, target): image = F.normalize(image, mean=self.mean, std=self.std) return image, target vision-0.8.2/references/segmentation/utils.py000066400000000000000000000214551376231312300213700ustar00rootroot00000000000000from collections import defaultdict, deque import datetime import time import torch import torch.distributed as dist import errno import os class SmoothedValue(object): """Track a series of values and provide access to smoothed values over a window or the global series average. """ def __init__(self, window_size=20, fmt=None): if fmt is None: fmt = "{median:.4f} ({global_avg:.4f})" self.deque = deque(maxlen=window_size) self.total = 0.0 self.count = 0 self.fmt = fmt def update(self, value, n=1): self.deque.append(value) self.count += n self.total += value * n def synchronize_between_processes(self): """ Warning: does not synchronize the deque! """ if not is_dist_avail_and_initialized(): return t = torch.tensor([self.count, self.total], dtype=torch.float64, device='cuda') dist.barrier() dist.all_reduce(t) t = t.tolist() self.count = int(t[0]) self.total = t[1] @property def median(self): d = torch.tensor(list(self.deque)) return d.median().item() @property def avg(self): d = torch.tensor(list(self.deque), dtype=torch.float32) return d.mean().item() @property def global_avg(self): return self.total / self.count @property def max(self): return max(self.deque) @property def value(self): return self.deque[-1] def __str__(self): return self.fmt.format( median=self.median, avg=self.avg, global_avg=self.global_avg, max=self.max, value=self.value) class ConfusionMatrix(object): def __init__(self, num_classes): self.num_classes = num_classes self.mat = None def update(self, a, b): n = self.num_classes if self.mat is None: self.mat = torch.zeros((n, n), dtype=torch.int64, device=a.device) with torch.no_grad(): k = (a >= 0) & (a < n) inds = n * a[k].to(torch.int64) + b[k] self.mat += torch.bincount(inds, minlength=n**2).reshape(n, n) def reset(self): self.mat.zero_() def compute(self): h = self.mat.float() acc_global = torch.diag(h).sum() / h.sum() acc = torch.diag(h) / h.sum(1) iu = torch.diag(h) / (h.sum(1) + h.sum(0) - torch.diag(h)) return acc_global, acc, iu def reduce_from_all_processes(self): if not torch.distributed.is_available(): return if not torch.distributed.is_initialized(): return torch.distributed.barrier() torch.distributed.all_reduce(self.mat) def __str__(self): acc_global, acc, iu = self.compute() return ( 'global correct: {:.1f}\n' 'average row correct: {}\n' 'IoU: {}\n' 'mean IoU: {:.1f}').format( acc_global.item() * 100, ['{:.1f}'.format(i) for i in (acc * 100).tolist()], ['{:.1f}'.format(i) for i in (iu * 100).tolist()], iu.mean().item() * 100) class MetricLogger(object): def __init__(self, delimiter="\t"): self.meters = defaultdict(SmoothedValue) self.delimiter = delimiter def update(self, **kwargs): for k, v in kwargs.items(): if isinstance(v, torch.Tensor): v = v.item() assert isinstance(v, (float, int)) self.meters[k].update(v) def __getattr__(self, attr): if attr in self.meters: return self.meters[attr] if attr in self.__dict__: return self.__dict__[attr] raise AttributeError("'{}' object has no attribute '{}'".format( type(self).__name__, attr)) def __str__(self): loss_str = [] for name, meter in self.meters.items(): loss_str.append( "{}: {}".format(name, str(meter)) ) return self.delimiter.join(loss_str) def synchronize_between_processes(self): for meter in self.meters.values(): meter.synchronize_between_processes() def add_meter(self, name, meter): self.meters[name] = meter def log_every(self, iterable, print_freq, header=None): i = 0 if not header: header = '' start_time = time.time() end = time.time() iter_time = SmoothedValue(fmt='{avg:.4f}') data_time = SmoothedValue(fmt='{avg:.4f}') space_fmt = ':' + str(len(str(len(iterable)))) + 'd' if torch.cuda.is_available(): log_msg = self.delimiter.join([ header, '[{0' + space_fmt + '}/{1}]', 'eta: {eta}', '{meters}', 'time: {time}', 'data: {data}', 'max mem: {memory:.0f}' ]) else: log_msg = self.delimiter.join([ header, '[{0' + space_fmt + '}/{1}]', 'eta: {eta}', '{meters}', 'time: {time}', 'data: {data}' ]) MB = 1024.0 * 1024.0 for obj in iterable: data_time.update(time.time() - end) yield obj iter_time.update(time.time() - end) if i % print_freq == 0: eta_seconds = iter_time.global_avg * (len(iterable) - i) eta_string = str(datetime.timedelta(seconds=int(eta_seconds))) if torch.cuda.is_available(): print(log_msg.format( i, len(iterable), eta=eta_string, meters=str(self), time=str(iter_time), data=str(data_time), memory=torch.cuda.max_memory_allocated() / MB)) else: print(log_msg.format( i, len(iterable), eta=eta_string, meters=str(self), time=str(iter_time), data=str(data_time))) i += 1 end = time.time() total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('{} Total time: {}'.format(header, total_time_str)) def cat_list(images, fill_value=0): max_size = tuple(max(s) for s in zip(*[img.shape for img in images])) batch_shape = (len(images),) + max_size batched_imgs = images[0].new(*batch_shape).fill_(fill_value) for img, pad_img in zip(images, batched_imgs): pad_img[..., :img.shape[-2], :img.shape[-1]].copy_(img) return batched_imgs def collate_fn(batch): images, targets = list(zip(*batch)) batched_imgs = cat_list(images, fill_value=0) batched_targets = cat_list(targets, fill_value=255) return batched_imgs, batched_targets def mkdir(path): try: os.makedirs(path) except OSError as e: if e.errno != errno.EEXIST: raise def setup_for_distributed(is_master): """ This function disables printing when not in master process """ import builtins as __builtin__ builtin_print = __builtin__.print def print(*args, **kwargs): force = kwargs.pop('force', False) if is_master or force: builtin_print(*args, **kwargs) __builtin__.print = print def is_dist_avail_and_initialized(): if not dist.is_available(): return False if not dist.is_initialized(): return False return True def get_world_size(): if not is_dist_avail_and_initialized(): return 1 return dist.get_world_size() def get_rank(): if not is_dist_avail_and_initialized(): return 0 return dist.get_rank() def is_main_process(): return get_rank() == 0 def save_on_master(*args, **kwargs): if is_main_process(): torch.save(*args, **kwargs) def init_distributed_mode(args): if 'RANK' in os.environ and 'WORLD_SIZE' in os.environ: args.rank = int(os.environ["RANK"]) args.world_size = int(os.environ['WORLD_SIZE']) args.gpu = int(os.environ['LOCAL_RANK']) elif 'SLURM_PROCID' in os.environ: args.rank = int(os.environ['SLURM_PROCID']) args.gpu = args.rank % torch.cuda.device_count() elif hasattr(args, "rank"): pass else: print('Not using distributed mode') args.distributed = False return args.distributed = True torch.cuda.set_device(args.gpu) args.dist_backend = 'nccl' print('| distributed init (rank {}): {}'.format( args.rank, args.dist_url), flush=True) torch.distributed.init_process_group(backend=args.dist_backend, init_method=args.dist_url, world_size=args.world_size, rank=args.rank) setup_for_distributed(args.rank == 0) vision-0.8.2/references/similarity/000077500000000000000000000000001376231312300173405ustar00rootroot00000000000000vision-0.8.2/references/similarity/README.md000066400000000000000000000056411376231312300206250ustar00rootroot00000000000000# Similarity Learning Using Triplet Loss # In this reference, we use triplet loss to learn embeddings which can be used to differentiate images. This learning technique was popularized by [FaceNet: A Unified Embedding for Face Recognition and Clustering](https://arxiv.org/abs/1503.03832) and has been quite effective in learning embeddings to differentiate between faces. This reference can be directly applied to the following use cases: * You have an unknown number of classes and would like to train a model to learn how to differentiate between them. * You want to train a model to learn a distance-based metric between samples. For example, learning a distance-based similarity measure between faces. ### Training ### By default, the training script trains ResNet50 on the FashionMNIST Dataset to learn image embeddings which can be used to differentiate between images by measuring the euclidean distance between embeddings. This can be changed as per your requirements. Image embeddings of the same class should be 'close' to each other, while image embeddings between different classes should be 'far' away. To run the training script: ```bash python train.py -h # Lists all optional arguments python train.py # Runs training script with default args ``` Running the training script as is should yield 97% accuracy on the FMNIST test set within 10 epochs. ### Loss ### `TripletMarginLoss` is a loss function which takes in a triplet of samples. A valid triplet has an: 1. Anchor: a sample from the dataset 2. Positive: another sample with the same label/group as the anchor (Generally, positive != anchor) 3. Negative: a sample with a different label/group from the anchor `TripletMarginLoss` (refer to `loss.py`) does the following: ```python loss = max(dist(anchor, positive) - dist(anchor, negative) + margin, 0) ``` Where `dist` is a distance function. Minimizing this function effectively leads to minimizing `dist(anchor, positive)` and maximizing `dist(anchor, negative)`. The FaceNet paper describe this loss in more detail. ### Sampler ### In order to generate valid triplets from a batch of samples, we need to make sure that each batch has multiple samples with the same label. We do this using `PKSampler` (refer to `sampler.py`), which ensures that each batch of size `p * k` will have samples from exactly `p` classes and `k` samples per class. ### Triplet Mining ### `TripletMarginLoss` currently supports the following mining techniques: * `batch_all`: Generates all possible triplets from a batch and excludes the triplets which are 'easy' (which have `loss = 0`) before passing it through the loss function. * `batch_hard`: For every anchor, `batch_hard` creates a triplet with the 'hardest' positive (farthest positive) and negative (closest negative). These mining strategies usually speed up training. This [webpage](https://omoindrot.github.io/triplet-loss) describes the sampling and mining strategies in more detail. vision-0.8.2/references/similarity/loss.py000066400000000000000000000072351376231312300207010ustar00rootroot00000000000000''' Pytorch adaptation of https://omoindrot.github.io/triplet-loss https://github.com/omoindrot/tensorflow-triplet-loss ''' import torch import torch.nn as nn class TripletMarginLoss(nn.Module): def __init__(self, margin=1.0, p=2., mining='batch_all'): super(TripletMarginLoss, self).__init__() self.margin = margin self.p = p self.mining = mining if mining == 'batch_all': self.loss_fn = batch_all_triplet_loss if mining == 'batch_hard': self.loss_fn = batch_hard_triplet_loss def forward(self, embeddings, labels): return self.loss_fn(labels, embeddings, self.margin, self.p) def batch_hard_triplet_loss(labels, embeddings, margin, p): pairwise_dist = torch.cdist(embeddings, embeddings, p=p) mask_anchor_positive = _get_anchor_positive_triplet_mask(labels).float() anchor_positive_dist = mask_anchor_positive * pairwise_dist # hardest positive for every anchor hardest_positive_dist, _ = anchor_positive_dist.max(1, keepdim=True) mask_anchor_negative = _get_anchor_negative_triplet_mask(labels).float() # Add max value in each row to invalid negatives max_anchor_negative_dist, _ = pairwise_dist.max(1, keepdim=True) anchor_negative_dist = pairwise_dist + max_anchor_negative_dist * (1.0 - mask_anchor_negative) # hardest negative for every anchor hardest_negative_dist, _ = anchor_negative_dist.min(1, keepdim=True) triplet_loss = hardest_positive_dist - hardest_negative_dist + margin triplet_loss[triplet_loss < 0] = 0 triplet_loss = triplet_loss.mean() return triplet_loss, -1 def batch_all_triplet_loss(labels, embeddings, margin, p): pairwise_dist = torch.cdist(embeddings, embeddings, p=p) anchor_positive_dist = pairwise_dist.unsqueeze(2) anchor_negative_dist = pairwise_dist.unsqueeze(1) triplet_loss = anchor_positive_dist - anchor_negative_dist + margin mask = _get_triplet_mask(labels) triplet_loss = mask.float() * triplet_loss # Remove negative losses (easy triplets) triplet_loss[triplet_loss < 0] = 0 # Count number of positive triplets (where triplet_loss > 0) valid_triplets = triplet_loss[triplet_loss > 1e-16] num_positive_triplets = valid_triplets.size(0) num_valid_triplets = mask.sum() fraction_positive_triplets = num_positive_triplets / (num_valid_triplets.float() + 1e-16) # Get final mean triplet loss over the positive valid triplets triplet_loss = triplet_loss.sum() / (num_positive_triplets + 1e-16) return triplet_loss, fraction_positive_triplets def _get_triplet_mask(labels): # Check that i, j and k are distinct indices_equal = torch.eye(labels.size(0), dtype=torch.bool, device=labels.device) indices_not_equal = ~indices_equal i_not_equal_j = indices_not_equal.unsqueeze(2) i_not_equal_k = indices_not_equal.unsqueeze(1) j_not_equal_k = indices_not_equal.unsqueeze(0) distinct_indices = (i_not_equal_j & i_not_equal_k) & j_not_equal_k label_equal = labels.unsqueeze(0) == labels.unsqueeze(1) i_equal_j = label_equal.unsqueeze(2) i_equal_k = label_equal.unsqueeze(1) valid_labels = ~i_equal_k & i_equal_j return valid_labels & distinct_indices def _get_anchor_positive_triplet_mask(labels): # Check that i and j are distinct indices_equal = torch.eye(labels.size(0), dtype=torch.bool, device=labels.device) indices_not_equal = ~indices_equal # Check if labels[i] == labels[j] labels_equal = labels.unsqueeze(0) == labels.unsqueeze(1) return labels_equal & indices_not_equal def _get_anchor_negative_triplet_mask(labels): return labels.unsqueeze(0) != labels.unsqueeze(1) vision-0.8.2/references/similarity/model.py000066400000000000000000000006521376231312300210150ustar00rootroot00000000000000import torch import torch.nn as nn import torchvision.models as models class EmbeddingNet(nn.Module): def __init__(self, backbone=None): super(EmbeddingNet, self).__init__() if backbone is None: backbone = models.resnet50(num_classes=128) self.backbone = backbone def forward(self, x): x = self.backbone(x) x = nn.functional.normalize(x, dim=1) return x vision-0.8.2/references/similarity/sampler.py000066400000000000000000000052701376231312300213610ustar00rootroot00000000000000import torch from torch.utils.data.sampler import Sampler from collections import defaultdict import random def create_groups(groups, k): """Bins sample indices with respect to groups, remove bins with less than k samples Args: groups (list[int]): where ith index stores ith sample's group id Returns: defaultdict[list]: Bins of sample indices, binned by group_idx """ group_samples = defaultdict(list) for sample_idx, group_idx in enumerate(groups): group_samples[group_idx].append(sample_idx) keys_to_remove = [] for key in group_samples: if len(group_samples[key]) < k: keys_to_remove.append(key) continue for key in keys_to_remove: group_samples.pop(key) return group_samples class PKSampler(Sampler): """ Randomly samples from a dataset while ensuring that each batch (of size p * k) includes samples from exactly p labels, with k samples for each label. Args: groups (list[int]): List where the ith entry is the group_id/label of the ith sample in the dataset. p (int): Number of labels/groups to be sampled from in a batch k (int): Number of samples for each label/group in a batch """ def __init__(self, groups, p, k): self.p = p self.k = k self.groups = create_groups(groups, self.k) # Ensures there are enough classes to sample from assert len(self.groups) >= p def __iter__(self): # Shuffle samples within groups for key in self.groups: random.shuffle(self.groups[key]) # Keep track of the number of samples left for each group group_samples_remaining = {} for key in self.groups: group_samples_remaining[key] = len(self.groups[key]) while len(group_samples_remaining) > self.p: # Select p groups at random from valid/remaining groups group_ids = list(group_samples_remaining.keys()) selected_group_idxs = torch.multinomial(torch.ones(len(group_ids)), self.p).tolist() for i in selected_group_idxs: group_id = group_ids[i] group = self.groups[group_id] for _ in range(self.k): # No need to pick samples at random since group samples are shuffled sample_idx = len(group) - group_samples_remaining[group_id] yield group[sample_idx] group_samples_remaining[group_id] -= 1 # Don't sample from group if it has less than k samples remaining if group_samples_remaining[group_id] < self.k: group_samples_remaining.pop(group_id) vision-0.8.2/references/similarity/test.py000066400000000000000000000025351376231312300206760ustar00rootroot00000000000000import unittest from collections import defaultdict from torch.utils.data import DataLoader from torchvision.datasets import FakeData import torchvision.transforms as transforms from sampler import PKSampler class Tester(unittest.TestCase): def test_pksampler(self): p, k = 16, 4 # Ensure sampler does not allow p to be greater than num_classes dataset = FakeData(size=100, num_classes=10, image_size=(3, 1, 1)) targets = [target.item() for _, target in dataset] self.assertRaises(AssertionError, PKSampler, targets, p, k) # Ensure p, k constraints on batch dataset = FakeData(size=1000, num_classes=100, image_size=(3, 1, 1), transform=transforms.ToTensor()) targets = [target.item() for _, target in dataset] sampler = PKSampler(targets, p, k) loader = DataLoader(dataset, batch_size=p * k, sampler=sampler) for _, labels in loader: bins = defaultdict(int) for label in labels.tolist(): bins[label] += 1 # Ensure that each batch has samples from exactly p classes self.assertEqual(len(bins), p) # Ensure that there are k samples from each class for b in bins: self.assertEqual(bins[b], k) if __name__ == '__main__': unittest.main() vision-0.8.2/references/similarity/train.py000066400000000000000000000136741376231312300210420ustar00rootroot00000000000000import os import torch from torch.optim import Adam from torch.utils.data import DataLoader import torchvision.transforms as transforms from torchvision.datasets import FashionMNIST from loss import TripletMarginLoss from sampler import PKSampler from model import EmbeddingNet def train_epoch(model, optimizer, criterion, data_loader, device, epoch, print_freq): model.train() running_loss = 0 running_frac_pos_triplets = 0 for i, data in enumerate(data_loader): optimizer.zero_grad() samples, targets = data[0].to(device), data[1].to(device) embeddings = model(samples) loss, frac_pos_triplets = criterion(embeddings, targets) loss.backward() optimizer.step() running_loss += loss.item() running_frac_pos_triplets += float(frac_pos_triplets) if i % print_freq == print_freq - 1: i += 1 avg_loss = running_loss / print_freq avg_trip = 100.0 * running_frac_pos_triplets / print_freq print('[{:d}, {:d}] | loss: {:.4f} | % avg hard triplets: {:.2f}%'.format(epoch, i, avg_loss, avg_trip)) running_loss = 0 running_frac_pos_triplets = 0 def find_best_threshold(dists, targets, device): best_thresh = 0.01 best_correct = 0 for thresh in torch.arange(0.0, 1.51, 0.01): predictions = dists <= thresh.to(device) correct = torch.sum(predictions == targets.to(device)).item() if correct > best_correct: best_thresh = thresh best_correct = correct accuracy = 100.0 * best_correct / dists.size(0) return best_thresh, accuracy @torch.no_grad() def evaluate(model, loader, device): model.eval() embeds, labels = [], [] dists, targets = None, None for data in loader: samples, _labels = data[0].to(device), data[1] out = model(samples) embeds.append(out) labels.append(_labels) embeds = torch.cat(embeds, dim=0) labels = torch.cat(labels, dim=0) dists = torch.cdist(embeds, embeds) labels = labels.unsqueeze(0) targets = labels == labels.t() mask = torch.ones(dists.size()).triu() - torch.eye(dists.size(0)) dists = dists[mask == 1] targets = targets[mask == 1] threshold, accuracy = find_best_threshold(dists, targets, device) print('accuracy: {:.3f}%, threshold: {:.2f}'.format(accuracy, threshold)) def save(model, epoch, save_dir, file_name): file_name = 'epoch_' + str(epoch) + '__' + file_name save_path = os.path.join(save_dir, file_name) torch.save(model.state_dict(), save_path) def main(args): device = torch.device('cuda:0' if torch.cuda.is_available() else 'cpu') p = args.labels_per_batch k = args.samples_per_label batch_size = p * k model = EmbeddingNet() if args.resume: model.load_state_dict(torch.load(args.resume)) model.to(device) criterion = TripletMarginLoss(margin=args.margin) optimizer = Adam(model.parameters(), lr=args.lr) transform = transforms.Compose([transforms.Lambda(lambda image: image.convert('RGB')), transforms.Resize((224, 224)), transforms.ToTensor()]) # Using FMNIST to demonstrate embedding learning using triplet loss. This dataset can # be replaced with any classification dataset. train_dataset = FashionMNIST(args.dataset_dir, train=True, transform=transform, download=True) test_dataset = FashionMNIST(args.dataset_dir, train=False, transform=transform, download=True) # targets is a list where the i_th element corresponds to the label of i_th dataset element. # This is required for PKSampler to randomly sample from exactly p classes. You will need to # construct targets while building your dataset. Some datasets (such as ImageFolder) have a # targets attribute with the same format. targets = train_dataset.targets.tolist() train_loader = DataLoader(train_dataset, batch_size=batch_size, sampler=PKSampler(targets, p, k), num_workers=args.workers) test_loader = DataLoader(test_dataset, batch_size=args.eval_batch_size, shuffle=False, num_workers=args.workers) for epoch in range(1, args.epochs + 1): print('Training...') train_epoch(model, optimizer, criterion, train_loader, device, epoch, args.print_freq) print('Evaluating...') evaluate(model, test_loader, device) print('Saving...') save(model, epoch, args.save_dir, 'ckpt.pth') def parse_args(): import argparse parser = argparse.ArgumentParser(description='PyTorch Embedding Learning') parser.add_argument('--dataset-dir', default='/tmp/fmnist/', help='FashionMNIST dataset directory path') parser.add_argument('-p', '--labels-per-batch', default=8, type=int, help='Number of unique labels/classes per batch') parser.add_argument('-k', '--samples-per-label', default=8, type=int, help='Number of samples per label in a batch') parser.add_argument('--eval-batch-size', default=512, type=int) parser.add_argument('--epochs', default=10, type=int, metavar='N', help='Number of training epochs to run') parser.add_argument('-j', '--workers', default=4, type=int, metavar='N', help='Number of data loading workers') parser.add_argument('--lr', default=0.0001, type=float, help='Learning rate') parser.add_argument('--margin', default=0.2, type=float, help='Triplet loss margin') parser.add_argument('--print-freq', default=20, type=int, help='Print frequency') parser.add_argument('--save-dir', default='.', help='Model save directory') parser.add_argument('--resume', default='', help='Resume from checkpoint') return parser.parse_args() if __name__ == '__main__': args = parse_args() main(args) vision-0.8.2/references/video_classification/000077500000000000000000000000001376231312300213335ustar00rootroot00000000000000vision-0.8.2/references/video_classification/scheduler.py000066400000000000000000000030501376231312300236610ustar00rootroot00000000000000import torch from bisect import bisect_right class WarmupMultiStepLR(torch.optim.lr_scheduler._LRScheduler): def __init__( self, optimizer, milestones, gamma=0.1, warmup_factor=1.0 / 3, warmup_iters=5, warmup_method="linear", last_epoch=-1, ): if not milestones == sorted(milestones): raise ValueError( "Milestones should be a list of" " increasing integers. Got {}", milestones, ) if warmup_method not in ("constant", "linear"): raise ValueError( "Only 'constant' or 'linear' warmup_method accepted" "got {}".format(warmup_method) ) self.milestones = milestones self.gamma = gamma self.warmup_factor = warmup_factor self.warmup_iters = warmup_iters self.warmup_method = warmup_method super(WarmupMultiStepLR, self).__init__(optimizer, last_epoch) def get_lr(self): warmup_factor = 1 if self.last_epoch < self.warmup_iters: if self.warmup_method == "constant": warmup_factor = self.warmup_factor elif self.warmup_method == "linear": alpha = float(self.last_epoch) / self.warmup_iters warmup_factor = self.warmup_factor * (1 - alpha) + alpha return [ base_lr * warmup_factor * self.gamma ** bisect_right(self.milestones, self.last_epoch) for base_lr in self.base_lrs ] vision-0.8.2/references/video_classification/train.py000066400000000000000000000330671376231312300230330ustar00rootroot00000000000000import datetime import os import time import torch import torch.utils.data from torch.utils.data.dataloader import default_collate from torch import nn import torchvision import torchvision.datasets.video_utils from torchvision import transforms from torchvision.datasets.samplers import DistributedSampler, UniformClipSampler, RandomClipSampler import utils from scheduler import WarmupMultiStepLR import transforms as T try: from apex import amp except ImportError: amp = None def train_one_epoch(model, criterion, optimizer, lr_scheduler, data_loader, device, epoch, print_freq, apex=False): model.train() metric_logger = utils.MetricLogger(delimiter=" ") metric_logger.add_meter('lr', utils.SmoothedValue(window_size=1, fmt='{value}')) metric_logger.add_meter('clips/s', utils.SmoothedValue(window_size=10, fmt='{value:.3f}')) header = 'Epoch: [{}]'.format(epoch) for video, target in metric_logger.log_every(data_loader, print_freq, header): start_time = time.time() video, target = video.to(device), target.to(device) output = model(video) loss = criterion(output, target) optimizer.zero_grad() if apex: with amp.scale_loss(loss, optimizer) as scaled_loss: scaled_loss.backward() else: loss.backward() optimizer.step() acc1, acc5 = utils.accuracy(output, target, topk=(1, 5)) batch_size = video.shape[0] metric_logger.update(loss=loss.item(), lr=optimizer.param_groups[0]["lr"]) metric_logger.meters['acc1'].update(acc1.item(), n=batch_size) metric_logger.meters['acc5'].update(acc5.item(), n=batch_size) metric_logger.meters['clips/s'].update(batch_size / (time.time() - start_time)) lr_scheduler.step() def evaluate(model, criterion, data_loader, device): model.eval() metric_logger = utils.MetricLogger(delimiter=" ") header = 'Test:' with torch.no_grad(): for video, target in metric_logger.log_every(data_loader, 100, header): video = video.to(device, non_blocking=True) target = target.to(device, non_blocking=True) output = model(video) loss = criterion(output, target) acc1, acc5 = utils.accuracy(output, target, topk=(1, 5)) # FIXME need to take into account that the datasets # could have been padded in distributed setup batch_size = video.shape[0] metric_logger.update(loss=loss.item()) metric_logger.meters['acc1'].update(acc1.item(), n=batch_size) metric_logger.meters['acc5'].update(acc5.item(), n=batch_size) # gather the stats from all processes metric_logger.synchronize_between_processes() print(' * Clip Acc@1 {top1.global_avg:.3f} Clip Acc@5 {top5.global_avg:.3f}' .format(top1=metric_logger.acc1, top5=metric_logger.acc5)) return metric_logger.acc1.global_avg def _get_cache_path(filepath): import hashlib h = hashlib.sha1(filepath.encode()).hexdigest() cache_path = os.path.join("~", ".torch", "vision", "datasets", "kinetics", h[:10] + ".pt") cache_path = os.path.expanduser(cache_path) return cache_path def collate_fn(batch): # remove audio from the batch batch = [(d[0], d[2]) for d in batch] return default_collate(batch) def main(args): if args.apex and amp is None: raise RuntimeError("Failed to import apex. Please install apex from https://www.github.com/nvidia/apex " "to enable mixed-precision training.") if args.output_dir: utils.mkdir(args.output_dir) utils.init_distributed_mode(args) print(args) print("torch version: ", torch.__version__) print("torchvision version: ", torchvision.__version__) device = torch.device(args.device) torch.backends.cudnn.benchmark = True # Data loading code print("Loading data") traindir = os.path.join(args.data_path, args.train_dir) valdir = os.path.join(args.data_path, args.val_dir) normalize = T.Normalize(mean=[0.43216, 0.394666, 0.37645], std=[0.22803, 0.22145, 0.216989]) print("Loading training data") st = time.time() cache_path = _get_cache_path(traindir) transform_train = torchvision.transforms.Compose([ T.ToFloatTensorInZeroOne(), T.Resize((128, 171)), T.RandomHorizontalFlip(), normalize, T.RandomCrop((112, 112)) ]) if args.cache_dataset and os.path.exists(cache_path): print("Loading dataset_train from {}".format(cache_path)) dataset, _ = torch.load(cache_path) dataset.transform = transform_train else: if args.distributed: print("It is recommended to pre-compute the dataset cache " "on a single-gpu first, as it will be faster") dataset = torchvision.datasets.Kinetics400( traindir, frames_per_clip=args.clip_len, step_between_clips=1, transform=transform_train, frame_rate=15 ) if args.cache_dataset: print("Saving dataset_train to {}".format(cache_path)) utils.mkdir(os.path.dirname(cache_path)) utils.save_on_master((dataset, traindir), cache_path) print("Took", time.time() - st) print("Loading validation data") cache_path = _get_cache_path(valdir) transform_test = torchvision.transforms.Compose([ T.ToFloatTensorInZeroOne(), T.Resize((128, 171)), normalize, T.CenterCrop((112, 112)) ]) if args.cache_dataset and os.path.exists(cache_path): print("Loading dataset_test from {}".format(cache_path)) dataset_test, _ = torch.load(cache_path) dataset_test.transform = transform_test else: if args.distributed: print("It is recommended to pre-compute the dataset cache " "on a single-gpu first, as it will be faster") dataset_test = torchvision.datasets.Kinetics400( valdir, frames_per_clip=args.clip_len, step_between_clips=1, transform=transform_test, frame_rate=15 ) if args.cache_dataset: print("Saving dataset_test to {}".format(cache_path)) utils.mkdir(os.path.dirname(cache_path)) utils.save_on_master((dataset_test, valdir), cache_path) print("Creating data loaders") train_sampler = RandomClipSampler(dataset.video_clips, args.clips_per_video) test_sampler = UniformClipSampler(dataset_test.video_clips, args.clips_per_video) if args.distributed: train_sampler = DistributedSampler(train_sampler) test_sampler = DistributedSampler(test_sampler) data_loader = torch.utils.data.DataLoader( dataset, batch_size=args.batch_size, sampler=train_sampler, num_workers=args.workers, pin_memory=True, collate_fn=collate_fn) data_loader_test = torch.utils.data.DataLoader( dataset_test, batch_size=args.batch_size, sampler=test_sampler, num_workers=args.workers, pin_memory=True, collate_fn=collate_fn) print("Creating model") model = torchvision.models.video.__dict__[args.model](pretrained=args.pretrained) model.to(device) if args.distributed and args.sync_bn: model = torch.nn.SyncBatchNorm.convert_sync_batchnorm(model) criterion = nn.CrossEntropyLoss() lr = args.lr * args.world_size optimizer = torch.optim.SGD( model.parameters(), lr=lr, momentum=args.momentum, weight_decay=args.weight_decay) if args.apex: model, optimizer = amp.initialize(model, optimizer, opt_level=args.apex_opt_level ) # convert scheduler to be per iteration, not per epoch, for warmup that lasts # between different epochs warmup_iters = args.lr_warmup_epochs * len(data_loader) lr_milestones = [len(data_loader) * m for m in args.lr_milestones] lr_scheduler = WarmupMultiStepLR( optimizer, milestones=lr_milestones, gamma=args.lr_gamma, warmup_iters=warmup_iters, warmup_factor=1e-5) model_without_ddp = model if args.distributed: model = torch.nn.parallel.DistributedDataParallel(model, device_ids=[args.gpu]) model_without_ddp = model.module if args.resume: checkpoint = torch.load(args.resume, map_location='cpu') model_without_ddp.load_state_dict(checkpoint['model']) optimizer.load_state_dict(checkpoint['optimizer']) lr_scheduler.load_state_dict(checkpoint['lr_scheduler']) args.start_epoch = checkpoint['epoch'] + 1 if args.test_only: evaluate(model, criterion, data_loader_test, device=device) return print("Start training") start_time = time.time() for epoch in range(args.start_epoch, args.epochs): if args.distributed: train_sampler.set_epoch(epoch) train_one_epoch(model, criterion, optimizer, lr_scheduler, data_loader, device, epoch, args.print_freq, args.apex) evaluate(model, criterion, data_loader_test, device=device) if args.output_dir: checkpoint = { 'model': model_without_ddp.state_dict(), 'optimizer': optimizer.state_dict(), 'lr_scheduler': lr_scheduler.state_dict(), 'epoch': epoch, 'args': args} utils.save_on_master( checkpoint, os.path.join(args.output_dir, 'model_{}.pth'.format(epoch))) utils.save_on_master( checkpoint, os.path.join(args.output_dir, 'checkpoint.pth')) total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('Training time {}'.format(total_time_str)) def parse_args(): import argparse parser = argparse.ArgumentParser(description='PyTorch Classification Training') parser.add_argument('--data-path', default='/datasets01_101/kinetics/070618/', help='dataset') parser.add_argument('--train-dir', default='train_avi-480p', help='name of train dir') parser.add_argument('--val-dir', default='val_avi-480p', help='name of val dir') parser.add_argument('--model', default='r2plus1d_18', help='model') parser.add_argument('--device', default='cuda', help='device') parser.add_argument('--clip-len', default=16, type=int, metavar='N', help='number of frames per clip') parser.add_argument('--clips-per-video', default=5, type=int, metavar='N', help='maximum number of clips per video to consider') parser.add_argument('-b', '--batch-size', default=24, type=int) parser.add_argument('--epochs', default=45, type=int, metavar='N', help='number of total epochs to run') parser.add_argument('-j', '--workers', default=10, type=int, metavar='N', help='number of data loading workers (default: 16)') parser.add_argument('--lr', default=0.01, type=float, help='initial learning rate') parser.add_argument('--momentum', default=0.9, type=float, metavar='M', help='momentum') parser.add_argument('--wd', '--weight-decay', default=1e-4, type=float, metavar='W', help='weight decay (default: 1e-4)', dest='weight_decay') parser.add_argument('--lr-milestones', nargs='+', default=[20, 30, 40], type=int, help='decrease lr on milestones') parser.add_argument('--lr-gamma', default=0.1, type=float, help='decrease lr by a factor of lr-gamma') parser.add_argument('--lr-warmup-epochs', default=10, type=int, help='number of warmup epochs') parser.add_argument('--print-freq', default=10, type=int, help='print frequency') parser.add_argument('--output-dir', default='.', help='path where to save') parser.add_argument('--resume', default='', help='resume from checkpoint') parser.add_argument('--start-epoch', default=0, type=int, metavar='N', help='start epoch') parser.add_argument( "--cache-dataset", dest="cache_dataset", help="Cache the datasets for quicker initialization. It also serializes the transforms", action="store_true", ) parser.add_argument( "--sync-bn", dest="sync_bn", help="Use sync batch norm", action="store_true", ) parser.add_argument( "--test-only", dest="test_only", help="Only test the model", action="store_true", ) parser.add_argument( "--pretrained", dest="pretrained", help="Use pre-trained models from the modelzoo", action="store_true", ) # Mixed precision training parameters parser.add_argument('--apex', action='store_true', help='Use apex for mixed precision training') parser.add_argument('--apex-opt-level', default='O1', type=str, help='For apex mixed precision training' 'O0 for FP32 training, O1 for mixed precision training.' 'For further detail, see https://github.com/NVIDIA/apex/tree/master/examples/imagenet' ) # distributed training parameters parser.add_argument('--world-size', default=1, type=int, help='number of distributed processes') parser.add_argument('--dist-url', default='env://', help='url used to set up distributed training') args = parser.parse_args() return args if __name__ == "__main__": args = parse_args() main(args) vision-0.8.2/references/video_classification/transforms.py000066400000000000000000000060361376231312300241100ustar00rootroot00000000000000import torch import random def crop(vid, i, j, h, w): return vid[..., i:(i + h), j:(j + w)] def center_crop(vid, output_size): h, w = vid.shape[-2:] th, tw = output_size i = int(round((h - th) / 2.)) j = int(round((w - tw) / 2.)) return crop(vid, i, j, th, tw) def hflip(vid): return vid.flip(dims=(-1,)) # NOTE: for those functions, which generally expect mini-batches, we keep them # as non-minibatch so that they are applied as if they were 4d (thus image). # this way, we only apply the transformation in the spatial domain def resize(vid, size, interpolation='bilinear'): # NOTE: using bilinear interpolation because we don't work on minibatches # at this level scale = None if isinstance(size, int): scale = float(size) / min(vid.shape[-2:]) size = None return torch.nn.functional.interpolate( vid, size=size, scale_factor=scale, mode=interpolation, align_corners=False) def pad(vid, padding, fill=0, padding_mode="constant"): # NOTE: don't want to pad on temporal dimension, so let as non-batch # (4d) before padding. This works as expected return torch.nn.functional.pad(vid, padding, value=fill, mode=padding_mode) def to_normalized_float_tensor(vid): return vid.permute(3, 0, 1, 2).to(torch.float32) / 255 def normalize(vid, mean, std): shape = (-1,) + (1,) * (vid.dim() - 1) mean = torch.as_tensor(mean).reshape(shape) std = torch.as_tensor(std).reshape(shape) return (vid - mean) / std # Class interface class RandomCrop(object): def __init__(self, size): self.size = size @staticmethod def get_params(vid, output_size): """Get parameters for ``crop`` for a random crop. """ h, w = vid.shape[-2:] th, tw = output_size if w == tw and h == th: return 0, 0, h, w i = random.randint(0, h - th) j = random.randint(0, w - tw) return i, j, th, tw def __call__(self, vid): i, j, h, w = self.get_params(vid, self.size) return crop(vid, i, j, h, w) class CenterCrop(object): def __init__(self, size): self.size = size def __call__(self, vid): return center_crop(vid, self.size) class Resize(object): def __init__(self, size): self.size = size def __call__(self, vid): return resize(vid, self.size) class ToFloatTensorInZeroOne(object): def __call__(self, vid): return to_normalized_float_tensor(vid) class Normalize(object): def __init__(self, mean, std): self.mean = mean self.std = std def __call__(self, vid): return normalize(vid, self.mean, self.std) class RandomHorizontalFlip(object): def __init__(self, p=0.5): self.p = p def __call__(self, vid): if random.random() < self.p: return hflip(vid) return vid class Pad(object): def __init__(self, padding, fill=0): self.padding = padding self.fill = fill def __call__(self, vid): return pad(vid, self.padding, self.fill) vision-0.8.2/references/video_classification/utils.py000066400000000000000000000164521376231312300230550ustar00rootroot00000000000000from collections import defaultdict, deque import datetime import time import torch import torch.distributed as dist import errno import os class SmoothedValue(object): """Track a series of values and provide access to smoothed values over a window or the global series average. """ def __init__(self, window_size=20, fmt=None): if fmt is None: fmt = "{median:.4f} ({global_avg:.4f})" self.deque = deque(maxlen=window_size) self.total = 0.0 self.count = 0 self.fmt = fmt def update(self, value, n=1): self.deque.append(value) self.count += n self.total += value * n def synchronize_between_processes(self): """ Warning: does not synchronize the deque! """ if not is_dist_avail_and_initialized(): return t = torch.tensor([self.count, self.total], dtype=torch.float64, device='cuda') dist.barrier() dist.all_reduce(t) t = t.tolist() self.count = int(t[0]) self.total = t[1] @property def median(self): d = torch.tensor(list(self.deque)) return d.median().item() @property def avg(self): d = torch.tensor(list(self.deque), dtype=torch.float32) return d.mean().item() @property def global_avg(self): return self.total / self.count @property def max(self): return max(self.deque) @property def value(self): return self.deque[-1] def __str__(self): return self.fmt.format( median=self.median, avg=self.avg, global_avg=self.global_avg, max=self.max, value=self.value) class MetricLogger(object): def __init__(self, delimiter="\t"): self.meters = defaultdict(SmoothedValue) self.delimiter = delimiter def update(self, **kwargs): for k, v in kwargs.items(): if isinstance(v, torch.Tensor): v = v.item() assert isinstance(v, (float, int)) self.meters[k].update(v) def __getattr__(self, attr): if attr in self.meters: return self.meters[attr] if attr in self.__dict__: return self.__dict__[attr] raise AttributeError("'{}' object has no attribute '{}'".format( type(self).__name__, attr)) def __str__(self): loss_str = [] for name, meter in self.meters.items(): loss_str.append( "{}: {}".format(name, str(meter)) ) return self.delimiter.join(loss_str) def synchronize_between_processes(self): for meter in self.meters.values(): meter.synchronize_between_processes() def add_meter(self, name, meter): self.meters[name] = meter def log_every(self, iterable, print_freq, header=None): i = 0 if not header: header = '' start_time = time.time() end = time.time() iter_time = SmoothedValue(fmt='{avg:.4f}') data_time = SmoothedValue(fmt='{avg:.4f}') space_fmt = ':' + str(len(str(len(iterable)))) + 'd' if torch.cuda.is_available(): log_msg = self.delimiter.join([ header, '[{0' + space_fmt + '}/{1}]', 'eta: {eta}', '{meters}', 'time: {time}', 'data: {data}', 'max mem: {memory:.0f}' ]) else: log_msg = self.delimiter.join([ header, '[{0' + space_fmt + '}/{1}]', 'eta: {eta}', '{meters}', 'time: {time}', 'data: {data}' ]) MB = 1024.0 * 1024.0 for obj in iterable: data_time.update(time.time() - end) yield obj iter_time.update(time.time() - end) if i % print_freq == 0: eta_seconds = iter_time.global_avg * (len(iterable) - i) eta_string = str(datetime.timedelta(seconds=int(eta_seconds))) if torch.cuda.is_available(): print(log_msg.format( i, len(iterable), eta=eta_string, meters=str(self), time=str(iter_time), data=str(data_time), memory=torch.cuda.max_memory_allocated() / MB)) else: print(log_msg.format( i, len(iterable), eta=eta_string, meters=str(self), time=str(iter_time), data=str(data_time))) i += 1 end = time.time() total_time = time.time() - start_time total_time_str = str(datetime.timedelta(seconds=int(total_time))) print('{} Total time: {}'.format(header, total_time_str)) def accuracy(output, target, topk=(1,)): """Computes the accuracy over the k top predictions for the specified values of k""" with torch.no_grad(): maxk = max(topk) batch_size = target.size(0) _, pred = output.topk(maxk, 1, True, True) pred = pred.t() correct = pred.eq(target[None]) res = [] for k in topk: correct_k = correct[:k].flatten().sum(dtype=torch.float32) res.append(correct_k * (100.0 / batch_size)) return res def mkdir(path): try: os.makedirs(path) except OSError as e: if e.errno != errno.EEXIST: raise def setup_for_distributed(is_master): """ This function disables printing when not in master process """ import builtins as __builtin__ builtin_print = __builtin__.print def print(*args, **kwargs): force = kwargs.pop('force', False) if is_master or force: builtin_print(*args, **kwargs) __builtin__.print = print def is_dist_avail_and_initialized(): if not dist.is_available(): return False if not dist.is_initialized(): return False return True def get_world_size(): if not is_dist_avail_and_initialized(): return 1 return dist.get_world_size() def get_rank(): if not is_dist_avail_and_initialized(): return 0 return dist.get_rank() def is_main_process(): return get_rank() == 0 def save_on_master(*args, **kwargs): if is_main_process(): torch.save(*args, **kwargs) def init_distributed_mode(args): if 'RANK' in os.environ and 'WORLD_SIZE' in os.environ: args.rank = int(os.environ["RANK"]) args.world_size = int(os.environ['WORLD_SIZE']) args.gpu = int(os.environ['LOCAL_RANK']) elif 'SLURM_PROCID' in os.environ: args.rank = int(os.environ['SLURM_PROCID']) args.gpu = args.rank % torch.cuda.device_count() elif hasattr(args, "rank"): pass else: print('Not using distributed mode') args.distributed = False return args.distributed = True torch.cuda.set_device(args.gpu) args.dist_backend = 'nccl' print('| distributed init (rank {}): {}'.format( args.rank, args.dist_url), flush=True) torch.distributed.init_process_group(backend=args.dist_backend, init_method=args.dist_url, world_size=args.world_size, rank=args.rank) setup_for_distributed(args.rank == 0) vision-0.8.2/setup.cfg000066400000000000000000000002611376231312300146510ustar00rootroot00000000000000[bdist_wheel] universal=1 [metadata] license_file = LICENSE [pep8] max-line-length = 120 [flake8] max-line-length = 120 ignore = F401,E402,F403,W503,W504,F821 exclude = venv vision-0.8.2/setup.py000066400000000000000000000366521376231312300145570ustar00rootroot00000000000000import os import io import sys from setuptools import setup, find_packages from pkg_resources import parse_version, get_distribution, DistributionNotFound import subprocess import distutils.command.clean import distutils.spawn import glob import shutil import torch from torch.utils.cpp_extension import BuildExtension, CppExtension, CUDAExtension, CUDA_HOME from torch.utils.hipify import hipify_python def read(*names, **kwargs): with io.open( os.path.join(os.path.dirname(__file__), *names), encoding=kwargs.get("encoding", "utf8") ) as fp: return fp.read() def get_dist(pkgname): try: return get_distribution(pkgname) except DistributionNotFound: return None version = '0.8.0a0' sha = 'Unknown' package_name = 'torchvision' cwd = os.path.dirname(os.path.abspath(__file__)) try: sha = subprocess.check_output(['git', 'rev-parse', 'HEAD'], cwd=cwd).decode('ascii').strip() except Exception: pass if os.getenv('BUILD_VERSION'): version = os.getenv('BUILD_VERSION') elif sha != 'Unknown': version += '+' + sha[:7] print("Building wheel {}-{}".format(package_name, version)) def write_version_file(): version_path = os.path.join(cwd, 'torchvision', 'version.py') with open(version_path, 'w') as f: f.write("__version__ = '{}'\n".format(version)) f.write("git_version = {}\n".format(repr(sha))) f.write("from torchvision.extension import _check_cuda_version\n") f.write("if _check_cuda_version() > 0:\n") f.write(" cuda = _check_cuda_version()\n") write_version_file() readme = open('README.rst').read() pytorch_dep = 'torch' if os.getenv('PYTORCH_VERSION'): pytorch_dep += "==" + os.getenv('PYTORCH_VERSION') requirements = [ 'numpy', pytorch_dep, ] pillow_ver = ' >= 4.1.1' pillow_req = 'pillow-simd' if get_dist('pillow-simd') is not None else 'pillow' requirements.append(pillow_req + pillow_ver) def find_library(name, vision_include): this_dir = os.path.dirname(os.path.abspath(__file__)) build_prefix = os.environ.get('BUILD_PREFIX', None) is_conda_build = build_prefix is not None library_found = False conda_installed = False lib_folder = None include_folder = None library_header = '{0}.h'.format(name) # Lookup in TORCHVISION_INCLUDE or in the package file package_path = [os.path.join(this_dir, 'torchvision')] for folder in vision_include + package_path: candidate_path = os.path.join(folder, library_header) library_found = os.path.exists(candidate_path) if library_found: break if not library_found: print('Running build on conda-build: {0}'.format(is_conda_build)) if is_conda_build: # Add conda headers/libraries if os.name == 'nt': build_prefix = os.path.join(build_prefix, 'Library') include_folder = os.path.join(build_prefix, 'include') lib_folder = os.path.join(build_prefix, 'lib') library_header_path = os.path.join( include_folder, library_header) library_found = os.path.isfile(library_header_path) conda_installed = library_found else: # Check if using Anaconda to produce wheels conda = distutils.spawn.find_executable('conda') is_conda = conda is not None print('Running build on conda: {0}'.format(is_conda)) if is_conda: python_executable = sys.executable py_folder = os.path.dirname(python_executable) if os.name == 'nt': env_path = os.path.join(py_folder, 'Library') else: env_path = os.path.dirname(py_folder) lib_folder = os.path.join(env_path, 'lib') include_folder = os.path.join(env_path, 'include') library_header_path = os.path.join( include_folder, library_header) library_found = os.path.isfile(library_header_path) conda_installed = library_found if not library_found: if sys.platform == 'linux': library_found = os.path.exists('/usr/include/{0}'.format( library_header)) library_found = library_found or os.path.exists( '/usr/local/include/{0}'.format(library_header)) return library_found, conda_installed, include_folder, lib_folder def get_extensions(): this_dir = os.path.dirname(os.path.abspath(__file__)) extensions_dir = os.path.join(this_dir, 'torchvision', 'csrc') main_file = glob.glob(os.path.join(extensions_dir, '*.cpp')) source_cpu = glob.glob(os.path.join(extensions_dir, 'cpu', '*.cpp')) is_rocm_pytorch = False if torch.__version__ >= '1.5': from torch.utils.cpp_extension import ROCM_HOME is_rocm_pytorch = True if ((torch.version.hip is not None) and (ROCM_HOME is not None)) else False if is_rocm_pytorch: hipify_python.hipify( project_directory=this_dir, output_directory=this_dir, includes="torchvision/csrc/cuda/*", show_detailed=True, is_pytorch_extension=True, ) source_cuda = glob.glob(os.path.join(extensions_dir, 'hip', '*.hip')) # Copy over additional files shutil.copy("torchvision/csrc/cuda/cuda_helpers.h", "torchvision/csrc/hip/cuda_helpers.h") shutil.copy("torchvision/csrc/cuda/vision_cuda.h", "torchvision/csrc/hip/vision_cuda.h") else: source_cuda = glob.glob(os.path.join(extensions_dir, 'cuda', '*.cu')) sources = main_file + source_cpu extension = CppExtension compile_cpp_tests = os.getenv('WITH_CPP_MODELS_TEST', '0') == '1' if compile_cpp_tests: test_dir = os.path.join(this_dir, 'test') models_dir = os.path.join(this_dir, 'torchvision', 'csrc', 'models') test_file = glob.glob(os.path.join(test_dir, '*.cpp')) source_models = glob.glob(os.path.join(models_dir, '*.cpp')) test_file = [os.path.join(test_dir, s) for s in test_file] source_models = [os.path.join(models_dir, s) for s in source_models] tests = test_file + source_models tests_include_dirs = [test_dir, models_dir] define_macros = [] extra_compile_args = {} if (torch.cuda.is_available() and ((CUDA_HOME is not None) or is_rocm_pytorch)) \ or os.getenv('FORCE_CUDA', '0') == '1': extension = CUDAExtension sources += source_cuda if not is_rocm_pytorch: define_macros += [('WITH_CUDA', None)] nvcc_flags = os.getenv('NVCC_FLAGS', '') if nvcc_flags == '': nvcc_flags = [] else: nvcc_flags = nvcc_flags.split(' ') else: define_macros += [('WITH_HIP', None)] nvcc_flags = [] extra_compile_args = { 'cxx': [], 'nvcc': nvcc_flags, } if sys.platform == 'win32': define_macros += [('torchvision_EXPORTS', None)] extra_compile_args.setdefault('cxx', []) extra_compile_args['cxx'].append('/MP') debug_mode = os.getenv('DEBUG', '0') == '1' if debug_mode: print("Compile in debug mode") extra_compile_args['cxx'].append("-g") extra_compile_args['cxx'].append("-O0") if "nvcc" in extra_compile_args: # we have to remove "-OX" and "-g" flag if exists and append nvcc_flags = extra_compile_args["nvcc"] extra_compile_args["nvcc"] = [ f for f in nvcc_flags if not ("-O" in f or "-g" in f) ] extra_compile_args["nvcc"].append("-O0") extra_compile_args["nvcc"].append("-g") sources = [os.path.join(extensions_dir, s) for s in sources] include_dirs = [extensions_dir] ext_modules = [ extension( 'torchvision._C', sources, include_dirs=include_dirs, define_macros=define_macros, extra_compile_args=extra_compile_args, ) ] if compile_cpp_tests: ext_modules.append( extension( 'torchvision._C_tests', tests, include_dirs=tests_include_dirs, define_macros=define_macros, extra_compile_args=extra_compile_args, ) ) # ------------------- Torchvision extra extensions ------------------------ vision_include = os.environ.get('TORCHVISION_INCLUDE', None) vision_library = os.environ.get('TORCHVISION_LIBRARY', None) vision_include = (vision_include.split(os.pathsep) if vision_include is not None else []) vision_library = (vision_library.split(os.pathsep) if vision_library is not None else []) include_dirs += vision_include library_dirs = vision_library # Image reading extension image_macros = [] image_include = [extensions_dir] image_library = [] image_link_flags = [] # Locating libPNG libpng = distutils.spawn.find_executable('libpng-config') pngfix = distutils.spawn.find_executable('pngfix') png_found = libpng is not None or pngfix is not None print('PNG found: {0}'.format(png_found)) if png_found: if libpng is not None: # Linux / Mac png_version = subprocess.run([libpng, '--version'], stdout=subprocess.PIPE) png_version = png_version.stdout.strip().decode('utf-8') print('libpng version: {0}'.format(png_version)) png_version = parse_version(png_version) if png_version >= parse_version("1.6.0"): print('Building torchvision with PNG image support') png_lib = subprocess.run([libpng, '--libdir'], stdout=subprocess.PIPE) png_lib = png_lib.stdout.strip().decode('utf-8') if 'disabled' not in png_lib: image_library += [png_lib] png_include = subprocess.run([libpng, '--I_opts'], stdout=subprocess.PIPE) png_include = png_include.stdout.strip().decode('utf-8') _, png_include = png_include.split('-I') print('libpng include path: {0}'.format(png_include)) image_include += [png_include] image_link_flags.append('png') else: print('libpng installed version is less than 1.6.0, ' 'disabling PNG support') png_found = False else: # Windows png_lib = os.path.join( os.path.dirname(os.path.dirname(pngfix)), 'lib') png_include = os.path.join(os.path.dirname( os.path.dirname(pngfix)), 'include', 'libpng16') image_library += [png_lib] image_include += [png_include] image_link_flags.append('libpng') # Locating libjpeg (jpeg_found, jpeg_conda, jpeg_include, jpeg_lib) = find_library('jpeglib', vision_include) print('JPEG found: {0}'.format(jpeg_found)) image_macros += [('PNG_FOUND', str(int(png_found)))] image_macros += [('JPEG_FOUND', str(int(jpeg_found)))] if jpeg_found: print('Building torchvision with JPEG image support') image_link_flags.append('jpeg') if jpeg_conda: image_library += [jpeg_lib] image_include += [jpeg_include] image_path = os.path.join(extensions_dir, 'cpu', 'image') image_src = glob.glob(os.path.join(image_path, '*.cpp')) if png_found or jpeg_found: ext_modules.append(extension( 'torchvision.image', image_src, include_dirs=image_include + include_dirs + [image_path], library_dirs=image_library + library_dirs, define_macros=image_macros, libraries=image_link_flags, extra_compile_args=extra_compile_args )) ffmpeg_exe = distutils.spawn.find_executable('ffmpeg') # Disable ffmpeg by default no_ffmpeg = os.environ.get("NO_FFMPEG", True) has_ffmpeg = ffmpeg_exe is not None and not no_ffmpeg print("FFmpeg found: {}".format(has_ffmpeg)) if has_ffmpeg: ffmpeg_bin = os.path.dirname(ffmpeg_exe) ffmpeg_root = os.path.dirname(ffmpeg_bin) ffmpeg_include_dir = os.path.join(ffmpeg_root, 'include') ffmpeg_library_dir = os.path.join(ffmpeg_root, 'lib') print("ffmpeg include path: {}".format(ffmpeg_include_dir)) print("ffmpeg library_dir: {}".format(ffmpeg_library_dir)) # TorchVision base decoder + video reader video_reader_src_dir = os.path.join(this_dir, 'torchvision', 'csrc', 'cpu', 'video_reader') video_reader_src = glob.glob(os.path.join(video_reader_src_dir, "*.cpp")) base_decoder_src_dir = os.path.join(this_dir, 'torchvision', 'csrc', 'cpu', 'decoder') base_decoder_src = glob.glob( os.path.join(base_decoder_src_dir, "*.cpp")) # Torchvision video API videoapi_src_dir = os.path.join(this_dir, 'torchvision', 'csrc', 'cpu', 'video') videoapi_src = glob.glob(os.path.join(videoapi_src_dir, "*.cpp")) # exclude tests base_decoder_src = [x for x in base_decoder_src if '_test.cpp' not in x] combined_src = video_reader_src + base_decoder_src + videoapi_src ext_modules.append( CppExtension( 'torchvision.video_reader', combined_src, include_dirs=[ base_decoder_src_dir, video_reader_src_dir, videoapi_src_dir, ffmpeg_include_dir, extensions_dir, ], library_dirs=[ffmpeg_library_dir] + library_dirs, libraries=[ 'avcodec', 'avformat', 'avutil', 'swresample', 'swscale', ], extra_compile_args=["-std=c++14"] if os.name != 'nt' else ['/std:c++14', '/MP'], extra_link_args=["-std=c++14" if os.name != 'nt' else '/std:c++14'], ) ) return ext_modules class clean(distutils.command.clean.clean): def run(self): with open('.gitignore', 'r') as f: ignores = f.read() for wildcard in filter(None, ignores.split('\n')): for filename in glob.glob(wildcard): try: os.remove(filename) except OSError: shutil.rmtree(filename, ignore_errors=True) # It's an old-style class in Python 2.7... distutils.command.clean.clean.run(self) setup( # Metadata name=package_name, version=version, author='PyTorch Core Team', author_email='soumith@pytorch.org', url='https://github.com/pytorch/vision', description='image and video datasets and models for torch deep learning', long_description=readme, license='BSD', # Package info packages=find_packages(exclude=('test',)), package_data={ package_name: ['*.dll', '*.dylib', '*.so'] }, zip_safe=False, install_requires=requirements, extras_require={ "scipy": ["scipy"], }, ext_modules=get_extensions(), cmdclass={ 'build_ext': BuildExtension.with_options(no_python_abi_suffix=True), 'clean': clean, } ) vision-0.8.2/test/000077500000000000000000000000001376231312300140105ustar00rootroot00000000000000vision-0.8.2/test/assets/000077500000000000000000000000001376231312300153125ustar00rootroot00000000000000vision-0.8.2/test/assets/damaged_jpeg/000077500000000000000000000000001376231312300177015ustar00rootroot00000000000000vision-0.8.2/test/assets/damaged_jpeg/TensorFlow-LICENSE000066400000000000000000000011501376231312300230030ustar00rootroot00000000000000 Copyright 2019 The TensorFlow Authors. All rights reserved. Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. 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Þ00dcTQ00dc®00dcÎë00dcÂ00dcÚ“00dcv'00dc¦ ª00dcX"/00dcfQ@<00dc®w00dc..00dcd’|00dcè”È00dc¸–d00dc$™00dc<›00dcÆœt00dcBŸÆ00dc¢—00dc°£*00dcâ¸@<00dc*õK00dc~÷00dc$ùÇ00dcôúñ00dcîüÃ00dcºþÇ00dcŠ00dcª00dcB§00dcò"00dc Û00dc!²H00dcºi,00dcîl¶00dc¬nã00dc˜p\00dcürý00dcuâ00dcìvW00dcL{û00dcP}<00dc”~00dc ‚ï00dc˜™@00dc¨Ùv00dc&Û00dc2Ý{00dc¶ßÌ00dcŠá300dcÆãå00dc´æë00dc¨è00dcÄê¸00dc„íÙ00dcfïH00dc¶ ª800dchE ‘00dcG 00dcI 100dcVK Ý00dc 0: if (a.device.type == 'cpu' and (a.dtype == torch.float16 or a.dtype == torch.bfloat16)): # CPU half and bfloat16 tensors don't have the methods we need below a = a.to(torch.float32) b = b.to(a) if (a.dtype == torch.bool) != (b.dtype == torch.bool): raise TypeError("Was expecting both tensors to be bool type.") else: if a.dtype == torch.bool and b.dtype == torch.bool: # we want to respect precision but as bool doesn't support substraction, # boolean tensor has to be converted to int a = a.to(torch.int) b = b.to(torch.int) diff = a - b if a.is_floating_point(): # check that NaNs are in the same locations nan_mask = torch.isnan(a) self.assertTrue(torch.equal(nan_mask, torch.isnan(b)), message) diff[nan_mask] = 0 # inf check if allow_inf=True if allow_inf: inf_mask = torch.isinf(a) inf_sign = inf_mask.sign() self.assertTrue(torch.equal(inf_sign, torch.isinf(b).sign()), message) diff[inf_mask] = 0 # TODO: implement abs on CharTensor (int8) if diff.is_signed() and diff.dtype != torch.int8: diff = diff.abs() max_err = diff.max() tolerance = prec + prec * abs(a.max()) self.assertLessEqual(max_err, tolerance, message) super(TestCase, self).assertEqual(x.is_sparse, y.is_sparse, message) super(TestCase, self).assertEqual(x.is_quantized, y.is_quantized, message) if x.is_sparse: x = self.safeCoalesce(x) y = self.safeCoalesce(y) assertTensorsEqual(x._indices(), y._indices()) assertTensorsEqual(x._values(), y._values()) elif x.is_quantized and y.is_quantized: self.assertEqual(x.qscheme(), y.qscheme(), prec=prec, message=message, allow_inf=allow_inf) if x.qscheme() == torch.per_tensor_affine: self.assertEqual(x.q_scale(), y.q_scale(), prec=prec, message=message, allow_inf=allow_inf) self.assertEqual(x.q_zero_point(), y.q_zero_point(), prec=prec, message=message, allow_inf=allow_inf) elif x.qscheme() == torch.per_channel_affine: self.assertEqual(x.q_per_channel_scales(), y.q_per_channel_scales(), prec=prec, message=message, allow_inf=allow_inf) self.assertEqual(x.q_per_channel_zero_points(), y.q_per_channel_zero_points(), prec=prec, message=message, allow_inf=allow_inf) self.assertEqual(x.q_per_channel_axis(), y.q_per_channel_axis(), prec=prec, message=message) self.assertEqual(x.dtype, y.dtype) self.assertEqual(x.int_repr().to(torch.int32), y.int_repr().to(torch.int32), prec=prec, message=message, allow_inf=allow_inf) else: assertTensorsEqual(x, y) elif isinstance(x, string_classes) and isinstance(y, string_classes): super(TestCase, self).assertEqual(x, y, message) elif type(x) == set and type(y) == set: super(TestCase, self).assertEqual(x, y, message) elif isinstance(x, dict) and isinstance(y, dict): if isinstance(x, OrderedDict) and isinstance(y, OrderedDict): self.assertEqual(x.items(), y.items(), prec=prec, message=message, allow_inf=allow_inf) else: self.assertEqual(set(x.keys()), set(y.keys()), prec=prec, message=message, allow_inf=allow_inf) key_list = list(x.keys()) self.assertEqual([x[k] for k in key_list], [y[k] for k in key_list], prec=prec, message=message, allow_inf=allow_inf) elif is_iterable(x) and is_iterable(y): super(TestCase, self).assertEqual(len(x), len(y), message) for x_, y_ in zip(x, y): self.assertEqual(x_, y_, prec=prec, message=message, allow_inf=allow_inf) elif isinstance(x, bool) and isinstance(y, bool): super(TestCase, self).assertEqual(x, y, message) elif isinstance(x, Number) and isinstance(y, Number): inf = float("inf") if abs(x) == inf or abs(y) == inf: if allow_inf: super(TestCase, self).assertEqual(x, y, message) else: self.fail("Expected finite numeric values - x={}, y={}".format(x, y)) return super(TestCase, self).assertLessEqual(abs(x - y), prec, message) else: super(TestCase, self).assertEqual(x, y, message) def checkModule(self, nn_module, args, unwrapper=None, skip=False): """ Check that a nn.Module's results in TorchScript match eager and that it can be exported """ if not TEST_WITH_SLOW or skip: # TorchScript is not enabled, skip these tests return sm = torch.jit.script(nn_module) with freeze_rng_state(): eager_out = nn_module(*args) with freeze_rng_state(): script_out = sm(*args) if unwrapper: script_out = unwrapper(script_out) self.assertEqual(eager_out, script_out) self.assertExportImportModule(sm, args) return sm def getExportImportCopy(self, m): """ Save and load a TorchScript model """ buffer = io.BytesIO() torch.jit.save(m, buffer) buffer.seek(0) imported = torch.jit.load(buffer) return imported def assertExportImportModule(self, m, args): """ Check that the results of a model are the same after saving and loading """ m_import = self.getExportImportCopy(m) with freeze_rng_state(): results = m(*args) with freeze_rng_state(): results_from_imported = m_import(*args) self.assertEqual(results, results_from_imported) @contextlib.contextmanager def freeze_rng_state(): rng_state = torch.get_rng_state() if torch.cuda.is_available(): cuda_rng_state = torch.cuda.get_rng_state() yield if torch.cuda.is_available(): torch.cuda.set_rng_state(cuda_rng_state) torch.set_rng_state(rng_state) class TransformsTester(unittest.TestCase): def _create_data(self, height=3, width=3, channels=3, device="cpu"): tensor = torch.randint(0, 255, (channels, height, width), dtype=torch.uint8, device=device) pil_img = Image.fromarray(tensor.permute(1, 2, 0).contiguous().cpu().numpy()) return tensor, pil_img def _create_data_batch(self, height=3, width=3, channels=3, num_samples=4, device="cpu"): batch_tensor = torch.randint( 0, 255, (num_samples, channels, height, width), dtype=torch.uint8, device=device ) return batch_tensor def compareTensorToPIL(self, tensor, pil_image, msg=None): np_pil_image = np.array(pil_image) if np_pil_image.ndim == 2: np_pil_image = np_pil_image[:, :, None] pil_tensor = torch.as_tensor(np_pil_image.transpose((2, 0, 1))) if msg is None: msg = "tensor:\n{} \ndid not equal PIL tensor:\n{}".format(tensor, pil_tensor) self.assertTrue(tensor.cpu().equal(pil_tensor), msg) def approxEqualTensorToPIL(self, tensor, pil_image, tol=1e-5, msg=None, agg_method="mean"): np_pil_image = np.array(pil_image) if np_pil_image.ndim == 2: np_pil_image = np_pil_image[:, :, None] pil_tensor = torch.as_tensor(np_pil_image.transpose((2, 0, 1))).to(tensor) err = getattr(torch, agg_method)(tensor - pil_tensor).item() self.assertTrue( err < tol, msg="{}: err={}, tol={}: \n{}\nvs\n{}".format(msg, err, tol, tensor[0, :10, :10], pil_tensor[0, :10, :10]) ) def cycle_over(objs): for idx, obj in enumerate(objs): yield obj, objs[:idx] + objs[idx + 1:] def int_dtypes(): return torch.testing.integral_types() def 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Ár¦Àvision-0.8.2/test/fakedata_generation.py000066400000000000000000000405141376231312300203410ustar00rootroot00000000000000import os import contextlib import tarfile import json import numpy as np import PIL import torch from common_utils import get_tmp_dir import pickle import random from itertools import cycle from torchvision.io.video import write_video import unittest.mock import hashlib from distutils import dir_util @contextlib.contextmanager def mnist_root(num_images, cls_name): def _encode(v): return torch.tensor(v, dtype=torch.int32).numpy().tobytes()[::-1] def _make_image_file(filename, num_images): img = torch.randint(0, 255, size=(28 * 28 * num_images,), dtype=torch.uint8) with open(filename, "wb") as f: f.write(_encode(2051)) # magic header f.write(_encode(num_images)) f.write(_encode(28)) f.write(_encode(28)) f.write(img.numpy().tobytes()) def _make_label_file(filename, num_images): labels = torch.zeros((num_images,), dtype=torch.uint8) with open(filename, "wb") as f: f.write(_encode(2049)) # magic header f.write(_encode(num_images)) f.write(labels.numpy().tobytes()) with get_tmp_dir() as tmp_dir: raw_dir = os.path.join(tmp_dir, cls_name, "raw") os.makedirs(raw_dir) _make_image_file(os.path.join(raw_dir, "train-images-idx3-ubyte"), num_images) _make_label_file(os.path.join(raw_dir, "train-labels-idx1-ubyte"), num_images) _make_image_file(os.path.join(raw_dir, "t10k-images-idx3-ubyte"), num_images) _make_label_file(os.path.join(raw_dir, "t10k-labels-idx1-ubyte"), num_images) yield tmp_dir @contextlib.contextmanager def cifar_root(version): def _get_version_params(version): if version == 'CIFAR10': return { 'base_folder': 'cifar-10-batches-py', 'train_files': ['data_batch_{}'.format(batch) for batch in range(1, 6)], 'test_file': 'test_batch', 'target_key': 'labels', 'meta_file': 'batches.meta', 'classes_key': 'label_names', } elif version == 'CIFAR100': return { 'base_folder': 'cifar-100-python', 'train_files': ['train'], 'test_file': 'test', 'target_key': 'fine_labels', 'meta_file': 'meta', 'classes_key': 'fine_label_names', } else: raise ValueError def _make_pickled_file(obj, file): with open(file, 'wb') as fh: pickle.dump(obj, fh, 2) def _make_data_file(file, target_key): obj = { 'data': np.zeros((1, 32 * 32 * 3), dtype=np.uint8), target_key: [0] } _make_pickled_file(obj, file) def _make_meta_file(file, classes_key): obj = { classes_key: ['fakedata'], } _make_pickled_file(obj, file) params = _get_version_params(version) with get_tmp_dir() as root: base_folder = os.path.join(root, params['base_folder']) os.mkdir(base_folder) for file in list(params['train_files']) + [params['test_file']]: _make_data_file(os.path.join(base_folder, file), params['target_key']) _make_meta_file(os.path.join(base_folder, params['meta_file']), params['classes_key']) yield root @contextlib.contextmanager def imagenet_root(): import scipy.io as sio WNID = 'n01234567' CLS = 'fakedata' def _make_image(file): PIL.Image.fromarray(np.zeros((32, 32, 3), dtype=np.uint8)).save(file) def _make_tar(archive, content, arcname=None, compress=False): mode = 'w:gz' if compress else 'w' if arcname is None: arcname = os.path.basename(content) with tarfile.open(archive, mode) as fh: fh.add(content, arcname=arcname) def _make_train_archive(root): with get_tmp_dir() as tmp: wnid_dir = os.path.join(tmp, WNID) os.mkdir(wnid_dir) _make_image(os.path.join(wnid_dir, WNID + '_1.JPEG')) wnid_archive = wnid_dir + '.tar' _make_tar(wnid_archive, wnid_dir) train_archive = os.path.join(root, 'ILSVRC2012_img_train.tar') _make_tar(train_archive, wnid_archive) def _make_val_archive(root): with get_tmp_dir() as tmp: val_image = os.path.join(tmp, 'ILSVRC2012_val_00000001.JPEG') _make_image(val_image) val_archive = os.path.join(root, 'ILSVRC2012_img_val.tar') _make_tar(val_archive, val_image) def _make_devkit_archive(root): with get_tmp_dir() as tmp: data_dir = os.path.join(tmp, 'data') os.mkdir(data_dir) meta_file = os.path.join(data_dir, 'meta.mat') synsets = np.core.records.fromarrays([ (0.0, 1.0), (WNID, ''), (CLS, ''), ('fakedata for the torchvision testsuite', ''), (0.0, 1.0), ], names=['ILSVRC2012_ID', 'WNID', 'words', 'gloss', 'num_children']) sio.savemat(meta_file, {'synsets': synsets}) groundtruth_file = os.path.join(data_dir, 'ILSVRC2012_validation_ground_truth.txt') with open(groundtruth_file, 'w') as fh: fh.write('0\n') devkit_name = 'ILSVRC2012_devkit_t12' devkit_archive = os.path.join(root, devkit_name + '.tar.gz') _make_tar(devkit_archive, tmp, arcname=devkit_name, compress=True) with get_tmp_dir() as root: _make_train_archive(root) _make_val_archive(root) _make_devkit_archive(root) yield root @contextlib.contextmanager def cityscapes_root(): def _make_image(file): PIL.Image.fromarray(np.zeros((1024, 2048, 3), dtype=np.uint8)).save(file) def _make_regular_target(file): PIL.Image.fromarray(np.zeros((1024, 2048), dtype=np.uint8)).save(file) def _make_color_target(file): PIL.Image.fromarray(np.zeros((1024, 2048, 4), dtype=np.uint8)).save(file) def _make_polygon_target(file): polygon_example = { 'imgHeight': 1024, 'imgWidth': 2048, 'objects': [{'label': 'sky', 'polygon': [[1241, 0], [1234, 156], [1478, 197], [1611, 172], [1606, 0]]}, {'label': 'road', 'polygon': [[0, 448], [1331, 274], [1473, 265], [2047, 605], [2047, 1023], [0, 1023]]}]} with open(file, 'w') as outfile: json.dump(polygon_example, outfile) with get_tmp_dir() as tmp_dir: for mode in ['Coarse', 'Fine']: gt_dir = os.path.join(tmp_dir, 'gt%s' % mode) os.makedirs(gt_dir) if mode == 'Coarse': splits = ['train', 'train_extra', 'val'] else: splits = ['train', 'test', 'val'] for split in splits: split_dir = os.path.join(gt_dir, split) os.makedirs(split_dir) for city in ['bochum', 'bremen']: city_dir = os.path.join(split_dir, city) os.makedirs(city_dir) _make_color_target(os.path.join(city_dir, '{city}_000000_000000_gt{mode}_color.png'.format( city=city, mode=mode))) _make_regular_target(os.path.join(city_dir, '{city}_000000_000000_gt{mode}_instanceIds.png'.format( city=city, mode=mode))) _make_regular_target(os.path.join(city_dir, '{city}_000000_000000_gt{mode}_labelIds.png'.format( city=city, mode=mode))) _make_polygon_target(os.path.join(city_dir, '{city}_000000_000000_gt{mode}_polygons.json'.format( city=city, mode=mode))) # leftImg8bit dataset leftimg_dir = os.path.join(tmp_dir, 'leftImg8bit') os.makedirs(leftimg_dir) for split in ['test', 'train_extra', 'train', 'val']: split_dir = os.path.join(leftimg_dir, split) os.makedirs(split_dir) for city in ['bochum', 'bremen']: city_dir = os.path.join(split_dir, city) os.makedirs(city_dir) _make_image(os.path.join(city_dir, '{city}_000000_000000_leftImg8bit.png'.format(city=city))) yield tmp_dir @contextlib.contextmanager def svhn_root(): import scipy.io as sio def _make_mat(file): images = np.zeros((32, 32, 3, 2), dtype=np.uint8) targets = np.zeros((2,), dtype=np.uint8) sio.savemat(file, {'X': images, 'y': targets}) with get_tmp_dir() as root: _make_mat(os.path.join(root, "train_32x32.mat")) _make_mat(os.path.join(root, "test_32x32.mat")) _make_mat(os.path.join(root, "extra_32x32.mat")) yield root @contextlib.contextmanager def voc_root(): with get_tmp_dir() as tmp_dir: voc_dir = os.path.join(tmp_dir, 'VOCdevkit', 'VOC2012', 'ImageSets', 'Main') os.makedirs(voc_dir) train_file = os.path.join(voc_dir, 'train.txt') with open(train_file, 'w') as f: f.write('test') yield tmp_dir @contextlib.contextmanager def ucf101_root(): with get_tmp_dir() as tmp_dir: ucf_dir = os.path.join(tmp_dir, 'UCF-101') video_dir = os.path.join(ucf_dir, 'video') annotations = os.path.join(ucf_dir, 'annotations') os.makedirs(ucf_dir) os.makedirs(video_dir) os.makedirs(annotations) fold_files = [] for split in {'train', 'test'}: for fold in range(1, 4): fold_file = '{:s}list{:02d}.txt'.format(split, fold) fold_files.append(os.path.join(annotations, fold_file)) file_handles = [open(x, 'w') for x in fold_files] file_iter = cycle(file_handles) for i in range(0, 2): current_class = 'class_{0}'.format(i + 1) class_dir = os.path.join(video_dir, current_class) os.makedirs(class_dir) for group in range(0, 3): for clip in range(0, 4): # Save sample file clip_name = 'v_{0}_g{1}_c{2}.avi'.format( current_class, group, clip) clip_path = os.path.join(class_dir, clip_name) length = random.randrange(10, 21) this_clip = torch.randint( 0, 256, (length * 25, 320, 240, 3), dtype=torch.uint8) write_video(clip_path, this_clip, 25) # Add to annotations ann_file = next(file_iter) ann_file.write('{0}\n'.format( os.path.join(current_class, clip_name))) # Close all file descriptors for f in file_handles: f.close() yield (video_dir, annotations) @contextlib.contextmanager def places365_root(split="train-standard", small=False, extract_images=True): VARIANTS = { "train-standard": "standard", "train-challenge": "challenge", "val": "standard", } # {split: file} DEVKITS = { "train-standard": "filelist_places365-standard.tar", "train-challenge": "filelist_places365-challenge.tar", "val": "filelist_places365-standard.tar", } CATEGORIES = "categories_places365.txt" # {split: file} FILE_LISTS = { "train-standard": "places365_train_standard.txt", "train-challenge": "places365_train_challenge.txt", "val": "places365_train_standard.txt", } # {(split, small): (archive, folder_default, folder_renamed)} IMAGES = { ("train-standard", False): ("train_large_places365standard.tar", "data_large", "data_large_standard"), ("train-challenge", False): ("train_large_places365challenge.tar", "data_large", "data_large_challenge"), ("val", False): ("val_large.tar", "val_large", "val_large"), ("train-standard", True): ("train_256_places365standard.tar", "data_256", "data_256_standard"), ("train-challenge", True): ("train_256_places365challenge.tar", "data_256", "data_256_challenge"), ("val", True): ("val_256.tar", "val_256", "val_256"), } # (class, idx) CATEGORIES_CONTENT = (("/a/airfield", 0), ("/a/apartment_building/outdoor", 8), ("/b/badlands", 30)) # (file, idx) FILE_LIST_CONTENT = ( ("Places365_val_00000001.png", 0), *((f"{category}/Places365_train_00000001.png", idx) for category, idx in CATEGORIES_CONTENT), ) def mock_target(attr, partial="torchvision.datasets.places365.Places365"): return f"{partial}.{attr}" def mock_class_attribute(stack, attr, new): mock = unittest.mock.patch(mock_target(attr), new_callable=unittest.mock.PropertyMock, return_value=new) stack.enter_context(mock) return mock def compute_md5(file): with open(file, "rb") as fh: return hashlib.md5(fh.read()).hexdigest() def make_txt(root, name, seq): file = os.path.join(root, name) with open(file, "w") as fh: for string, idx in seq: fh.write(f"{string} {idx}\n") return name, compute_md5(file) def make_categories_txt(root, name): return make_txt(root, name, CATEGORIES_CONTENT) def make_file_list_txt(root, name): return make_txt(root, name, FILE_LIST_CONTENT) def make_image(file, size): os.makedirs(os.path.dirname(file), exist_ok=True) PIL.Image.fromarray(np.zeros((*size, 3), dtype=np.uint8)).save(file) def make_tar(root, name, *files, remove_files=True): name = f"{os.path.splitext(name)[0]}.tar" archive = os.path.join(root, name) with tarfile.open(archive, "w") as fh: for file in files: fh.add(os.path.join(root, file), arcname=file) if remove_files: for file in [os.path.join(root, file) for file in files]: if os.path.isdir(file): dir_util.remove_tree(file) else: os.remove(file) return name, compute_md5(archive) def make_devkit_archive(stack, root, split): archive = DEVKITS[split] files = [] meta = make_categories_txt(root, CATEGORIES) mock_class_attribute(stack, "_CATEGORIES_META", meta) files.append(meta[0]) meta = {split: make_file_list_txt(root, FILE_LISTS[split])} mock_class_attribute(stack, "_FILE_LIST_META", meta) files.extend([item[0] for item in meta.values()]) meta = {VARIANTS[split]: make_tar(root, archive, *files)} mock_class_attribute(stack, "_DEVKIT_META", meta) def make_images_archive(stack, root, split, small): archive, folder_default, folder_renamed = IMAGES[(split, small)] image_size = (256, 256) if small else (512, random.randint(512, 1024)) files, idcs = zip(*FILE_LIST_CONTENT) images = [file.lstrip("/").replace("/", os.sep) for file in files] for image in images: make_image(os.path.join(root, folder_default, image), image_size) meta = {(split, small): make_tar(root, archive, folder_default)} mock_class_attribute(stack, "_IMAGES_META", meta) return [(os.path.join(root, folder_renamed, image), idx) for image, idx in zip(images, idcs)] with contextlib.ExitStack() as stack, get_tmp_dir() as root: make_devkit_archive(stack, root, split) class_to_idx = dict(CATEGORIES_CONTENT) classes = list(class_to_idx.keys()) data = {"class_to_idx": class_to_idx, "classes": classes} if extract_images: data["imgs"] = make_images_archive(stack, root, split, small) else: stack.enter_context(unittest.mock.patch(mock_target("download_images"))) data["imgs"] = None yield root, data vision-0.8.2/test/preprocess-bench.py000066400000000000000000000045451376231312300176340ustar00rootroot00000000000000import argparse import os from timeit import default_timer as timer from torch.utils.model_zoo import tqdm import torch import torch.utils.data import torchvision import torchvision.transforms as transforms import torchvision.datasets as datasets parser = argparse.ArgumentParser(description='PyTorch ImageNet Training') parser.add_argument('--data', metavar='PATH', required=True, help='path to dataset') parser.add_argument('--nThreads', '-j', default=2, type=int, metavar='N', help='number of data loading threads (default: 2)') parser.add_argument('--batchSize', '-b', default=256, type=int, metavar='N', help='mini-batch size (1 = pure stochastic) Default: 256') parser.add_argument('--accimage', action='store_true', help='use accimage') if __name__ == "__main__": args = parser.parse_args() if args.accimage: torchvision.set_image_backend('accimage') print('Using {}'.format(torchvision.get_image_backend())) # Data loading code transform = transforms.Compose([ transforms.RandomSizedCrop(224), transforms.RandomHorizontalFlip(), transforms.ToTensor(), transforms.Normalize(mean=[0.485, 0.456, 0.406], std=[0.229, 0.224, 0.225]), ]) traindir = os.path.join(args.data, 'train') valdir = os.path.join(args.data, 'val') train = datasets.ImageFolder(traindir, transform) val = datasets.ImageFolder(valdir, transform) train_loader = torch.utils.data.DataLoader( train, batch_size=args.batchSize, shuffle=True, num_workers=args.nThreads) train_iter = iter(train_loader) start_time = timer() batch_count = 20 * args.nThreads with tqdm(total=batch_count) as pbar: for _ in tqdm(range(batch_count)): pbar.update(1) batch = next(train_iter) end_time = timer() print("Performance: {dataset:.0f} minutes/dataset, {batch:.1f} ms/batch," " {image:.2f} ms/image {rate:.0f} images/sec" .format(dataset=(end_time - start_time) * (float(len(train_loader)) / batch_count / 60.0), batch=(end_time - start_time) / float(batch_count) * 1.0e+3, image=(end_time - start_time) / (batch_count * args.batchSize) * 1.0e+3, rate=(batch_count * args.batchSize) / (end_time - start_time))) vision-0.8.2/test/sanity_checks.ipynb000066400000000000000000065256151376231312300177260ustar00rootroot00000000000000{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import torch\n", "import torchvision.transforms as transforms\n", "import torchvision.datasets as datasets\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import random" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "def show(img):\n", " npimg = img.numpy()\n", " plt.imshow(np.transpose(npimg, (1,2,0)), interpolation='nearest')" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "import scipy.misc" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(100, 212)\n", "117\n", "int64\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ascent = scipy.misc.ascent()\n", "plt.gray()\n", "plt.imshow(ascent, interpolation='nearest')\n", "cropped_ascent = ascent[:100, 300:]\n", "plt.imshow(cropped_ascent, interpolation='nearest')\n", "print(cropped_ascent.shape)\n", "print(cropped_ascent[90,90])\n", "print(cropped_ascent.dtype)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "torch.Size([100, 212])\n", "117.0\n", "\n", " 117\n", "[torch.DoubleTensor of size 1]\n", "\n", "torch.Size([1, 100, 212])\n", "\n", " 117\n", " 117\n", " 117\n", "[torch.FloatTensor of size 3]\n", "\n", "torch.Size([3, 100, 212])\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "img = torch.from_numpy(cropped_ascent.astype(float))\n", "print(img.size())\n", "print(img[90,90])\n", "img = img.clone().view(1,100,212)\n", "print(img[:,90,90])\n", "print(img.size())\n", "img = torch.cat((img, img, img), 0).float()\n", "show(img)\n", "print(img[:,90,90])\n", "img.div_(255);\n", "print(img.size())" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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ioRke9SaE42wIZ054f0wmk96YCm1rPB738idL/chGQg4sU2ZFObwRzySTJBJK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\n9cXfrL055li+05yWHnXn5vze3l51Dr700kv1cwYnrKysVOh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NjewMQkCE1OjHiGvsGy83\n23OZT4WYPP0BnjqYWG7Xdb3+8YnPcZLRMQnf0FS+ceNGxa95vFsID40gNBZtPBqNem0U72Aif8IE\nGdyX+QWeeuqpHiMj3puxl+L+o6OjXpZBnyOuPJBF4VAg+46/zY61I/TEjSPaczgc9tol3kEljYty\nLNSDwaAqJqwX29BpuXxulDPa0FNJsNwMWsukwSNNmjRpco7kTDTtCEPNwrm5W4cW8F3f9V36nu/5\nHknzfMHhoHQnWPx1DScLIInvXYPhTslyhTB8mtoBvcyZxkznYqYFU6vJAmoI27AeGdeYpiwTQ4W4\ng8mz/HFnzxxyrAvziDMggHxXamvxfTicvX2zUHm2UXbga+ac9DiALCsinUJubVAry9gl1CypYS1z\nerIs3v+0fA4ODqrzkSerM/sc68D+j+cz42W0EZ3itLgIq8Rc4D0hZHHQCmHfhJCnvSwBEllA8X5a\ndzzIwRNwjcfjqqFnc4Ljk6wpwjLxTB71Ross7rlw4UKPjx2W2HA4rJ/JwKHz0ccBrWmGz29sbCwE\n6tBqzZhUlKZpN2nSpMk5kjMLY6f2m2m00qOd9erVq/pTf+pPSZo7KL/4xS9Kkl577TVJfQyWO3Ps\ncExGc3x83ItUit2ZOzeTT3nkF3d5Os4YlsodNuOIhrjWTivjtARHGd2N2gU1R+KA5I9Tg3fnDLFS\n1pGaUuB8V69erbzfo6OjBcx3e3u7px2HZhf3kCZFbI+aclZW53RHueggi/eynTMfAS0LvpM48Wl0\nNlIseTJN5qTmqS3swyjr8fFxz/lIWmu0MS0j72emeaBzmuOLfGZG4pFuFkKLLotGjb/j8bgX3UtN\nN8Qddd4GDI3nAbwMtY+/tAo9ZJ6HLtP/c+nSpWqxMDEZx1SUMa4NBoMeDzvuIw+b91OT9jnM+Ar6\nb8jvpnZNf9VpmvaZLNrBa+UiFBXMOnMwGOi7v/u7Jc2DB97+9rdLmicil+aQSXiYb9++veBMoNle\nSunxjR0+oNeWphWZClz8okMz5wsJ8lxQOJE42djhPim4KDOXbwbFcIHmok2n52kbJt+VQQPM3Pfy\nyy/XNrpy5Uo18+K9d+7c6eWUiEnDZPAh29vbPUZGvINn+NEcdtYLIQuyS7gAk8HA+vrmSt472Qgc\nG2RAEE5yqI0cZy5i7KMYf/fu3avOx5s3b9bNjewBwmxeH57mTmf/yclJ7RvPcR7lcibV8fFxrTfP\nO51Op7256/XhospxFG3Lgwm4oFFR4FxxR6QfnBH3xcZGOIHzjqHhWfg825mZ++K5pTw6LIOsFMKS\nrJfHZXBME/6gUsk5nDGdMjkTeOTjH//4Wbzm21I+//nPv9lFOLcSFlqTr1/iEO4mX7984QtfeEOf\nfyaa9u/93u9VuEPq71o0HbmD8fSHcGK95S1vkSS94x3v0Je+9CVJc9MqBlgWjk7NktpHiEd7ecTk\n+vp6z/nDndMj+EgPzHjaNPcZIUUNklpq13X60pe+pPe85z0LWibhBNceTpNSygKcFM+I9zpMQToe\nTdG1tbWFrHKz2azmf37qqaeqBsOITXK26UB1xxnrRcdWFkVJR2LwqP/4j/9Y73nPexZ+y/ERzxqN\nRr0UB34aDJNXeXZB14qo+WWc78lk0svi98orr9TP/tu1tbWU4kiLKEu5wDpEe4fVE+IZL0t5lGjt\nzp07NVf0ZDLpHTEX7cb+Yni6l5VUWvYnIRGnWHq94l1MSEaNlg5Bxje4A5SJnaS+QzfaKn67sbHR\nS0Hg1F+PJI7rn/vc5/Sud72rB8PxWbSCafmT2HDafD6zMHapP8G8ATxfBKEB8kWleSBHcCb5/Aj9\nJXZ9eHjYW3A83Htzc7PCJ/T0E9Mk7sRyx7M8JWPcn0EOWY4EwiMMHY7viZty0HPAOO/TeceZEK/l\nZ8/bwUWKmOLdu3fr4hITjMEe5BBzg4pNdmtrawGjZVk4KQgnLbvH8UEumITnCG847BSSMX+oFGTl\nCuEC7/lmpLmicfv2bUlzqI/YrMOGPKmcz8hYRhzfFy9erP2QBTDRn8Bne72jDjFHOF/j82QyWYDJ\nOE6ysH9u2K5kObREuIApYQkRMRsfF11nVTHd6qVLlxYCZQaDQe84Ma5ZGQ+fm7rHi0ynjw5hGAwG\nvc2C7RBtxLHypsMjTZo0adLkmyMl845/U19Qyhv7giZNmjT5NpWu6xZoJG/4ot2kSZMmTb550uCR\nJk2aNDlH0hbtJk2aNDlH8oYu2qWUv1hKebGU8vlSys+/ke/6dpBSyldKKf+ulPKpUsrHH167Wkr5\n9VLK50op/3cp5fKbXc5vBSml/KNSys1Syr/HtaVtVUr5xVLKF0opf1RK+QtvTqm/NWRJ2/3NUsor\npZT/7+G/v4jvWts9lFLKs6WU3yqlfKaU8oellL/28PrZjb2gsX2z/2m+IXxR0nOS1iX9gaT3vFHv\n+3b4J+nLkq7atV+W9D88/Pzzkv72m13Ob4V/kn5Y0vsl/fvHtZWk75P0Kc0prs8/HJflza7Dt1jb\n/U1JfyP57Xtb2/Xa462S3v/w87akz0l6z1mOvTdS0/7Tkr7Qdd1Xu66bSPpnkj74Br7v20GKFq2f\nD0r68MPPH5b0k2daom9R6brudyTdt8vL2uonJP2zrutOuq77iqQvaD4+vyNlSdtJ8/Hn8kG1tqvS\ndd2Nruv+4OHnfUl/JOlZneHYeyMX7XdIehn/f+XhtSbLpZP0/5RSPlFK+S8eXrvedd1NaT5gJD3z\nppXuW1+eWdJWPhZfVRuLmfxcKeUPSin/EOZ9a7slUkp5XnOL5Xe1fJ5+09uvOSK/teSHuq77k5J+\nXNJfLaX8Gc0XckrjaD65tLZ6cvmfJb2r67r3S7oh6e++yeX5lpZSyrakX5P01x9q3Gc2T9/IRftV\nSe/E/599eK3JEum67msP/96W9H9obkbdLKVcl6RSylsl3XrzSvgtL8va6lVJ34XftbFo0nXd7e4h\nCCvpH+iRCd/azqSUsqb5gv1Puq77yMPLZzb23shF+xOS/kQp5blSyoakn5L00TfwfedaSilbD3dv\nlVIuSPoLkv5Q8zb7mYc/+2lJH0kf8J0pRX0cdllbfVTST5VSNkop3y3pT0j6Tk892Wu7hwtNyH8q\n6dMPP7e2W5R/LOmzXdf9fVw7s7H3hiWM6rpuWkr5OUm/rvnm8I+6rvujN+p93wZyXdK/fBj2vybp\nn3Zd9+ullE9K+tVSys9K+qqkD72ZhfxWkVLK/y7pz0m6Vkp5SXP2w9+W9M+9rbqu+2wp5VclfVbS\nRNJ/Ba3yO06WtN2PllLeL2km6SuS/kuptZ1LKeWHJP1lSX9YSvmU5jDIL2nOHlmYp29E+7Uw9iZN\nmjQ5R9IckU2aNGlyjqQt2k2aNGlyjqQt2k2aNGlyjqQt2k2aNGlyjqQt2k2aNGlyjqQt2k2aNGly\njqQt2k2aNGlyjqQt2k2aNGlyjuT/B5o356YoiwKpAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "show(transforms.Compose([\n", " transforms.ToPILImage(),\n", " transforms.ToTensor(),\n", "])(img))" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "torch.Size([3, 256, 542])\n" ] }, { "data": { "image/png": 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PSQY0QUrvkAqc2jymcA4m9PA4QcodpO6Vr5sgTNdbfHa9SLLLdrU8xBagJ3oSLWNy4/3m\n+Vr93HIwUt4x2U/1uAPo+u8Gg2E8AbuWImpDm5fjfHKj0Up3CuiaGCITW6sWqsbjuPTM3KvQM0qt\nGKBCM6qLs8sMyVC5qq4nRvTb7+l5tUOeWWv4ycQhl3hBT1c0O00qU3kYBqJhZNgneTuigfznMN/7\nx5NPOum3h028H3Vdz/Z9P3iyDAGQLuZJXhk9bXpPzjeVoUnSquv1yPT8U/3Jg6Qcsb+VT5Ow3B/x\n8OHDOjs7q42NjSH0ohcpKD9lnRP43seUA8qCe9zsh8QXttuXlnq5VavhCnmtyuv9OJvNhjZQBt0h\n8pFoAmUPV7g8EkfUftHj7aP++ijb+aPRs0ZZqlsTncvlcmX3p3aHOg9TaDLpd0p3vmyRneSgpUQF\nZ1jDwbvrupVJBW88FU+gWlU3FIPgS2V0ul2BGfflPbe0FH7S5mXrOjs5eak+9OSQz/OLnx6TptKQ\nHvd4vO1uyJxP7FPn31g+KnQyzF5uGn67YdJ/huLc4JAOPxJA9x1MGE5yQ0jQ9285L5LFy8vL2t7e\nrslkMih81z0Jv2i47vFh1e9hAA8BulEmkHmfJGeKoT7yOtGhslKbNzc3V/Q5yb2DOelN9fp/N6Kt\nj7fVDZLut5xKtYdhG+mVNqxp8lPrzBUvV9t0MJs2DrkzkqITY+mZCLm4INELoheh/3rGvTF2hO+O\nc+BLnjv/kzb3cJl4LYEIBUYpeT98lpNN7klw2NXyjP1+a6SSDFUrJeVT3Qkc1pVLQPcDp1K9Lb6w\nXt9Aw3qUaLxVjhsPXaPHrCWvWsrIuhMotYx1uiaAm0yulzPqNEa9Fs839bAMgblA13deJgeB18cc\nHzopbJ9+J6CkTjoAjo1Ek0fdypf0qtUPLRD35PME7gyMOSwcAQnIJT8Kr8gw69V6kidNwpNu9lFq\nayvduYcuQZFFc2t4dXU1DEkJ9A7iBF6VpxUWnCXXSgjfUu6eBUGQCqI6tBWZnpF7asmqsxzdEx/Y\naVIiV/xUFsth2bqeAJ2K7QpOAeXz7vEIPHwVBPtlbPTlRralZOxzttHByEcX5Bl/u6I7AKssArrk\nZWtr60b4xEdcqR3JsJAn9Pa6rqudnZ169OhRTafT4fAuTaSxb1WWQCTxTfW3nCHKLEdAHhpzr9dB\nnv3kXraSVvF03fVksPOHoSOWlwyGj3TFFwdfdxZdrhN4S7bIN/0n3ii/5lwUXjk/P6/FYlHL5bIO\nDg7q6OhoCJ1NJpPhgDatBmN7W3q7Lt05oFMJ3JMYeyaBmVtR/eZwJeVnOS1l1Me3NbNep1v30vXb\nJgfvFo23rYNAlLwXp7tVvvOyVXdq/xi/Ul3u/bfoW1dOS/ETffqmwSIY3KbtY2lMVieTm4d36XuM\nz4mWsVGE60FqV3IeyD+vs9Uvrt9+fV1K9XjfOSa0ym7hB8twZ0cgrnusX+AuQOcacwH6YrFYOYBL\nsuXGyelKo9+xdKeAzsZworDqSWPEgJZHwXKUR98+WaHhzdHR0Q2v31cS0JrruhitN4dXra6IqLq5\ntNK9QLf8XFfPQ4CSd5AmvFg347G6Rg+KS6LEJ4+5jgEV83k/pN238giTAfS+UWJef2s6PUA+y5EB\nJ9RJs7fH4+9ePtutSTqdgqgYML1R7mlQf7acDCb2Az1gtX97e7u67skE6XQ6HQBCIweVwWG/Yv3O\nL4ZldJ/HG1A2uaFJIMUyJPfcY8C+Sx608vneET6jj+/K9glD6mMyTq5n0nEep8D+oD6RB26w9M3l\nq9wMJNCez+fDcbcHBwfDXIzAnCuntKgh6Z/q9P0ZY+nOt/5X5Tg2hYyekpSmKg+FOInjHV9VQzxS\nxiIpAYWtanXzBu+5ZR0TMhd+go3CQ6qfk1wuTGqv08jtzglEqDQEWXqFDmgOmt5vKrc1yaX7qUzR\nwhMleZ+nYbqRJYgLlDzM5PW5J5pkTXk9jKdwhgym5IUbmbysJHstYNc9GmP172QyGcIUWpvOMz58\nRyvlJ8WyW2DIRDlw45Seq6ob+lK1uoqNMqsyp9Pp0AbqCYG16uYGpATges69XBkRPyPKnSIZklZ7\n1T8uFwyvnJycDBOgh4eHdXZ2VkdHR02jIyND/PJ+YXzdeZHSMxFySQqWEhXjNuWmvOxwMZKWjx6d\n8hHQGDdLtKf8NEKp7f6s7nkbCGpJmMf4khSadboxcN61vBWns+UVp/JIv9/3eL3zTNfdmKayEpi7\nEWH5qQw5AXIE0ua3VmrxwRPbpBFl3/fDq+p0JAA9O29jiw8qv2XYnF6Xq1Y/jbUzGQ8+x75LTgh5\n4vW1RjypX1sy2srfaq/PA1EmfH25QJ4j4xSr93i+85NGmY5lK70tQO+67qWqOqiqq6o67/v+I13X\nvauqfrmqXqyql6rqE33fH6T8PoSi18ZOp2UlWGgilbvMWh2hcmXxZJFlebV0iJ5u1bUyqxxd8yNV\nlccPyaIB8c70VRuuAGk7P+twT1sCoGukgclXgzgtnp/C5EcZE9jpPXu7eJ98IC3qd8rF5eXlynGk\nKTm4iwZ5XIx/63kHF7aBPBDvJGvT6XSQIdVHz45yQ3n1CXKCWQpB9f31yFHhpwcPHtSjR49qPp8P\nrybz1TcCGdcf6kfqHw97iDbKk0+qkk9yiq6urlctUX5Upuuo+okypclSB3l+syzV7wCpMlpOV9Xq\nsSKqlzJMPFCYS9jDc8z5fXBwMOwAJQ94HIXK4WS76xB5QnrH0ts9nOuqqj7a9/2/3vf9R55e+4mq\n+kzf999ZVb9VVZ9qZXagG/O0Usfy3m1S6nCn5TYC4fl80syHhVSUljKlstmppIVAsM6rGeMPhSN5\nCYlup8EFzvO4d5X40KKbtLW8s7FykzyN1d/KJ7lR6EVgyjDgOr6kOrwtTh8nSAXafnhXS/FTeyj/\n3me34QNpTPM9+u0GzmVqjF46Wut4mWSSPEx0E0N8ziv1gd+TA8kDtvTRefZ+wBZxwEOQ3o50z+dl\nxtLbDbl0ddMo/GBVff/T379QVb9dT0D+RnJr3WqQg5qSBIfDT3k+/rYiB3OPk6oOPz6Xnhi9G/2X\nUmtVgh/RKxo9xi0axoa07i2xXvdsPIasZ1mGC7Q+9KxUpuhzxeL8gXudyeiqfxj39qE2+5N10LOs\nup6M4uFdzEvPraq9sSfFWVvJwXCxWFTXdSvzHjpO1kEueVWig54b+5YTeQLz7e3tqnoy/6PzXfhS\nDIVgGHv2eLz3lepQn3N+ymXOZcrndrquW1lbzaXIejZNjnMxAuvhTl53eAiMbAd11eeqWLbaJlrl\nIbf6zp2Sq6snO8Y1Sjo8PBzCK2+99daKwee8xnQ6vbEblu2Q3HrEgqPTMQdB6e0Cel9V/6Trusuq\n+u/6vv/vq+o9fd+/9pQBr3Zd90Irs69w0DcnK8V0DlcoEBIwNdbBouWVuPEQQKosDltJI4FEgMH1\ntK7Ivha+NUmo51OM3wFI+QXGare8BwkFQzNsr08QsTwXmrERRzptMAFBMgy6zlCP8nGykXzyzWLe\nP2wf62LIzcHNh7C8TyOk/33fD283Ur9r5QsPkErzLk6rt8FlUcsWr66uhjXLFxcXtbm5Oax22d7e\nXjmlj33FMiVDNCAEEhpB6iUNK8OJ0jvuQfC6q2owPGy7QknOc/FIu3MZQtM9D8dxD4g7KSp7zLNN\nCw8o4wRlhbPm83ktFouVExN5+Nbp6enKWfoqV0cCEMME2hsbG8N+A9bnjpjzztPbBfS/2vf9V7qu\n+9eq6tNd1/1JPQF5plGT4p5n1c1h2VgSgzxG6oDpAu6g5XWvSy36kgC1wKdV5ttJboBcWHmvlW+s\n3NvS5+3lqguWk+pt9cFteMj8CSi9Da4wySslGFbVikfsG6vGnIbbJPd8BWDyuvVCaYZeBIA0Xi2+\nJjng6I488f9uYN1A87rq038af7bR9T/Rk/iS7pFez9N6nuUlnoke9bmvNdeHHnnLeeJEP5/hJ6Wx\ne57eFqD3ff+Vp9+vd133v1bVR6rqta7r3tP3/Wtd1723qr7ayv9bv/VbQ8NefPHFevHFFwerpqE6\nd5a55ZTn9ODBg+HkMloyeR18a41WCWioJW9ciQqUPPuqVa+TySfjWqEFj12zc6+urgaPzwGiZaRI\nExWEw3bW594LvQL3LFVeKtsFjffdi6J3R8PrO+SYv+rmaXYtoBbv3Oumt+4eJssjD9hPzlfFTyeT\nyXD+hrbpqz6Nkkhby6g7oFDZRQtHWjs7O1X1ROYVehG4XFxcDPcdHCUHbCe/tRyT9XNCWXpDurkC\nIxlFBy3pmniqXbfyRjnaZH6GUVhWctz4jK9n5/Np3opLizkvJuOtd30ul8s6OTmp5XJZ8/m85vP5\nMALn6qSqGkKxm5ubNZ/PVzxv9jMxx8NxWtfuCw5S+roBveu63aqa9H1/3HXdXlX9m1X1n1XVb1TV\nD1fVT1fVD1XVr7fK+NjHPnbD0q/zAJMHRYDQM+yQlJ9KlmLkrsjMT2+stepDzxJsPHmMN4VjSKtS\nmlgZ41fyHll+67rzSf/ZHrYh8UrPJMOU6tPzfuxBCxBT8rDYOpkaSwn8dN2XMoovaRWR09DyBv0Z\nhXIkawIIfTi012jBjQRB8+3wIelbkl+uVqKOVV2H09xLpfFMBrtqNaySnCSXUedlSq1wJtvtyxJP\nTk5qPp8PxtT3AYg+xdvpLNGBUD5598QItkWrm3Tt1VdfbfbT2/HQ31NV/0vXdf3Tcn6x7/tPd133\nz6vqV7qu+2RVfbGqPjFWSPJydT0NT9xLEMMpJFI2ChOZ7GUxZKPnKIyMEbIcKhtHDFWrSkxPIXls\nFGQKY5o4cy9D7UwGQ3TIY3RQdE8wATc9MdWp++Sxe0EEPgoy+9yNOHnr8XmWl7xB5nfvx/nmz7Jc\nL7OqVhSW13ScLdeHczTiAOj8S3UxeayVMrq7u1tVVTs7O8M7SXl+u4982Mcuj9527yuXV9HhbfX6\nNEpm/4tPLrMeKqJDRVn0ZcEESO9rl+WWDrUcPxlBvVXo6OioTk9P6/Hjx8MLnQX2PlrR/9PT07q4\nuBhGcGoDQd4Xdei+yyzloZW+bkDv+/7PqurD4frjqvprX0M5TSKT5+jg3Pf9sPKgajX2qPw+0UmB\nEwO1Rp0HHFGBOHQlTRwiEfxJo1bOeJjGDQAFkhNrrizclUfg6rqbu9mSV9XyBNNKB283+ewKTiPH\nNqYRlIN81equPZ53oWc4GiLt3j5XUueVG2ryz3kjpabnq/xnZ2d1efnk1WI8JZF9zQ1I3t8pudfK\n9gq4CegPHz4cjtk9PT1d8cYpO+4YcKKX/3kchRs8jsrUNwpXbm1tDUaE4CW+MPxJQFP5klvxejKZ\n3OAlwxUKn5JGDwu6fLnM8D9DHgJp9e3R0VEtFovh+Nujo6NhYlz960dz0HArnKXndcJi13XDHgOB\nvxLzcz9Fag/TnW/9T8rp19iIdRZKHckVFO4F8lkPe3jdHrtzL69qFQySgXIAcU9kjD/Mn7ymxCc+\n7zTrfrrmvxOvx/jvvE31tHid+ieV6XnH5KdVR3q+RZcDW8pLo+3xeZeNdQqZ2u/yIiXn8brn5+fD\neS9V+cRNN36873zy/0n2XA6pe62yUn/y+STHY0a8JbdJ7m+DI/SaeXKi1phrVEbg1odLlH2VHOVA\nIRanubUSijLl4TxPdw7o/E1PmPfpmfmuTaXkqXrs05nFNdWqh56Ney2cNBF9VFrV456C6FLSBBXr\nSKDhEzdqA9drU4nIw+RpJ8Bz5UgezhiAprLozRGQ+Ell+8QkPVy2IXm6BJKWwXKjQaD1NvA/J3g9\nDKbQi+Rta2tr5YUVUsKWU+F0pDbQqZDscPfocrkcHBgdPudhAPdy6Zkno5UAhs9Wre54pNzxftI9\nb6+HTqgzlAd6633frxxQ5mDtZVHWWoZVfNM6cy1LPDw8rPl8PoRZ1KfqF2GDRinT6XTYHyB6FHbx\nDUec1+DoWjTyGeHaWLrz0xar2jFV/new8uGHCyOBmZbcwcPLctDTs7TITARSB2cHWyUKVsubUDk+\nVE58UZkJNJ2nHqt3GlL7+Z9gTD46bYkuKiavOd3sBwo/DSzXH7sxT3Q4n90Y8RlvM/strY5QmECe\nGecs0twmxUuYAAAgAElEQVQKeeC0OS/JQ3qDPOdFB87NZrNhy7n3l8ecx4wr6yE4Ug+cvhbN3ib2\naXI4nB6W6XQmY55GB24IvBzJJZclyhvXenMBMjdNcSJcmCOaGL5k6JZy77iTDJAn56WnO39jUQKQ\nZEGTIuo/78mCOqAruRFx4Uj0OQiyTllnB7CWErkie/taKRk90kBlcyBPQ2y20fmaeMG2tGj3YSQB\ngvTTayPAkefOz1TPGM9SG1pG23nLMpKsuZHU7sCqJ5tHdMSye78OQt6GZGR4j/MTs9msJpNJ7e7u\nDuEWeuja0EOg8bYkg8W6CN7uuHTd9TtaXR9czr091CuXzzFd9Gf4rOul5/G+V99wJCMAPz09HXaA\nHh4eDpu4Hjx4MNB9eHg4zB/4u4gVXyefeahbOqUz8SvhxTqcuFNA50SEUgJNpnTOgyznZDIZXqhL\nrzwpLK26/qeYHAVWHaNOoccuxdEyMr9O2pNws+1V7ZUnvMd8virE+ekjCz3L364kFKYEAK3y6IG4\nB8/r3s9+eJR7g7qezoUeA4jb0k/jn0DfAZf8UmxVcW3xT+1i2ETXPB6a5IBtp7yJzu3t7UHuTk9P\na29vr7quG87fdiMruuglU6dcb3S/5VFqpQvzOY0uf6nvEhCLb1zqyIlZn+h3XdWH3rIbID6zWCzq\n8PCwTk9Pa39/f3ihs55Xn81ms5XjEhxX9JzT4eEn3tf+hhbu3TbduYfucbeq7Hk54LhipXghy1Oe\nFHtvKXoSMhfWqtWD8V3wlY/XfI0160oAruutjiaIUbCSJ6vynb4USvDy1gkaeStwbXneKbXobNHk\ndCXe3QbEW/T5qMJpZOJEGidIx+ZIvE3r5NA9ZgKy1qdrJ6lWgHCo3ypX9Lf433IIWqNNynxqY3qW\nyU9bbPGI3nai20NGqRyNZhhm0ZpzvpRCeXgevgyMAzZ57oa8pfepj4llNGBj6ZmIoa8D86qKw0bG\nxThZwTMmJPT0rsVsHpLjNLhXqfqooGSwH5Tl3passO6lw7pUF/O6t+kA1AJoF2wu//N4ZWozy2C5\nych4nzkQ0JjS0/T2Je+KNLAsz+NtSTxLypTKYzlUJrZBfFQdUvzT09Pa2tqqvu+HI1E5ouDErvN7\nLN5ede0I0HlRDH0ymdTe3l49fPhwOP9IzyZD1fKKKcOq271NPZdGha2RBfnEfvQ+77pu4J9/0hyM\nl+8T6i6jolO6r41CZ2dndXh4WMfHx3V+fl7Hx8e1WCyq7/vhsC3tWt/Z2YkOlO/LYB87sPNaq799\nxHEbUL/zVS5cWuieFgWXjUkeuO5zskwAurm5ubIGnfkIeHpWKwFUB2OFKpuAnD6sww87Uhv17ZMh\nCuekUyQT2LgyKrlAKJ8DCY2b0hhwel4lGiy2UwKq2CLjy3zWwV1lJt5pJYnyCWAcdLx8/+8AS4V0\nXrpxSAZJiq/4rPqfIzv32lv9xL5w+RI9WlUhQH/uuedqNpsNowSBkcqpWt3invqWp2PqVY2kh16p\nG3z2jeiTnrsu6P5kMqn5fD7wmccDSAY4Cm6NJltGyvtL4Q2FWfS6uMePHw9vGtLr5KSL8so1EmM4\nS2UrNES8UN95eI3zIXT2eK/rVs9gpy610p2/sWhdogLRytFqOeiJ6WQkGc4yqnKctTVJ4UNT1dEC\nPJbvAKZ7NERVNw8LY9uSl87nXMi9fckzZDnkwxivvGyWTz62DEOrDE+JXi9fzyU+3IZup81pTsnb\npGsJ0FseZ5IFd2oSQFEXuFtTS+cuLy9Xjgbw5X3uydKoiZekg84NafM5J79ftbo02NtEI0c99bkX\n6nErzOOGzq+rHoXENOfBNeY6LZHb+dPSYF9FlJy4FhbovujhNT+1k/NNqpsnu6Z05zF0ByT+duDy\nDpOl5AQlLbCGogJ3Crd7ZLrWGgUQqFog5qDvXtkYmLHMtNaetCWPM4Ewy3XvTveSR0ild76nIZ/6\nZyxOybJJvxtIT25M6KWIHnptKbU8SeeL/qdQIMticrnQ4U0Cqaur67XpKp90e9lpjoYGTP+l9DIW\nXdfVbDYbVmLs7u5W3/fD+mkvy2UpGQg9d3Z2Fud9COjukKhsgZ8fEEda6Mkn2tRelzPnkeusrhMc\nBdxaPLG/vz9MhCrMwhM0RS9lJK3jd0eGOklsIn2uX/zQa+d9nY3fSncecqm6OdGYQIZ53EPQx5dR\nOdh5eCKVn7aX63nmSbFQB47UuWwfrf468GBoKpWZPIkW31qgxmcT/7xPfMg5llLcnjQkA+s8Ykpx\n2BSyaU1murOg3/7x66m9fp1Den68jev6PPE19ZOU3XeP6phdGRYvn2Uk54nPu/OgelNIjG1JDpu3\nVX3sOuZy4LRRpl2/kqMjDNBcx8XFRS2Xy2GtuR+XoLxjcltVK6MHevWkRc6k84PlcwNRS/48NOrp\nzkMuHpuuugmGCbz945OH9CjJ/DSBwmtJmNxK8pqXTy9Ldbjyc0iZvC8m5wXpZXJhYHtIh75bysK2\nJ0X3OljGmHfkdSWeOwh7+5PnxpQ8N5epBAypLrazBUYqg5PrVdfGVeeUz2azIc7NMn0kNwbeKSkv\n3z2qMvV+XC290w5IyZ5i17cBdMoP6W05BgT5JFstB8afEUCmkSjpoFdLfSOA69wZhVd0/O3+/v5w\nNouHb5VSmCfhBPnju7mZR88kfRRoU08oB880oHvnuvdBBRDDqdTJS0vbrVU+jwNwQHeL6JZd15V8\nIotDVRcw0ctht77V6VQw8ifVn4CPdPnxpSkWp8SJZwKweybOj3QteXbeHu97/qeCUqDdaLpiKD9P\no1N+Lt9j35NffN7Lb3n9foiVlyFAv7x88lYhhf+qrsMaPtne8gJb4CH6/WTFruuG89Ln83mdnJwM\nKzm8r9zgsx+8rxzkFcqsWt22Lj77VnfxLhkwhajoybbi4aKVc1cMaVCv+n71EDW9yPn4+LiWy2Ud\nHBysHGpG3FGbPJSoxRNV1xO25KGWNnICVYdxed+Sv35omcpKRrSV7jzkkhrJzk/AqmfUeGe4ynbv\nwPPyv3tKrficBM/B2wWQ5RNI+IwrM4VxzFOkgnnYw70l1Z3mBlqA4cYytYmAkoSM+WiIvf7klbY8\nOJ+HcH55W50/znf3jPh9m2dIl9rClUnyVDXRxhip5Jby633nv8l38s49VYVeFH7Z2dkZAM03w7Cf\nKOMt5yXR5HxLI8hWn3ib3JHQfR99Jf0mPxj60ESowiunp6fD99hBWWnEx0Sd5X+FouRkJEeqhRPO\nh3Wy5+nOAd09Pe9sFzrvyLQES8nBaF0cd6xO3aNX4h3qh32RXnqIyftodeKY8iSA9d8sx/OMpcTH\n5Nkl+tO8AHkmhSMPSacbRiqKGyqCIYf6uqa1wzTWySBUrX/ZAa+5MVYiDVoyOJ/PazK5frEzl8hK\n+RU68TBIMsD87fwWiHBSdjKZrLxcWsDO9lA2fRScgEvfNNrer6k/Ux73rt2paRl954n6UPcE6lp5\n5G8akmfuhoxl8vx18j7JNmVV/KWH7aP2pD+pjYknrfRMhVyc2HXEyxvhs2loIibqzAulBHw0LC58\nLItD7qprJfVzXdjJPjPO5F6Ag3kCWDdQLY9Bda5TlmQ0ldcVLqW0Xn9MoZMRovHhvZYRdv4S5DXk\ndWAc47Eb1uQxsg/8mu8arqoVEFWcW0mAruE219cnAzM29yCj0HXdEOKRI6HNRtosw2Ngu64b1q37\nCYr+20GJvPB5Gj8CYwyY3Vgnudd/LzPJsOhJOEDnivV6+KSqhnX4kiWWm+SJ4c2xthJfnLfJqfDR\nXCvd+aQovQKPYzFRKRNDvVN9Y5A6yL+prAJq0uV08L2Mes6F2+lheW4g9BzjZylRIDx8QWXi8jE/\nQ0Z0JGCkB+ttkOAncGl5iqQ7tUWJoJLa7kZS7UphtqQIzJvi5W4Y/H9KDjY+ieXt0vG6VTXEsTmf\nohAeDWYyng5mTg/7Q0B0cXExrHjhhiM3SCk0Rf4RyJL8eBn6zzXVzjd3SDjCYNnMx/DSGKAqrHJ5\neTnMHxwcHNTx8fEQfpFRS5uHfDKTc3IyfI5HctT83a2izXnO/97PyYm4TXomAH1dcg+KFsvBht4C\nJ2q6bvWMdNbN3aFOE4VIZZB292Rv25bWfwq50+ICkLxIppZxGUstgGNdLJNluyJ6uS2jktqpspOR\nUEqemf/WQVnr2ut0tXiWJkmZeJIePT8BDb1xtY/7KFrArvpcF5wf+qTQjceF6akSDKtubq+nwXU6\nyEcCMq87YCW+67p46Lx2Gadx07MMcx0fH9fZ2Vnt7+/XcrkcdoT2fb8SP1ed4hP1jM6D+sadG5+c\nVRSA/CUvUrudVy77NDBj6c5DLhxGJFDS9aqbbyjhZBTv81rqAIZJvB7FHf3kP6el1R4KVwLmludF\nwExx02TN6TVx4oWGLyUHZ6ePXlvLsLTAORkc8TwBubdRz+o/z0FJxiUBXGqLtyH9dx61rrnBb/Gb\n/xXL5bp00uEhvpYurKOXsi4Dsbm5WbPZrLa3t4ft7K3yCawyRn3frxyYxf5NspwcDraJI2zvx+QU\neV0t2Zbecpni2dnZcOCW+J9kNPFf/ab/Am6Fr8hntYttopNIrOLplWyf89XnA6TnY+nOPXTvGF96\npu90Td9p6MayyRQlCr6ssE6qa3mDTis7jnXfxgN1oWS+FK9u8cCvu/K495PANtHHb2+beOllkO6W\nZ838AuxWkvDTcLnSjRkuluNtdJmgrDh/Wg4DDXBL7qTo2mik94LqtXHsjxRGYnm83jI49MDF3+3t\n7drY2KhHjx7VxsbGyuvU6LiIzwonuGy5LI6FRjyPOyGt58RPOmIOZHRedF9grXYdHR0NR+AqzML2\nOhg7XdQ9XaeHrusbGxvD7k29E1Qg7qHYseOSmdJ8VyozpTtf5VJ1MxZLK+7KkwBMjOVQNj3nQKt6\nFW/XutkEpqKNMf7k6eq51uRsaktSFgmxW38vk0KXlKf10XOt+tkXXqeHhVhW1erhT6LdjVRrBOQ0\nJOVnbLbVHoYXkuJQiV0m9J3ALhm+5HGRf5Rnnfgp7033EoB6mMT50AJ1yZ9kRyEMnfOys7Oz4ry0\njJLocr7xt8uC9zHBiTzzvhaPudjA9a2lF/xoRctisRiOPeDZ8C4rPikqOnm2DHEmyZxCZjLQ7tjQ\naKuNrnPscz4rmn2U2kp3HnLRt1tidiBBlpbVO4hl6TcFmqfIJdBlTM07sermG9JZr36zI6iQ7Jw0\nKZUmedhedjbXznp9HOG0PDuCJWlObWm1c11yRfVr4kGa/3C6vc/H6mQbud3e26vn3RPSMwQAyp97\nWYlG56GAp6pqsVjU1dXVsCW/769jxkn5qcwsPyk2HSTG5AU4e3t7NZlM6sGDB8NSSh5ToLzUFY/r\n6xl3TKpuvnyG7SbfPBatetwo8r6/5YfnrZyentZ8Pq/z8/MBxI+OjoZNRIqbJ4eGdXGimmEp6q3a\nx0lRLrpQ33BEqfL9SABvq/cj+991qZXWAnrXdT9XVX+9ql7r+/6vPL32rqr65ap6sapeqqpP9H1/\n8PTep6rqk1V1UVU/1vf9p1tlu7fjCp2sOi00DYALftXNpVCbm5s3YmiqR4qr/xRgxvlpxWmE1oFc\nAjYKV/KGEiC6p5piau4pOh00WuJTAlPW7b89eR+xjBaou7eTynYBbgm/P9OSLbU30U8aU5sIUCpH\nBpZtpQJ6eVrlopMQJZdcaZHkxPkxxjPRpg1GkhWFex48eFCLxaImk8mwg3E+n98YffqokP+dz+5R\nuvGjLHv/0RumDriXy7K0UuXq6mqYAD09Pa2jo6PhJc+LxWKInSdniXykXLWeFXB7aMy347vTpOjB\n2dlZjLd7f+o/PynEmdL6ZRlVP19V/5Zd+4mq+kzf999ZVb9VVZ962pC/XFWfqKrvqqp/p6r+frcG\n6RwcW5bUgUDX3Stmg+mxSnAcSPxDIUqgw+cSTQ56qezURtHvI4SWcrsyJa9uHS/9fwKPFtB7SqBD\nuhKNTifvuyFw3rsMjNWb7jntLV4luum9+/NjskzHQbtHOVE6pgMtHqSPaJH8y5uUt67Du7a2tgbD\n0nWr67BbckU5Tfwhb0RD8uj1LPlSdXOJbUtnFLLSGTVa679YLIYwi0Ye63iW+owLI0ivT2y7c6Qy\nOQ/hvEzn6LT6PunKWFrrofd9/0+7rnvRLv9gVX3/09+/UFW/XU9A/m9U1S/1fX9RVS91Xfe5qvpI\nVf1ho+wbCuzA4Yqt37SKBHROqEg4uGmCAsmOVEqhjDSc8gOZxoCDMV9/nm1wehRr5T2OEFgfPRv3\nuD2skYDTy+N/tTm1y695Pjd8Xo/z28vTmScOmuyf2xiplM9HdG4klDedC9R1N9fNJ4OoNpJnfd/X\ncrkcjr6V58wRJOtMk+Ru7FI7COJd1w0vr97b2xu8xcViUVU1vNCBoEzZYQhR/OQyX3qtaqOHp5Lx\n03UuD2SdkgGVq1CQjsDVG4d09O3JycnwOjnRlY7m9X7yUZXrjUJCCacE0JRTnnDp0QSGcDiPp3s8\n90U887mIVvp6Y+gv9H3/2tMKX+267oWn17+1qv4Az73y9Nra1LKWSklglC8pLxWOAul16b+eU/K6\nCTCu+N4Oz+9tTN7BGPCpQxPYsmwHRIG/QNFpHEs0AMnLSLR6X7jSp+fcYCWjt45e8shTcgbSqMDn\nZFwWEh8cbKvGt4jzmrai931fu7u71XXXk/KJr7fhQ3rWAW0ymdTOzs5wANZ8Pq+u61bOAU+es9dN\nUFK73PmisaXhpnFQ3tbmN9Z7dXU1jGy0jf/s7KyOj49X3jREg6S+TbKZ6NWzfl5Tkn0lH/lzMpgT\n30oe2mU7PVzqtKY5HKa/qEnR8XFAI7UY5ACt5IxNz7JzxBx1roZLypdiZvKM5NW3rHGavfcwDelm\n23zlQqJ/zANrgc46Piu1vBSvtwXmLWNIDyTR0FJSKp0DByckqaTu/fjEGZXZ2+xGJPWF081wGIFI\ndflcjpfhRlpDeh0cxZUyyUlp0Zb4rGf13z1fxdZns9mwfNLPTVdyWRXvSZPXmfTU+5m0CqiouyyH\ndYlfAnaFWpbL5RDCcuNBnSMvkgEhz7iDV/MbxBHXDe9Dl5FUl0cKkjPH/+8UoL/Wdd17+r5/reu6\n91bVV59ef6Wq3o/n3vf0Wky/8zu/M/z+4Ac/WC+++CSy0/JsqFRV2UtIed1wuFKTiRxStgCN5Sbl\npgByrS7ve7jCAdUVkgaDFr7lcbCdvt2b9FMJnd8sV8m9W9LZCsu49+H9onvkZcvbJn28xvqTt6jr\nvvog9bGXTR45uCalc1rTdXmbVdfrl6fT6YpX6Ou8WwZ/DJhUFunXRqOu6+rRo0dD6EWHh1E/+v46\nHMAQgfpLvGTfen+785TALp374rxSKEWTn5oI1bcfY+t1eUx8DIRZltMlo1K1umSVZ6CTj+SL677r\nLvtbz2jFDvuylW4L6N3Tj9JvVNUPV9VPV9UPVdWv4/ovdl33M/Uk1PLtVfVHrUI/9rGPrTSs5dnx\nvitSAn7lU2KHKCUBZH0S0hSqcMVi3YkmT+xQP6eEZUlI9F/g3lrHqrZyc5QELPGAgOZxdzcoHO24\nd5y85uQpkjdU8NSHLWD0NrAtaQ+Bh0D4vNedDLaD/bpJa+ZNbeKIgV66wmLutKQyEk9Sasm15E5e\nul7XOJ1OB+AcA2p3iLz9yblIG8icj5Rvf04TnPLOBeya/GxhBw2Qh5LGeMm+0DMMn5BGjQqoI84T\nr5fXWgswVO+DBw+GVwtubGzUq6++Gmmuut2yxX9UVR+tqm/quu7lqvrJqvovq+p/6rruk1X1xXqy\nsqX6vv9s13W/UlWfrarzqvrRfgTdCD60/kpiEk+gM9qi0CqvlEfLlrwMf57K+rQ9AxNdgdkR3sSW\nt0wB03Oqh6l1n55A1bWAtcI3t7kuAeW7Vr1uehzM794FDS9jkaxrrI0JMFIopmUExr5b9TtvWgZI\nyedvWkcTkMaWEyLZn8/nw0mMW1tbN/iY2uqx+7FET73v+5WJ0tlsVpeXl8NSRnqg7BPl5ft5Hex9\nHbrvylQ5et7nxVSXyuAkrYBba8tPTk7q4OAg1kMnSP1FfulZjl65Bl3/fV6Fc1KMDrixp2PB86TS\nkme23R0ql8WWoWe6zSqXv9W49dcaz/9UVf3UunLxfFRQpXX3VIY+rRAH8ziw+uyzW+7kSeh6msQQ\n6CaD0VJ2jy0y7xhI+fXWcK7FN9KXPFIHIS/DaVBK4RfmdV56PyXAJa1Of9XNkAi/U/kOzqnOsbJc\nJpJSit7Ud6JBE5TL5bJms1n1/ephUTpHxWVyDMxTf0k3BMYC9Kurq9rd3R1eLK31237eTCp3jAds\nO3XMHSEabiXxpe/7YSWLJkD5Cjk9mzx0B8oUVqR80gnxeQDKKQHd9V+J7W3pM40ajU4rrQPzqjve\nKUovjMypuo67OZiQGfo/JlQuiIxRqn4pjEYMoonDYt13kBYtyapSUH0pWAIAJR45yqTnHLSdV35k\naQIglpmA3w2O87bVB3qGmzDcu24Bk5fLssUXB2JXjtTnXk7iBelk+W7sOTpyLy2VLXoTiOl5yZgm\n+sQ/LtdzMHKeUR7SdT7P0bBCL/5J8wXK5/znvIToVb3J4fHfvhJHZcpD16oWhVp49C2fd0+Z9SbH\nIvWvr4ihbFCnxQdOjnKuy6MDvO/Goe/7G+WwDylLf1Ex9Hc0qZFcYUIhIRMSw3mdCudgmUBeHoBf\np3fiE0SuwH5WMsuuWvWOWEYr/OLeMulQW5XHvQcXbgq586/lOXrfOH1ebjIIKY7ORDocSL1OHzb7\nNnDV4XsTUjtaMuHOhPNF31wv7EBJg+fGXv3NEKOSPNHFYlE7OzvVdd2wTtyXzyWgYnucfjfCNIpV\nNYR4Hjx4UMvlsrquG7bP65RCGRfW5W1neCjJvctpAldd18tAFC8/PDys/f394VhcrWph3ckTZpm8\n7qFI8liJTpE2XzEGL/ml4VH5vkzYr5FvfGlGMnT6n5b/pvRMAboLiAtqVZ7M4vWWoCRrp+TMJ036\n7d8thW+lVjw7JS+zRUe6x7a2Voq4x95KBD/nuQNiq5/SUJj3WRbrTQClUBYnaUmTe4NJFsba6vWt\nu9+SxdSGlmyKbt+F2FoAkHj9tSQHOMWLFb/n7lEZGndUmD/xhbKYnI9EP8shH+iV8zRFn+h32XTj\n0ZI3tYejIQIqAT9NEKdVbpRPp8fbPNavSYeeaUBXI2iBJGAt0GbjfZkQPUYemOMAxw5k2VUVLaas\nsU+A6FvCxclbgpCEgvT7EM9X06g+XeeyLiWfZCGP2Cbygh4k62dfkH4+Tx4QdLhTzj0l70N5qvJ2\n6NV53FG0K4mHUnaV56sRRL+ui2aG0xyIvH2iY8zZSENjyqUDiIfA2B55ekdHR8O6cL2cw1c1tQzF\nmCFjvfL82Z7Ly8t6+PBhbWxsDOegyIOUIaVRpa5RPrsuvwRGvHLe0ztWyEm7VrWF//j4uI6PjweA\n56oSp8lH8KlfnW/qG8oUn9NowEfZVTWEqMijtEqHB8UxlEtsSo6NEvk3lu7cQ6dCq7FVqxMlVEp2\npBIFmWW5EPlkpQ/xpTQECFdwDn9TSlbWBUTfLJ984D3yJNXhgM78zLcuButejgO8jzDYBvHGwSV5\nL6mPvS6Cz5jHR3B1ME/leDvJZ+Z1r4nPJMPhsqj/aWJY9xz0qmoALIGI4tt8NZr6InmeSSe8Duej\nypxOp7W9vV1939fDhw+Hw7q4LJBy5fMj5Bc34KQ+ZHvEL20SWiwWw6QsT07UQVyi108VZf96v7j8\n0ZN2eRFdpI3fxCMaPIG2GxKGnBR24SoYyq6De6I3GWumOwd0J1zL57wBHnN2zy8pL5VRneQnwLUA\njRNRDi4t73OsfX7N6fPJplZepmRU3NNVOYzzrwPzVjtYh+pPhsQVxtvVinf6HEGiwfO1QjrM0zJW\nbJf3cQrfjPV5MioEH15XGxNdklN5opILb29LuZ2OMb7ww3g9Qy8bGxsrXjododSHpC05SwQ5JY1O\nOPkpgNdacz+73T19X1rr/ZR022mjDiYccX4xfs6+YX2UZRohlZv6jh8+721O6c4BnWGRNFyngvkw\ni/kSeIhhNBI0FBQSlUWLSstL4HWB4uhBAktrTlpIB+ltxYRJg+rSs9qQ4mU7kHRddyO/exEUSo5O\nyONW36kON3psH3nroMkylIc8TiDrfeMxzsTPBC6tttIwuXdKr83brskzemGUFR1n65NcusYXF2v1\nlbx0Hy0qeXzb5d9/Mw9Dgdvb29V13QCsk8lkWDBweno61Kk3IPGccRoE8YtHAfPIDPYNgVzLEwXm\nR0dHQ/zcR9OUXb6U2T/JYaJDw/ZX1Y3X87VCdjwv3vm6sbExxPnn8/mwgYvtIE2sL3nlDAc98x56\ny0t0T2NMQd0zSt5Sem6MHj1Pg7GuzLGUnnNPOdHiBsfbn/ImL43KnvI5ENzW+2vxwRWL+QmW/u38\nIF0Otqmv17V53bOpLa2237bvk1eWDCQdF57xovhrGmHy+7b06FkaMgHRdDodjtdVLH86na54ogJR\nHRXA8lpt9vAM28sjcLn7s7UL1Ns7Vndqd+LVmPFL3nLKm+7TEU0brVo0jOnnWLrzSdEWICVA945t\nreKouhljo+cs5ialouDSMosGt6op/upemXuAtNAS6nRuB0++o4eRYmyctKKAcfTgiuA0kVaWIX4l\n74G8Eo9aid4wn2e7nC565ZxsShObCfjp4STPXzQ4+LPPUn+Tt6qv769DhtzKT1lyXiRQurq6GsCt\nqoZjdv1EQtXtO4YdkDzu7/0v+VCIRSOFjY2NOjk5GWiTbmxtbdXm5ubKYXfsS8XIz8/PVzzzvn+y\nRJiTvfLOj4+Pa7lc1uPHj+vw8PCGvrszoI+PEp2XqlvXeI+6Q10k9vjIQ8+ojWy/ViqRZsnfcrlc\nOZv3BVwAACAASURBVHKb/adrLRpcFsfSnQO6kisMAYhK4dfcOrPTfZhGZhOIfdKSgkJFEqi4Yrtl\n5VEDDgqtCQ+Pk7oCEwgdnF3IHWgS+CYQd6/alaBVJ+vT/cSb5OmwHP5P/E1K7b/HnlMIoGWcONfi\ndDlvvO+S16h84i2X2ume/9Z9bXOXl9z31285kowRbNhu5y/LT/0oZ0fhoq2trdrZ2amqqueff344\n4+X4+Liurq6G19fJeyZtdKQmk8lgJOhoKYyjFzefnp7WYrEYPHIZCsbt05lKHjokyE8mk5XwifcL\nV+XQixY/HQPoYTuPHWcoEzS6LqPikeMJjb3L1dhL1auegZALkys/lUkNpPK08imPK6SXNZbfy/eO\n8G8l71hed+Hy5ADFMpJ34eU7LaSPAuJtGcuTeOJ1e1kO9q08TGP30rNUYpXvoyJvSwukvW6XoRa/\nXMaYP7UnGa5WHyjs0nXdjeN1b5M/1T0m2zTqAnfFfq+uroYNSFWrB1cR9JKh52hMSfk1+cmQS1qD\nn/qS/9lG99jH9DyNsPx+y4gnnro+kjct3WxhQjJCt0nPFKCTCbRa+i/h5mTEmKDK0moYzAOFUlxO\nllTJhTX9rqqV4Zg8QQqLdtrRO6QSuYdLekgLQ0bigerUBBp5yGG+H2nA8inMHg5p9Y/azesOhFXX\na6jJL/WN2pJCPz7B6XznZBbDNirf+ae6RLcDu/izTvGo2PS60uS0rpH3lGn3MH2vgbxCLSHUmeV+\nThDbkY6poC61nCZek5fedU+O151Op0NIROvTq1Yn5UUX+4WyTT5rB+p8Pq+zs7M6ODioN998czge\nl0fTitfppc3sG1/7L9kjz0kHccZ/931fe3t7NZ1Oh9HIZHK9J8R1XRPd2oil0AudDJ//YBkqn210\nXFDd/v5ST3cK6C0F8pS84XWWkh3FPG7l0/UxjytZTnZMy6q2PMYx+v26C2LiUevamKezrhzS1YrT\nJk8l0Z88Hy/na5EJL5+//RkH5FaZX2tKNLTqGavDPUBdUyxa4ZeqWjn+wMHta6U9ORgqX29R2t7e\nru3t7SHuzbCAe5l0NPThzk9fkqizzNNxHet4to7XY7pMJ8np1QhJOteSLToydDC+Vg+bIZ1Ux5jO\nMt05oKf/3hEEMjaydYhV1ep7CMkkF0QHScZRHai901mGe18JTESP/rsAKDG2R96kTQlKSbD8zBgX\nQvdUSbd+J7pabSR/mIcereKsipM6ECRAp5JT4eQhEahTHh91cIet19PyfJPR91CC89hHFlWrrx/z\n1OpDLXeTN8hYtfMu0a/yXIZ13R0RvQBDMfXJZFLPPfdcnZ2d1XQ6rf39/WHSVInAyD4RnYqPz+fz\nYSni/v7+cI1g7g4c2+l6J76Rp5IPlud8ki5xtMP8ej0gR7S+wYvGljTxWmsTEelVP/MtaRyF87ev\n4fd055OiZL6ShwT0Tcvv4OLWnWDIs44ZcnHgcKOha2LmZDIZhpmpfgmIFE51ElR9CMr/BAABrpID\npfITLOn9Kr8DsHsl5BkBy++LBy74BB5dayUpt8JmbuTYdzw+lqES8kP1pr5kXW60ObFIJWP4h/zl\nRKnzvepavpIn6YZI+VK73Njzc3FxMRzepT6kI+FeIZODiPcheSb+qDyNCHi87unpaU0mk2HNvPLS\nw1TfqX/m8/mwokU7Pw8ODoZ16OpDgZbTmXjj9JP/vreCxoXeMMNeifdcqaRdvKxTRo80sB4estZy\neLyNPikqepPj6unOY+ju9SQwSfc9pfzu7biFvC1dCTBum9xbSv99U4zTkMrT/WT1vSxXAublfa/T\nn0k00RD4fQfAVrtIVzKqnpLxT8+4h+eeXSrT29vizVi/Oqglr8zl3Gnz8qTUisfzbBDS7vkTz8ZA\nXwZCRkbgvrW1NYRctra2Bnq8XuelgIinJ2oClKtZxmhPsptob7VXz5DPnEB3OfEykvPTwinP4zQm\nQHd6k2x5X7fSnXvoSu5dcjKBw+V0MJDyaDKy6np3qO7TO+U11Z0Ug8MfXXNvjLRSEdJkn5dXVcNm\njvRCAe9ACUNqA1cU8EW5XDqm5+lNi355WP76OtJJPornNB4UeO8nF0Q3JgIpelUOpk5X3/cra3up\nNB53pOfpspO+lc/bznukQzzUxJjy+TJT9p0vQdRmHQccTojN5/PhdXHiMyfQWss9W7x33jlwKfQi\nvgnUT05OVs4x4SiWZRG0dRSuDiBTmTTiCdTVd6qHowLSnsKluk5+cl055VP8Y58lZ0OhQ/1mfpcH\nRgd8U5jqY5vUHsXwq54YVX9DVCs9Ey+4ILAI2Hit6uZkhjM7bcV1a+i//VmBof63LGIKkwg4/XV5\n7GA9zzKurq6GDSQe92eIg2vbWQbjzgLrMXATTc4TPsfwAulm/DEZJ/LNT5xzYHNjTJo9fKN8zgOX\nAdXtYC7lSLxx/ul6y8h7XUoEJ9KVRkvih69rVjiv71c34Jyenq6EEHwHqR9XQfDyPnYZSG3migv9\n397ervPz85pMJrW3t1dVVYvFYugvByvJgI67PTg4qMViUYeHh7VYLFbCHuQFgc31k86L087nyGOC\ntGgU/7Q5ijqqMInjj/cd+esyRGdS9/0EWX5zEpqbkwj2Y3jEdOceuns6TrArjufnbyqPg3nK4/Ws\nq6OVr1XXusS2eRkJ6Jwm3k8eZmpDS6l9Yum2v52e1rV1fUhZaKVUT+u59Cy9SN7zetf1eXpmXftU\nR+IR/7dkVkZJYKPYrLxfevW3oX8ssSx9c3keQy++4qXq2rnSMkStaNFyRXr2SpxT8Mlmp6t1zw2X\nA/o6UJRB5Eg+5XGDzchCosUnnW/TP96Wlmx4ulNAdwukziKD6JEm8KfQtTxXCo97/2S+G5jUaayL\nE6CiUysBeDARafW6eZ3esBsnH8p6W1hWEnoCi4ZvXO1B3okerq8nWKjffJlVixbGW50ettPlgDLC\nZwkgHDLrw/6mUpPP7F/PS57TG/P6kufr8sf+dHBXO9PoyyeANZLTsj/xZTab1Ww2u8ErN1rsI/Jb\nzxAE+TwPvtrd3a3ZbFYXFxe1vb298kYjtlsHbckj15nmBPYUEuSIw+Wz71dfNOH6Lw9YvNY1ts9l\nvLXaSbLPfQTEgIuLi6E+7XqtqgELtra2hme5MEH9xj0pSQ+4Hp3PcZTRSnc+KVo17k07ELq36RY4\nWbRUPv+74HgeggJP0yOdLcFw8GAdLV64Ujk/SGsCwbFE0B3zuqvyhCO9lRRrbPGCYNNqjxuDsVHH\nujbyt+f3mK179AT3sfBFq8/TqKT1/FgbnG4aCMkgZTG15+146+5kCUx0WNdsNqutra2VNwxprbmu\nCcR1Tfn1nGjl5Kj6R/MEXXc9v+Lylwyz0m09Ye8vhnRasp6iAS259+veP44NLby4TXueCUAnA52Z\ntMKJ8Q5Qnj+BnRsIt5y8X7U6GTmbzYYtyk6nx/vds0406Hkl99Td05XXpOTzEOQPaXEhIVDJk6CB\nYP1eNvnKNqRYvbdzTDjdUImGlMYMTQJd8ZBtpDdPOpMhS/KgxJh/yxjTS2zRyX6iYUm8UchluVwO\nk6Rcbki5cGOV2pPopTyr7I2NjdrZ2anJZFKPHj2q+XxeVVUnJyfDAVR6QYWWKOqcFtG+tbU1ALr4\nTSN7eXk5HDuga34QWNL1ljFrORmpb6Tnzn/Nr+kZes10+Dyfb1xS+9hu5mMIrSXHY2ktoHdd93NV\n9der6rW+7//K02s/WVX/cVV99eljf7fv+3/89N6nquqTVXVRVT/W9/2nW2X7agsqmRrK9a18nqGa\nq6vrFwL4yWl6XvnVAR5/FIMZjpDyScDScIcCwHIk/By28wCkRG/LAxGvJDQ+scq6PURQtbrKhxNx\n5LePOPjN376W1/uSfCaAsUzxRu3hK8WqanjrfFV+azqVn3KSJnWV+IwDiPPTZSfxksm9RF5zcF7n\nebGcVKZ4IIDkeSuUBz+YKnmJrfoI/C7zV1dXtbOzM6zI4YFdOvJW4H50dFQHBwfDEsVUto+s2ec8\njoEgyH5SvzqQjvGXfawVRinMq3weMmOITHMLblyIHbymZ1ie+DCfzwedoKHQfU6YttJtPPSfr6r/\ntqr+oV3/e33f/z1e6Lruu6rqE1X1XVX1vqr6TNd1f6lvmJWWF+K/U0epY/U/WWzWwbzMk7wWFzCV\nK4YSMFheUlh6mOzIZH2T1+RecvI01lntlMbyJMBiSh5kSv5My5Pi818L/d6HSY7IayqR97mXR6W/\nrXeUaLxNSv3ees5juVrT3XXdsD488fxr4S3rcxoFMPK0FcOX1ypQZ6zceZ1GXf4MaRdwV60uz00j\n9DHZpSG4jffrPEt1JGMtHtEg+OhChpLOquu4ymzpS0prAb3v+3/add2L4VaSkB+sql/q+/6iql7q\nuu5zVfWRqvrDVDa95ORtqlFkCBunCRsxww+oIsBX3ZxU9TXlCdjZUT6jnyyvHxrlS7PSpJt7Bz5s\nbwE6O5nDRd73drSANBm99DwVqQWi5GFaW19VN66PeZNJwcVHbscmD1LYxI0r28NRodrnSx3Vjwk4\nnF8CLo5GWC+ThxxdplgvJ+HkGWuiUuuVxQPKUwvUx/qPiZvfVMfe3l49evSouq6r119/ffDODw8P\nh4O8fBS+sXF9fC756PJP/rGfdZ+7sVv8F1DqHpcGsu9Vn4Mu9YZ6qf0Gek5zB4r56xm1gUd2kJaq\nGs6xcQxk3/vcwlh6OzH0v9113X9QVf+8qn687/uDqvrWqvoDPPPK02sxOXAwbuqC1oqXtSbufAbf\nn1VH+DBIHeUASEGjktCLczD35xy0WCZpT94VDUkCJim9Qhjknfjn9DI/jUjLm6Px8TIdMJIAkgcO\ndgnEEh/ZVqchAT9Bg/S5cXfayRMqIq/RWJNWB/ykrK2jEtwbY/nJoEhmdT6OhwdcFzyldrfu0wkR\nLQr58MRBHoXLMpLsyQlSmR6ucx1Sm93w67fPiThA0khQB+kY6r/6yfVUzzpviRM0Dokml/Xk0LiT\n1TLKTF8voP/9qvrP+77vu677L6rqv66q/+jrKciZXXWTAWxYq8EtxfA6eJ+7IlUvBc6HaK26uQ2b\n91rKkoDd84oeF1zlZ/vG6tI9gk7L2LCcxM/bAILTRXpodFqeIQ1vMm7kn363ACvxpNU+XeNzVGLK\nQGpb1fVOZk+M0XuY0BPLcyPMUaee1SRk3/fDiYjiiUYebHOr/euAQvSIRwKt7e3t6vt+CPfIM+c7\nSJNx8bq1coablAiujEm7LvqIkbzic0mufCSj8kQvlxaSh0kuKIe+4zrxWHn9zCXdU1vckRxLXxeg\n933/Ov7+g6r6357+fqWq3o9773t6Labf/d3fHX6///3vrw984AOs44b16/vVdbFJqX34yrzJQ9Oz\n1r4b36648izYmdyqm2J8CVDd+xRt3nnJ6ybgK2anA4T4rHih513RWkbTlSR5DEqc3GQZ9BjZJ2x3\n4pHzgH3IHX7kiwu79yvf8rPOC0oA7vwaq5PAQR4KrOSVii4HCq1n7vt+WNHC/iCdiqFr/bcApTXC\nSE7KOkBnf/F8F+6APDs7q+VyubJEsaUrST/VbuqP3q2qcIlkvWr1FXfkC50GLgLQs1zNRhlSv2ku\nwB0q7twVT9gutdvpcf6JH5QFjbAUnqHMHB8fD6uJ/qIAvSvEzLuue2/f968+/fvvVtX/8/T3b1TV\nL3Zd9zP1JNTy7VX1R61Cv+/7vq+qMjgoialu5V0R+f2UxpUy/PdtPDR6Nyq/NVR2gG7dJ7ASwDxR\nYdO9ZHRS25W4asfr4O/beGqeHHydZ15nmpz09jldfr9FQ+Lnbdp023a3PN6UUpiwFS4g/frt3mGL\nVoKQluASyNaFp/SdHIFk0Jwf2uK/XC4HQGc4ynXJ5Zd95qMS8pF0EKBdT1zmeH1sQnZdjJr32V/b\n29srq7/4DOlJekus8JCw8GI2m9Xzzz9fVU/A/ytf+UqTxtssW/xHVfXRqvqmruterqqfrKqPdV33\n4aq6qqqXquo/eUrkZ7uu+5Wq+mxVnVfVj/aJs0+TCxM7xmO67p2QUWOhA15nGVQqfhNIVQ8nT33i\njPTx40NjdhDbJWVMwODt9Wv0dhJAULh4ZgUFiArH0Y/uOQB7Pfp2b1v5khHx+GISfJWb8qd5E+eb\n84L0et7UpkSD08P4v+eVF+a8SHMCDNMQxOipJZ47gMzn89rc3Kzd3d1hXbrKcgfBZTSFKMg/1y3W\nf3l5WYvFok5OToYdoWrrbDa7YWCc/9QBluttZd3ytG8D6GwrZdTl2501xwx/V7DkQSMVGTLvZ81z\nuGPpMpJWwmihR8u4e7rNKpe/FS7//MjzP1VVP7W25uvnbygCvWh6fS2PiNeT55eMQ5rc82dJYwLw\nloGhodF1B+1kTPxe1epBXV4HhZkC5HxNHh3LSrSzzORZON8Tz9bl9/80OFRgz+OxbfJK95MhIG+c\n/gQCqa1eRqKX+R1AUgjJJ+Ba/cY2sgzxWfH0yWSy8tpFruFWuR7m8zb5Ne9rd1IEbh7jdr0lGDJW\nrjI5Uc4ylYfn5Dsd1AVvC40a+0HPjjkJruceStVOWA83Ug44GSv5dGcmjdx9RLduFHHnh3M5we6h\n0TtwsE1KzfwJDJO3to5JLLcVTkkGx4E/tXUM5P0+29oC0nXXW6DlBoqAQ1qSgrfqbNHU6i9vWwJh\n0lJ1c+I4Aaordau/E2gloE5tSrwZ41ULNNM1d04SEGsOZ7lc1sbGxnCiIY+U9mOAnb4xA83EMMv+\n/n49fvy4XnvttTo+Ph4MCYHe9c6NYwqRpY+8cn9GbUl94t/eRo6cWs4Fy9d/tW8ymQybvHhaqhte\n9qP6y5087w86szQCY+nOAb3l6fBa1WoYwQWa12glfULOy9HzHErxOR9qy0PwRKvv1psC4MKdjEQL\nQAhcbq2Tx8KyCIxVq29zIdhVra4Pb3k9ThP56jzRUJ70tgCdefVNRSItzlf2qfeh0+N1d11+u5Py\nt7xq0dKK8fK3AwL7xJfGjRk8gjIPefIJdL1CjUc6p7BKCzy9PfQYtTRxf3+/Xn755fryl79cn/vc\n52p/f3/Fm2YolODkbXK6ONrsum5YEun8cX4mYG7xUx9O5FN23BmQrHE+gnNiBFuer+MGgNe4C1oy\nqPoUbiE2KHQ1lu78naJsRPIOqERjHpQDU/KmfYJVz7FsvoDAQZ15GWP2T6LbBVvtdeDmdRqjBBBu\n8JwniVctg5BA1elLXiX/O3Cv67NEO9uY6nFaCKw+ZG15hsnweDyZeRJNSeFZpsq5zXNusFI9fJ73\n3BDIQeHxujIYLQfKdcjbreuKD+vNQ/P5vA4ODmp/f3/YRERgTuW5PqoPOanocurtdbqch36NqQXY\nNP76z9FQaoPo1bUx/WA+n1/zcC7703mRMJLpmTici8xwBt8mHKLE+JsrN+uqWj1hcd2RlK2OGlNs\n9zxSB7cmoVLZLWOn/BQ+Koq+fcfebYSPnnB6LvHWAcONnofBPN6dwF3f5Jfa40BAoEqKkBQ1eX4t\nJ4PtaN33Z5PhbYE4lV4enAOA10ueafJ7Pp/X1dXVytuqptPpjdhtCiG22qtJv+Pj41osFvXlL3+5\nXn755frSl75Uh4eHK6MVAqTz1WXQj8XVWvQx8G5dp97RORvTUfaHUppvSfVzNJG85wTK6b76iPKY\n2vlMh1w48111cyJJwteKG6aOciDgb8UTHUCoMFrHq3sULAK0h0kSGLTAmMqcQiXpWW9Tuk46xV8H\nVE+67p4VhZ3tIt1UWvE1bcTgSXkEdJXl15wup5/yQEOVlo6xnb7eOLWXNLTiqslrc3lMxi99e3n6\nJjAyzJIMc4rFanu9Do+qul5H7TLsH9IlHdTLKs7Pz2t/f78ODw/rC1/4Qr388sv16quv1tnZ2cAz\nTmpyR6WupclQ0iWAIyB7KNB57cbDvf7WpCdH7ex3lpf4RPmjE+k6z2s8eqAVxnMHg5O2qm8s3bmH\n7oJIRUuC5mBMUCH4Ugk8xqm6CEpJuDgzTqa6gUmjAQKFd5i3l20Z8w6dZ248UplUJvKPz7McluW/\n9T/F80mXgNFHBuIdaaABULnpyNHUNuZhf/mzDrDuYXl/pHqSMU39xZCBl8ty3Jh4HS7nDhQJ/Emf\n2qbDsrquq+3t7RvglIwP6ZGR5tuHFGZ544036uTkZNjMloy164rLmtqRdoDSe+amIDdkidcMxbkO\n89tlz/vfV9x03fVRwm5kWafrhfNbNFJuSTcNFfXkmQb0llC5gCeL7GBHAHEQT15e8pDEwDTEZUfx\nN0E/AZwbKW+7t4HJh4z+m/mTV0rl4THEY3xMQNJqiyun153Anu1seU40gKn8tLzvNjQlA+H0OSC7\n9+bfqd2JD6zb5Z797oc4OZ2pPoYMGS/XMkb1Pd+ko3KTLEi+5ZlrnfnBwUGdnJzUSy+9VK+//nq9\n9NJLtb+/PxiMrlt9EQXBykNUznt5uu700BGi1+4bp7we9mXVzQ1LaV13+u8jV+eR+FxVK4cDel+n\nD8NCSpxo1fyH+kHXxtIz4aEnj8YnGyhkTC6MyQMlgPhse8tTSvX55EULUNg2Nw4JyFsCo45tKbbz\nLJXJey2A9TLcuLrhaHkiVLBEp49w1EbfdDIGvE5r2pTTalvyDp0nHGo7qPtvPedhM+e3Ow/JkI+B\nNssjz13mfNJfHp0mSAXOKZTEbwEHQeXs7Kzm83kdHR3V48eP64033hgmQvt+NQbsDlqSCW8fQc7z\nJYfMJ09ddsgPdybolHnoT884XZ6XdHg4hP2VdIF10mlTHT4f5p+xdKeAnsDKgTUJiD+n/x5vSkbi\nNh5WSygpdOoonj2hOjg8bAlyMgBsV+JDAgZvY0vIEyC1gNL7wndEJh67gROPxoyOA1+KK3ocX8+m\nIxjSULfV7sR/v898bnBFGwGdbWdKwM52ers9HxWcDgn7uHVNYZeu6wZvfWtra6WP3HHguf/ayv/V\nr361vvCFL9Sbb75Zn//85+vNN9+so6Oj0Y1E5JnT1dLTFv9cZpOeVF0beBqtxFPihY/mvT+9/1y3\n1A5fhqh6nCf+rlOXC4a5NMnNHahj6U4B3d++sQ5gqlaH68yTlDGVkYZ+ybN06677rli02prsEMCn\n/K3zyj0lo5JCT3rWaWDbXHlaw/qW4XTPz8MybF8CSgdHXveJyGTM2MYEWGPg7G1hn5FPXo6XnxwI\ndxJcljha5HyNG96W0dJ/hUzkLPAeaUhD+KoaznlZLBbVdd0QeuGZ4myjliVeXl7WwcFBLRaL+uIX\nv1h/8id/Uq+99lp95Stfqfl8Pky8+gQuHRx3CpKBFA/07ZPb1DGCJvuC8zbeHpXjIM/7lAkfibv8\n+AjHwz0e52e/iD8u15QX9ZeOIP5XBtCTkrjS+zUCKYHJlasqe+FkevIyydhUFgXPFco73wWSAueA\nkzwB0kAQcJ7wOQ/xkG8UCFfElqC4IiVlIj/IJ6ffhZe8YZ5EQ+IZE8t02sbyUvGpZCkM4rLptLXq\nS14YZcEBnW3ifTdCDiru2RKw6PH5uen0VgkoFxcXw/ksjx8/rsePH9f+/v7KWS3J2eK3G2fy0Pd8\nJB5Ura7Wcl54GMTBm7Llq+q4B8Z5Rlq8b7Ublv3pRom65e1yPKNOcE7O+3AdmFc9A5OiLU8qNUq/\nHTg8JusA44cc0VMgsCUDo+eVUrxUddELYRv57fS75+n1ujfM52h8vD5vp3sn5JHKSnwWj8UnAp0f\nqJS8I99u7nz0OY/EExqC1E6m1nXviwTkiceJdgd+z+vPJTq8nwSkpO028i8eu3datXq+v4yyVqpo\ndMzlpPosFos6PDys+XxeX/ziF+utt96qP/3TP61XXnmljo6O4lHOoqPFfwIx9YVyouf0jlSFG1rz\nZu7pOs8p+yyDIxpPYyEXlc+JSWIOZUp5UzhH18kDlan5Cp2cSf2gjrXSnQM6OzopmXtKBOp1YFC1\nGitrMd9BXM/5hE9V3QBtVzBe86G9exctsCKAqrNZLxWexi8JkwN6Enz3KFh/Gqbyt9OU6tdvKSiN\nn9OWDJ2Hr6icyRgrDxXF5YjtYDnKz2+WS5nhOSmkmTLAcviM5Esy1ff9cPSt1+ltF/+cVsp34qF4\nzeG7+p7XT09P6/j4uA4PD+urX/1qvfHGGytLFJ1P/jsZH44M3dA5fT7KJABzJNYakbccmdQPTrcD\nOufEKEu+yoZ1rptX8H7hOeoEdF+V5vSmdOcbi8iIqpvKo+GWmOzDJj3LPCrHlT0phgsTwYIC0YpP\n6jkHbiprUjBv99hwyoGCbRHtCiFx+zV56e3y6+4x87mWQNGwOKB7Xhoo3k/1EZTSiEh1kwZXbncI\nktHzPhzju1JqQwJv8dbDeno+barzc4IS8LHN/qw7BpyUpz7J++u6bgAOLXE8Pz+v119/vf78z/98\nmAB966236vDwcIjpstzkpIjH1DF64+Srjyy67vq9qTT+HnJRXucBecplf/683r/qoUS1Q3Wen5/f\nkK/kjLC/qPP0xPXOURoAbjbS3IW/6MLLGUt3HkN3a0yw4zkUSVmVEph4fN2TnzuRJkGVlwLhnqAz\nmIaBgEkakyD6fcYhE0AnJRF9EhINjRk/d09JZXJHn5LHWN0w8Tnyx9vmdCevIz3D/mU/uqftipwm\n09zzY2o5FYkG/h7zmJIcJaPMpH5L8qrkcV+n0Q2Ye7QEDtKyWCxqf3+/5vN5felLX6o/+7M/q7fe\neqteffXVYXkidcQdGOeb0+i6Rp7Q+20ZVpYpnfB5IdYnDKAMk3btoHW9T3k5IZ36sdXf7JPJZDLs\n1HXjp/t6YTTrdsdTZbTSnYdckvK6xXYBYcfofxIixg+ZxsDEQyG0wm4wUgezfAdNAkvy6Lx96b4L\nptfNshO/fIKJnhvLqWovK01pjNfJsKa+S+3p+9XYbOpn5h0bYfDZJE9epoNukhWGpZKj4fn42zhw\nvQAAIABJREFUnzKWjIMDJsvUdTeEiSduRNXfpH0+n9fh4WEdHR3VG2+8UY8fP66jo6OVOK7zyMvX\ndYIQr8vzTWE86pk26Hh/VF2f+6LdmmPGPxlNOkNpBOO0yNi4Y+bX3JhSH/UMnT/JNEcjLdwgn595\nD52W30MkSZCktBRyDl8pLGmopd8ECZ/k0HfK7/QnAUg73sYmTm7j6ZEPDiD0eqpW3z+a6lJKgM3f\nCaw4YnLDS5pb7XKPRjxLQKV7+p2E2esSL1K4zb1Xp0l1u8fn5Xu/sz0pH8GPoxhe83IJVMyT5gLG\ngJy00BMUb9XeN954o1555ZXa39+vL3/5y/Xmm28Opzb60J8fl//Eg6rVuScdh8tRrI9CvX0EeTkm\nyidPm/3BsKfLHMvmNn7ijfLrvsfMSaeWfyr/xcXFEF7RPAvfIKVyLi8vh5dpK/SVQkRq/+bmZn3z\nN3/zDR4z3fnGIn27gCSPp+pmbF2McQ/NFUJ5fejnCp6sZLLyntxzaymUP98qM9XL5ySAaWUBJ2+8\nrhbtHmqh4LqykjYHRjfOeib1JcsioLlH2sqbgLaVRJM7CTTgaruDohtmB4CW10QD7BN6TG58SFML\nnPntoUDyxtvfddeHpUl3tN78zTffrLfeeqv29/eH89QF+DS8DAMyUd9Io8tDWi7o9Hk7FY4i78VX\nvZWJAO6AnvSPfUejldpF2SZv6cSx/ziSEKD7yaBcQuoToJSLrruOwT948OCG/DDd+cYiAhItGxun\nGWAyk0uWqm4u0eLKEAq8BNk7wEEhea6qR/dJS/KS9FwScAqFg6LXTSViHV6e7vl2Yjde7gE4D8Qb\nrldO9bAM5xUBVALPkRD57QajtfwtAQbbQqfAwUztSX2aAJttIL/9SFvnHWl1Y8HrpJEgpfK5gobl\nptEDyz89PV3ZDcp26KOzWS4uLuro6KgWi8WwYUj/2e/c2aiJQjkTSppgVB4/Epe6rBc3pBEeDQdx\ngJsQBYCike/LJTAqv+sc+44GS3wkuG9tbdXGxsYAvqrfy+HOZfHe9fb09HTFaJ2enq7wmm2RLCrW\n/+53v7sePXpU73vf+2os3fkql6qbw2+f7EggOfZf11woyHgHPoYfdE2JQ3gZBIE4jYR3ctX1MZ4E\noRSnT8YleRRuCBIgOg1evscDXelYJ/sheWW6TgViXhpVr7cFrK6QqU9TOE7JX5pCD4j1OAi3eNYy\n7myLeENwboXZyEsaDeZh3ycP3/nCMhkbFm1V16s+zs7O6vj4uJbL5bAc8fXXX6+Dg4NaLpcrb/Fx\nR0fyIEBVuMFXVxFkSSPXzEv/GFtX3ZRT1etyTHr42w0p6/N+InbQQHH+QuXz8C3nvcsJDajqq6ph\ndKS3Ssk4clGC+n86ndbOzk7t7e3Ve9/73nruuefqhRdeuCGDTHceQ3cFak10JOXz+yqn5S1RSCSM\nvN8q38Hdt+9zopHXk1cgegmOCUyrVr3ftJnDPW/nhf4nIPJ2qW0JdFl+8oBbZUlJWt62K3sr5OYA\n7MbBaWjV50Y75U0y2SrPrzvwu9zyeisunowAR0hjNNAjZL/TcF9dXdXZ2Vmdnp7Wcrms+XxeJycn\ntVgsbuwAdafDjQn7gEaHYM6+9Q8BfWtrawXMvd3uuNCwtwCdcpPi/jR2osN/kyeKHpBG5vF+8VG1\n2qF5Cd8PoDJleDY3N2s2m9Xu7m49ePCg9vb2amdn50Z9TM/EaYtV11aa/z2Wyg5kB9OrSd6ornus\nnRtdkqfqnrAmSah0rQ0/9AZa3njLUySN9Gy8jeSf06pERaQXIq/AjQqH2uqDtMGhqm5cT1u5xWMa\nAipFSyEc4HSd5Ts/uKbXy6JR9b5I/ZDA2j0/71uvL4Ewn+OLEdTH7qnR+Hu/O+/4DEe/lG8N9Y+O\njuro6KjeeuutAdQFXpQFttlHD5IntYOjoFab3biIVoYaqENKDHV5fNz54SGzlgxRLpVoIFQvDRj7\ny/t9NpsN5SqsRBkXkLvhYt2idzqd1qNHj+qFF16ovb29eve7310PHjx4+zH0ruveV1X/sKreU1VX\nVfUP+r7/2a7r3lVVv1xVL1bVS1X1ib7vD57m+VRVfbKqLqrqx/q+/3Qqmx2jIRcZnISDnqoLuTNH\n1/gcQZaKlADO69HEhK7rm2UqJUFKCg4+r9TnwMyhm57l7xZY8ePJDZ97CrxGEG61gzxMnp0Dpo9a\nmFpAT7qdT6zPDaz/9nKTYUypdT0Z2dvkqconR7r88ZqXmwyIG7G+74cDn05OTuro6KgODg6Gw7eW\ny+UKSCa50W8/YIpzEx42ouMjmgmQLh9Vq7Ks+2ni2UeT+q2Qm4dZ2Lfc/el6QIfAZcnb6HXrOkf/\nDLFoY5cbjq7rhonT7e3tms1m9e53v7teeOGF2t3dreeff752dnZqe3v7Bh+YbuOhX1TVf9r3/f/V\ndd2Dqvo/uq77dFX9h1X1mb7v/6uu6/5OVX2qqn6i67q/XFWfqKrvqqr3VdVnuq77S31AlBSnI9BS\ncclsdZQDOC1uAjEyP4FJywOicmgZE/M5rfzvwsJOd9ocdLzDPW7s9FIhXFEIhu55OY3kqZ6V0SNw\nuJKk+2nISa+F9TH5nEXitbfb2+b0jRmBlpEg7d6e1PfJ0SDt3g43gi6zbmy8/50+3qMTIO9cbzDS\nmS76TU809YP6qu/7lV2WvvnP+9755nJNefB+E+ASpF3GUjnkE0f+5JOWAWpS0o0MeevHfbjRJH/c\ngIhH2s5/dXU17D5lPaJzY2OjZrNZ7ezs1O7u7vCZzWa1tbV1Yzexp7WA3vf9q1X16tPfx13X/Yt6\nAtQ/WFXf//SxX6iq366qn6iqv1FVv9T3/UVVvdR13eeq6iNV9Ydetla5EJyp7GKeN5xgQK+66joM\ncHl5ubJipurmsZZo4w1hpuKys7XDLgkqt/cyrsd2JcXTtys1+ZC8pgTuKY/o07eGraLN43nKyzWx\n3hdukMiHxDsHRSqRt8+BMSlvywC6A6A+SOWwXem/g3163vvM28RRp8CwVS7LdJ1QPekAuNQPKkcx\n8/Pz85rP58PBW/poYo70qhxfgSZ6tWbaeUt+MD/boyMH2Hdp4xhDouxTl1PR6vWrXC535KhZxx8I\nXNWWrlt9xZzKbIWAvW8EyHqek570zBOgb25u1s7OTj3//PO1t7dX73rXu+rhw4e1u7tbe3t7K2vZ\nW+lriqF3XffBqvpwVf3vVfWevu9fe9oJr3Zdp+nXb62qP0C2V55eu5FaAv20rvgcO0/M8TAKhYxW\nnsLuwyqvMykdDYh7arrm8c4WEDsfEm9S2GHseedXCyySMXGv3SeYWp5hal+LNjcubhhSGckAOi3s\n+1a9yQixDuchFdbp9nxOm67dlj/raEpGeV1blAgmZ2dnKxOivmmoxQOnQw6A75T2fP6RXDF84m2h\nDvsyV9JBT71VjrzlNGrj25tInzuMY05AMuwCZucZ//s1GkCtbFF4ZTqdDh8/DC6lWwN69yTc8j/X\nk5j4cdd1Lp23l9aniZMiAkIRn2aj0ySQOowgX3UdF9c91aPkQ0mCP2frdU9re6tqRTDlSdATUPn8\nsMNJJzuXQ2TvfAcPb4P+MzTCtd/T6XRQbBpHtp/AJ8+OfFWZoluvNlPsT33mB5LpeXo0vruuBYbK\n63xiXzr/XHZ4jeXpOmmk95f6i7xKxpsAxuV/aWLO63CnQ9fo1TtAVtVKOEJJ/7XWeblcDu8EfeON\nN+rg4GDwljc2Ngbv0ePfjAlTH/SZzWa1ublZx8fHKzLN8GjXPdniLj7o42Cq9vrcTdXqy3DGwni6\nx990jlgn4+jEIu17EW+VT/UJC+gsikcCXe7h4FwBZUsALh3a3t6uhw8f1nPPPVd7e3v14MGD2tnZ\nqdlsduOogla6FaB3XbdZT8D8f+z7/tefXn6t67r39H3/Wtd1762qrz69/kpVvR/Z3/f02o30x3/8\nx8Pv97znPfUt3/ItNyb3aAk5OUcme2yaoMTOFNigXdGCShjlvSRhcK+DAuE0j4Gc05KAzPN7aIH5\nE9A5kAqoBfgUPJXN119VXYerOHGWJn6V2I9K9M7GvOHEC3/O66RcuNeu32ljE/ns9NII+CiQckf5\n8T5xmpPRIgi518eyXZa9HZR/ORpa0XJyclJvvvlmHR8f1/Hx8eCdt8JRkiWBPGkgsFEWlF+ykiZC\nnf5kzH3E7KE/0uj96bF4OklcXUJQd+Ph9Hl4kKBKz1kxbh4XQL1KdGvj0t7eXj333HO1u7tbjx49\nGtaf7+7u1uc///n6whe+sMLTVrqth/4/VNVn+77/b3DtN6rqh6vqp6vqh6rq13H9F7uu+5l6Emr5\n9qr6o1Tohz70oRUhcCWhNScz0sQFO4PP+scBhcxV8k4gkFKxU30pz1hHJKVN11K7UpJXlGirurnW\nNs3yuzDyeYImvRd6rvzP/kxg5gDmfGVbnXaW6c96Oek/6SLw0xglcGZdY7LAfA6GiV4v38tKZbd4\n56C+WCzq5ORk5dVxHlZLhjQ5PaxTwO994+Cq5zl6GmufnnUa+XwCdKfXecpltBrRMiWj7Y4h+Swv\nW/F6etItfpJ2hWhms1nt7e3V9vZ2bW1tDZ/pdFrf/d3fXR/+8Ier655EMH71V3+1Wuk2yxb/alX9\n+1X1f3dd93/Wk9DK360nQP4rXdd9sqq+WE9WtlTf95/tuu5XquqzVXVeVT/aN9CHjHIvwzshebjM\nTyFSPj6fvA96RiqPMTcOcVQHldLDKcpDL4NlE9zoISSgdCDQPYJIKz6o31yOmZSA7XAw1nPuvVdd\nn3in+8kDo9Flv7AM8tS9a79edb3ihTLgxjqBYgJOz8skGmicvX/Hwncul9q/wBATeZwU/urqamVn\nosr1tf5uTHSetlau6BVyWqaoiVHf3Zw8dV3ns+w3LQBwvtI4ynvVaHC5XK7wS/dPT08HuSA4U88U\nDqF8iU4PryTdIJ2UZ9cxlk8ZdZwieE8mk2FJIRcZMLTEkORkMqnZ/9vetcVIdl3Vtaunu6u7q6en\nLb+k8TgGBWeMhRQ+4h9HAiGILJASxAeKQBFBQkKyeAgQhJiPSAgp8EEifvjhIUXhESEkk/BFEkV8\ngMgDYhND7NhWZCBhPJ6Znn5VV78vH1Xr9qpV+1S1o5gal++WSlV1H+fus88+e6+9z+MuLmJ1dRXt\ndhvr6+u466670G63sba2hvn5eSwsLAzppkdwGZ1nlss/Ayjh/B8t3PNRAB+dVPbg2tRoZdcAo0jL\nUZ6ToxgvM0NEGY+lsr1Tnae8rIxxqPu85ej3pGtLz1Jjo23iaJ3H2dEUTbkB9xkb3nnOW+9xqDFD\njtm9WZmZDo3jKTOkmdwph9I885IulxByxlMGVDhWwimKzKFztouj1KwuWRRBUoc+jh8tKyvPEW9J\nh9XplBB4Fs3rMzNZj3PoWb0U/OjzstSjl6t6RoM+Pz+PxcVFtNvtoYFQ5swn5cszmupKUQ4eqLcj\n+lFEQEXNhMowJJt2l22apYJVQ5U1ir7TkCGVblTkXhwYnovqpIaO5IMtfHYpraQdnrLzlBSRgCJz\nlaPL2aMMzpvVdIyOWzAHT9SpiIholO2i7apy8FSPIiBF4lnKRiMa6o475wwAaJuroXEDQ95YR/LB\n+vGZeoxy0KmxHn1lYzDOo8+7zvRH9YXXsd1oxHd3d3FwcIBbt27hxo0b9fJ+DoqzLPLLQdGI/uZS\np6en9Y6L1EvmoJeXlzE/P49utzukf6rfEf0BU7YH0zyaVyfvx8fHQ9eyjXQ6pSJzj6AvXLhQ56I1\nevKUoOoa7YU6Jz3u+sPn8aOLgPhc3dtc8/7UEfYNbrjFqYlLS0tYX1+vkTmnPWaLoibRVA366uoq\nbt++XTde1glUCdRY6Xk3fjQmWUNSMNoR3Fj6+WzAR41h5iyosFlUwN/qoNTQsA6KiJ0/N14lY5bx\nxkGbLJzmbB2+SFhRnxtZ5fHo6KjeZY4y8zRKtihLjUuGSrMoSHff9LZzNOiI15FTCVlnMi7dn8mZ\nclJZUS7Km/4uzT1Xp++IWq/nQDYHQnu9HjY2NrCxsYHDw8PaQPs9mpaLCOzv79f8qHGjoybK95ld\nLvsMUJQGCF1mrr/876k+fR6BmbeTjgnxGI1maWsKlqN9WB0Iy2u320O2i+3FtlC5ckYQ0fj6+jou\nXbpU79ei0xNLQGuSYX/9mP67SEtLSyNe1I2wD4gAeZrGqYTMS8jNDVQJQTkPpf+ZIcr4Uf5L/JXI\nkes4mlRvVWTP+yvCUN55nCsQHdH7nhUlo1cy3trB/Hgmi0my8/aaROPaoGTE9D53tuchbx8tVzt4\nZtjZFoywdL65TlfVbzXm/Ci6zJwr2zart34ykJO1oeqMjjHoOZfRuH5FcpuijsQHRMf1iyy9onXw\nvqH9RZ06DbamWRYXF7G4uFgj/qxPah097ek0VYR++fJl7O3tYX9/v36fHjDa2Kenp+mgkoboFCaP\n6ZQ7R5ZEJqpsVGTNd2rDKIIl2tRwTYWvA2Y+q0Y7Ip/hoZ8qEuurfGlZigBYH6YJsoUZwFnoTHlo\n6M5rdY6uvhCB9yi6Z1tQPkyBkW/WWUNQDqjxutPT0zrs5vxoT09pe2lqo2RIPCWmGzy5Q83QuDqb\n7Ld2dt7Puis61ShI3/PqbUo94HVqNKlvmdNX3eWgJ18px/nhKjO2qTvYUr20f6g+sW31dXCaAvOo\nrtVqYWlpqY4UtH6a3tQ6kdSQ6XNVfzV9qlE/j1P2uj5D2zVLd6n+aAqXg7mK/ikH3RKBg70XLlzA\n6uoqFhYW6tWf3HCLA6BsY++zLotxNFWDfunSJXQ6HVRVVefLgFEEoYYkI/damVcHRtHGuOsy4j2e\na8+QfIZOtG56T1amU4b0JtUxq1+GZNy4+UcdFXnN0LCvICyVnf32OvjvktEtySJDcZl8Xw96znjz\nMh0NajuX+FejV+IrM+L8plHhviz60X1DtKwSCnbnqE7AQUmGJF3fSao7PgMl42GcTmTRySQd9vpl\nvPogrcvDx+48vaPghM+j/Gi0iciJypliIRjyNnfQkfV5paka9AcffBA7Ozu4fv16PQjnKJeeFxje\nXlINsu4JA2BEqNogjv60HCJvdSQ0ThqiKcpznvh8NrCGaXqMZfE+XS6sA22kUifhOf12xMVjeo5U\nUn4Nf1kuB9w8yqByHh4e1gqsg4msi5bHPDinZili0w6veXcf99D2oyxZJy2H1ymK4/V+jZNGAVpO\nyVHyHZFEbGosFJWrE/f8rbc3edDBQ9UVpla2trbq7XBv376Nbrdb8+PT6NjXVC9UV9mfaGxYDtvB\nZ3c4wnZDT6R6fHxcr7LMHBuP+3nKXfPeKnfWLwNq7pxKctY+SF3yNFcWSXsdld9Op4O5ubk6T764\nuIi1tbX6/9LSElqtsxkvmiUoOYdxNFWDfu+992J7exsXLlyo92RmOOakuVgN09iIFIS+eoukxpdz\ne9Uoadlq8LUzquIAGFIC7SRu2MmfzkihYnp9eA+VxtM/WWPy+WqIsxWR7rjUSOucfD5XQ2du/cmB\nUnWoLguG89xb2xGQG1934u6cNJ+r+53roLQ7ea23ys0dgz+L8tdv5Ul55v2eUlO5uwxZhgMS7bCs\noxp850/rdnR0hP39fezv76Pb7daGnAOhviEUy9QBbI8MVM+zNmF6QB0FZ8ao/NQBU07qDOnMPc3C\nY7o1gctJ+6im33TwU/nTPqDAwsGayoDARMEfja+mEdn/+Tk6OqrbcmlpCQsLC/ULKhYWFupvzpDh\ntZp3Vx7U3k2iqRp0Tqzf29tDp9MZmj8LjO6bAQznUUsG0SlDdY5O/P7smJflOd5xlPE1ydtm5Pd8\nJ2VkZWb1VUPo00L1HlVE7ZS8V52Nt5U/yymTvV/v7euOq1S/rEyPEEo8ud5Nagd/pj7Do43MOZTq\nrA6UbyDi9ERts1KUO453R+/j6qSgKZujrrLN6qV8utEtoWo/rve5TrgTZTmKuvUaOjRP7/AY66jT\nQFUeOsWR0yp19ae+KMfBSEnG56GpGvSVlRXcd999aLfb2Nvbw/Xr11FVVb1xkBoJRaKKfPhRpMxr\nMlStjQig7hCeGuExonb3zIoO1VCpsdeOo/+VF96j3xli0jL0ejew2qHc+QHD0YYOZPG5nmqhLDhV\njbJwlM/oh+Fwu92uw2N9pg9uk6eso/t/31uGPHt9FARoZ1Fj4Q5dowwaGB0MdoNCorwdvWtbOjok\nqtTBNF6rz1O+vOOTv8PDQ/R6Pezu7uL27du4ceNGbdxZpr4URg2E8+T6q+cVUOmguuo368M0Qq/X\nq9tXUbU6F5av2xFof1WDWzLulLu+yFnL57xxbjBGHZ6bm6uNbKvVH7Bl2/Ml2q7rlA0jkps3b9Z2\nQW1Vu92uJwgsLCzUe7NwN0Weo91yebsOKLgaR1M16BFR7zJ26dIlHB8f1wjDwyVVLCqpKqcbQTV8\nelyv97mpTuMQpPKTefGsjOy4hm6l6zw3OM5rZ3yUEKnmCdW4ZwZWzwH5HuOaCqGx0fnH+jytv/Pp\nxzJDWorQvN4l1OvP1A6UofZSFOjXj4tIlNyZZihwXL1ovDTlcnBwMMJ3Jrdx0YTf46CEzsj7mAIB\nLjzTttG2yp6vz/M8vOuj12OckVPddD1Qh8L/7Is0ttnskogYGfMj7xFR781Cw879WVimGnEdCHUb\nkOnsHW3QW60WlpeXceHCBVy5cgVra2u1t97e3ka3260H1ChYndSvqEGRuXtV/2aHUIOehU2uhJkS\nuZJm4Z4+W6/Rc45Y3bho+arwTiU+spDOOwv/z8/PD40laETEtqD81GAfHBxgfn4eVVXVb48nGmH5\nmiNmeVonN2Rad3UmHt1kxl7PqwxKaNTbRo2YtrvLUw2ClqED+942jvwV5VJODlL0Xs4z393dxebm\nJra3t+vIVpEz73UDrbJxY6n3ettraqLVatWRtL6fl9GBbjetvPt+4c6Hpjv40YWC2i6eM3fdYN/S\nMZesD2vOvqqqevk9XxvnjpL6rXXhatV2u13nyTudTp1LJ2rn+AVnuVAurluusxExNBswo6kbdA6w\n3H333eh0OrWhuHnzJq5fv17nA0mqABx4W1paSlGRd3Y9T0V1dKr3ZPdr51Old4OfoV0NPfU8/yvK\n4fX8rWF9FjmwHgwn9X41XBoRaJjrPBFJVFU1hCg0LaPXE5npoLYiFhorDq7qUm0NVQHUHYXnPCR1\nZ+ht4s6QH0/L6cfDXC3fnao/Q+91Y6F65YZW+4Fe52k5dWS6cIiDn6+99hq63S62t7fR6/WG2ljb\nSTfKoq5Qt9SY6P7rfC5TBG78SUw9Me3GclmGOnLmnVWfCQ7U+aneaXSg+uaRNuvr60e8bXTpPsvz\niN0jEV/FSX7Zj1ZWVmpUvrq6Wo8R0nhzEJRrMLJoRG2AA4cMsTtN1aCTWOGqqrC6uor19XWcnJxg\ne3t7aF9uVs5H3jPUmhl2/VbvrMe887JM7SSu1CpoNzjZf0eg2W9/dnbcy8/QKv/7sczglcpRR+a8\nqzFj56JB1o6i0+QyQ5rxltWFx7LzzqeX4/Usle/HJ8lT20h50OfRsIyjTE+8fjoIyvw5XyPHfgSM\nOhS9vyRf1zV12DplTo0/MJom4bNUn7L/2cK3DHDps0ttqPYAwAhw8uM6hpb1O3XA2fGsXWngfQ8j\nB3JZf8z00PXnPDR1g87KcS7z/fffj9PTU3Q6HXS73RpJZnOZdYDNywPOUG1JcVyp1XF4GoLlckqS\nK7ij4XEfkip4qUE9PPY6eLjviM6PlRyYdnR+PEJQ463PV+RJtKJvbtEIS1cRAhiSZ2bo1WFrm2RO\nJzPgivCza8a1BcvInIaibh8UBYZX8fK/HishL41EPD2g00d3dnaws7OD27dvY2dnp0bFHKzTFMPC\nwkLtCBSZZ+k2jRIU1av8WI4aXZ94wDZWp8566ypNNXh6Dw0jeVDQoOWxHloej9G5kS+NNNh2OvCp\n/I9LAboT4KAqbRj3Ndd90pmJUCfD8vgMtqH2AT5L013jaOopF51n3Gr1c+rr6+totVq466676jCe\nA6XA6AwR5uW8A/jiiVbrbCSbAuNxXq8oyj2kNqw6FjV8jij0eld6/ua3rspz5Oo8qNHNULOWTYXI\nlITXqWFWPhiW0hDoZk5Ehdpx1bDT2DHcBs6crHZO5Z3Xq2GgomuomjlHr7sbF9UFlZW2nfKl6Evl\nzPs0peHGmfeqnD394Zs6AcOLW/Sb6ard3V30er367UPchEvz2Brqc4COxuv4+LjeidH1WFNf+hpI\nLgbyOqjh060cmP/f399Pp+d5TlrTngQO6mx0wRllwfZUvXV5qTP2VAYNri9Sos4QLLJe2sZ0DCQa\na5bJHLqWwWtUV1mmPreqzlJSTK/RObFdxtHUDXqGmjjN5+LFi+j1etja2hrK9/I6FYai9Ow8MDwY\nBQwPZmVoSY2E5/KcsjBKyyjdx3tLx93wj7vezytaccem/GmEUaIM2fO/ohr9qOHLDLCPGXiEoM91\nXhTpqIxLssjQu19XkrHz40Zb+VS983JKdXAe1bDxGB0oV4Xq24fUeEWc5Wsd1ZIfnb2RRbdaB+0D\nWftoXVxeWaok65ee69c8uZfrMszsBzA6+Kt1y8CUf0p9nYZW36PL37qMXz8Z6MraX/+ro3W+xtFU\nDbqiYUWvOvNlZWWlDjP39vaGNvTxXJ4qhs4S0OX8unRdOwsVieQGiqhqcXGx2BAeugFnhssHmvQ5\npbSK5zN5jYb7POa8kBTVKArk/UQ7ulAie6Z2GjfEalg5KMtrtHw1Ctp2Xr7y6h3VjR6vz+TCTqn8\nehRXkhtJ+VV0SX3Q+eR8pnfYjEoGT8smiDk6Oqr1f2trC7u7u7h582Zt2BXFRQTa7TY6nQ4iAgcH\nB9ja2hp6DtE302EuL0+T0IiVdMHrynNM/7hT13QQ/yto8r6iKRV3Mg4W1KlR53RGkfd+ZbM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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "img2 = transforms.Compose([\n", " transforms.ToPILImage(),\n", " transforms.Scale(256),\n", " transforms.ToTensor(),\n", "])(img)\n", "print(img2.size())\n", "show(img2)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Files already downloaded and verified\n" ] } ], "source": [ "import torch\n", "import torchvision.datasets as dset\n", "import torchvision.transforms as transforms\n", "cifar = dset.CIFAR10(root=\"abc/def/ghi\", download=True)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "trans = transforms.Compose([\n", " transforms.RandomCrop(32, padding=4),\n", " transforms.RandomHorizontalFlip(),\n", " transforms.ToTensor(),\n", " # transforms.Normalize((0.5, 0.5, 0.5), (0.5, 0.5, 0.5))\n", " ])" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "import torchvision.utils as tutils" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(0.3371489570090489, 0.24515368371385993, 0.0, 1.0)\n", "(0.44256409261470253, 0.2971765334316165, 0.0, 0.9960784316062927)\n", "(0.4061938378436025, 0.32892546338681194, 0.0, 1.0)\n", "(0.2704159075874486, 0.18337201969836966, 0.0, 0.9176470637321472)\n", "(0.34992724462032737, 0.2732488478952251, 0.0, 0.9960784316062927)\n", "(0.3060087387730164, 0.25710693466354395, 0.0, 0.9725490212440491)\n", "(0.41604116667743557, 0.2388433838705675, 0.0, 0.9764705896377563)\n", "(0.4606604996988608, 0.24625605326498523, 0.0, 0.9725490212440491)\n", "(0.4938623460972546, 0.3129965597088279, 0.0, 0.9882352948188782)\n", "(0.2621004459118315, 0.2239845061390575, 0.0, 0.8549019694328308)\n", "(0.26454759721430793, 0.11071022852775213, 0.0, 0.5098039507865906)\n", "(0.4611264388361936, 0.32001783467012906, 0.0, 0.9960784316062927)\n", "(0.4666066774840753, 0.30674951653607474, 0.0, 0.9843137264251709)\n", "(0.21249872842918194, 0.2636358923863605, 0.0, 0.9372549057006836)\n", "(0.2946678490996722, 0.21798154353121305, 0.0, 1.0)\n", "(0.4658573437985372, 0.28209593857100396, 0.0, 1.0)\n", "(0.5015995290223145, 0.31443273237117386, 0.0, 1.0)\n", "(0.3317019086171058, 0.19920514503802628, 0.0, 0.8823529481887817)\n", "(0.3885838012647582, 0.27673680696400277, 0.0, 0.9254902005195618)\n", "(0.38839997841690393, 0.22913308841635177, 0.0, 0.9490196108818054)\n" ] }, { "data": { "image/png": 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oVUkhY5ThlLEsJuMpSZLR703wHNs8s8lBb0iazRgNtVLg+hXOnV5hYbHLeKQ1\nmZpjEUbhe5twg3t3XiI3IWZplh2HIqZGwBYqBwSOY6HMfUe0flEKbOxjTrtQEmHpSIXAtN2xbGwh\n9TOM5VFQkKqULE0pjDCLk5iiuO+IfP/j2gHezTKSUUjr3AW2N7VmGl7fojNNEUlEZpLM6mUbOY3J\ny4xiU0ep7C528Vbm2XMcdm7cxDO6/PnhmLnDMT4zsPRaHpYBv98bcL2/wd+v6wN4cXUBT/h4nSaR\nEaTzq0tvG7881e2fhiPcrk0sthmNtKP93u41LNHCp0G1qn/Xck5ROJJvjl5g0dYVnivqp4nzHDVZ\nYryzQtDRFoFtu5T5DOHMoND1SIi38KOAeBIhpXFYtio4boAT+AxLPW+tTpPEi4/b6bgmeqSQ3Lmx\nyUFvSmCSiFxVMgtj6o6LY5iCcDxkOo6xVYmF3o+lFAjbJ88yiqIgz7WSJixYWZ6n6sLd27f1HGcZ\nSZoyTaqkpraOZTt0F1p4lktloN/9S59+mj/7/IPDR96r0Ba83Ur7Q+DvAv8t8O8Bf/D9HuBaJqoj\nz0FpT7sypl69AlWvgusELJjsrMMw4gs7ezheQceYYBdqDnEYkWQFYRryxm2tTTx66TL1jkeWJahc\nL3DLsXBsm3qtTrupPelS5hDUeRjcuvUtrt26CcDO7i3KaUijVePKpbMAPH71cXYPY+4dhnSX9QI8\nc+EcjflF9ochqneHjXtaGB+O+lx9FD59+SrhTC8cWYLKMl77xte5dOV9ACyttfnGt77C3v6E3PQn\niTOGw/tZZ+XMCI+4x3Qa46YOhbl3Y9RnmhfkQvH4I+cB+OTP/BTVjktcjfBqWnsbTyaMRxFJmNDb\nPiQ00RbDVJIrj3a9zaqJMY+nUyqVgMOtPk8+qUMbL58/wx/90R8QJiGV5jtCvgyEOUYFkixNkEWJ\nY6iMqh9gqYLzF8/hmJC/cJYzHY+ZhgPGpt5DGCaMhhMoc9rzdYTSh8ve7i5RVDKajo81/Z/91FMI\nJan4LrVFTbkMR8PjNfRe8dqLX7gfl+3XwfZ0TQpjuUhLx4zkJccRJbIsEQJcaSOkRS7ux45LWeJh\nUTVZwIWA0rKxLAslSnNfSlpo53tuImx0Jup97uGM6fvg2y/gJzkRgijR86YGY4ZJirAFVeMMm/V6\n2BVB7ewa41TvwTv7d7n+3a/hS0XSG3Jg6JV5W+BbKZEoCE3kzkhUmZSSQiUMYt2fURGjbIXn5FhK\nz9G4fLvkaXuKAAAgAElEQVTb6+7287pNwZCGlyBFTBJr61IUdVw/wFIdMpO5eWF5naG6RcfZpmFr\nhebc8oeozVWo2A1E6aIS44KzbXwlCeMRtqWtz5o9pFZMcK0Jfq7HKD0smWUzqnVFbsJpy7jATt+S\n2WqUoiwV7Gz36M1STIQxgWvRm07pduaPo992dw5BOdTqdfLMzK9IqdS0UhLHMdOJtlLml+do1j1E\nUaVZ0+tbCEEuLIbplMg4m6VTgtAUaKdqwlz773Qj3sf3dUQKIf5X4HngshBiQwjxO8A/BD4thDiq\n8vcPv99zTnCCE5zgBD88vq+mrZT6t9/lr37uYV6kTNpYXiQ4doHvpKwt6SPtkctrnDv9DLfe3CBL\nNQFflmMmFWg2u1xs6lPyvB9w/dY2STjFDwKGJmY1XIOF5S4iHuNyVBlOUiDxAxeTtIWwXZT1cCF/\n3/jKF3CWNGd44eoTVDLJ1UcvceWy5vfKxEZZMSE9HNfUcLDb5IVPOB3QygoK47jbOBgS1LdpNTuc\nv3BWjwsW8Sji2je/h4q1Vvr4z3+WJ548T/zChFs37wJQrdZpte9TO2fXtCMz3JdM+lukWcHBRNMj\nvTRDWorVtUU+/dlPAbDcXSDLZpQSGqauweq5VXY3Q4aW5PEL60wNvXLrcMwbt7aZ9YbcflFr9wf9\nHr5b5d6dDXZ2NL3y9OOPMhlPePPOm7QWOw8cv6NKe3meYdk2liVITcIPStFpN3nisUdozmvN0BEB\nezs7PP/8F7n4lLYSylIxGYekac65lTo9U6Jzv39Dh+FZ7nHolu8LRK7I4xDXZOH6nntssbxX7L7y\nNY6yMObXzmO11xF+7TibFEtiuwpVOmRmG4lSYQud7GShjh2ZgeuRxiGdTouGq9fyvTvXqdSb1Dvz\nCLM3yrhACogd2BtoKzLLBJXaferh8MWXABhdf52a4xApRXXO5DtkY0SaULW9o4hSpiMJFQeZlGwY\n+i6MMpKDPdK5Kq1Gg5qjTfJs0EO2KyjHJUp0O7dFnVMrXWThEJmYZifPWLALPEuQHmUGq7f7DOaN\nv0m6MZPkBul0Sl3oGjxr3TqlPcEPqiS2XnP78atMkgSvVqXV1c7rTvMSFCWD3hRZZMeF4yoVD9vz\nmcUOeaE1WLd8lMWmzcbBCyhHz7XteAhlkQ1Spua3llQQ39e0yyMqQ3kk0mYqBZmxnNKiYCYLCsdm\na08P6GCcYAkPr5qAobqsIqdUFpYdEIbhMYXWbAY4tqReDZg3Dv3heMYoKdiL95i7oKlgETocDoZQ\nkcw19Vzm0/s5Ge/Ejy0j8khYekGALVIoRix1dAOfeuoqC90OC12f29f0ImjXVtjc26Ux38YZ6U3a\nadVZXXmK7Rvfohoobu0YB0oxJUwstrf2aBrzol6tImXKrIyP07vBQZU+D4ODzR7vf+qXAPD9LnM2\nrKw2j2OAN28OyKSPJUpsxzieVAqFQ5nGqFJSN5ER/VmI5dWQ6n72IhLqQZOzq+sEhi6ymPHE4+do\nt9v8Yfx5APZ2h6wtrh63KzQx6ju9PtE0xi8sdkb6WixsvFrA3/q13+AJEzFw9+ZrDPr7kCs8V7/n\n5gtvMh0q+uOM5Mk1fuajnwTg6foc/9V//d/zxrdfYGVVt92uVigDi3aryb3NuwCMp2P8akCUxDjj\nBxtt84b/LosSx3UpVEEW6E3VrLVZ7jZpt+q0W3ot9HfHpJMZ3UaTUyZWVUpF3KqSpTkLLZtWQwuZ\nG7e2qDQqjOOEwGTHhrMJdpEjcDkca6dOFEXMwofjtPtbd6mb6JOJsGj7bRAulnFcWSQUswjXbSAM\nB1pgkwkPVWsy312iajIqAyGwLAu36qNCzStfXFyilALb9vCMMA2wODg4oHAkXePbQXlU7PvO89um\nbnhe2tR8D9fzGQxMic+kwJOCPEtJTT1sZZeoqSCOffJHzwJwnjpqeo++jFm90CUycc0uArcWkAmJ\nNJz4QAVcffwKNdehuKMTwoIDCyceMSpKDqWeo9W4+rbxO7OuCzHlbLM53SYsU1zfODczxXS2wf7k\nJm7TZMIOY3ZDQWJ32T7Uvgjh3yGexUymU2zbOXYM12o1KrUqcZbeF+RuGzu4yPxiyJxxEHa7p3Wi\n1njC7kgLXTvPsaP7zt2jD2uVgF2tEwmbzCgAGRKqFXLbZq+vDxfbrVGWFoNxcjxGtbpFnOZg+cxm\nIanxQcgyZzYdIaRDy0SvjGcpvdmAxUtdPvq3fwGA117f5fn/+ctMihkV1zjpxbsHTPz4hLZ5VVoI\nRKFoNxu4rp7ord0Bys2oBRVOn9NCYrG7xumr55BWzmi0aq4t0evv0fLnuLA2R/KnOqngzZ27hGWX\n8TSmP9CTeOncGVa7Hco8IiuOCt0XCO/dvbIPQrU+h5FxjEYH+HNtokKSGAd0pdPAlwKSEmVGM8kj\ngoqDJTKk5VCf1+331AC70kF5NlLok1SUNSzbwa15VExoYpFO6W/vM1/r8qu/+PMAvPDSXWZxdtyu\n/UOt7R6OQ6IoR6SK2AgPfIfOwjw3b9w+Ls0q0hDPhuEoptnS/G4YTRn1EzJpE74RYhUm3LK5gKdg\nur9PYsqo5hZ0z6xTOBZ/8eUvAlD3JHc3bhOlIUH6YKHtGcvHrQQoFJMkBrNRmo0G1aouudrb18Jo\neDghnkxYX1pmbVEL8rJURFFClhbUq1CaTNiV1S7beyFplnHhsnZKJ0lE3RJYlsPIFPdP0pQkfnsU\nxveDsKxjL45DTs0u6Y8OiI0C0QxKsnxGu7FIs661qJ6ok9U7NFcvsj0JGb2pqz7a4ZBzlx9llubM\n9rR/5EKrzjhMiGY5wvDk71teYjAecad/gFrWpQZ8u6CS3ec3vxfqfrQW1lnuzhFQkhr+s5aVZHHI\ncNqnYrRnq0zxS8HchbOc/5SO6Jj8xffwA5vznTns0ZhyoIVk0/cJJyGZKpkV+iAZ+xYfv3qF+brN\n4IZO7HEPchKZ8ZIFf2HqePxS+HZHdKG0kAvTQ4bjEYejAYmjf79zd8xodkjulZw+qz+W0HabHE7v\nMstbb1kL28ySjEajSbXeIDM8vzOYUmtVEG5GZiLDdmcleSGZqy6yuKYtk8eufJCSnDJNOZPo/SZn\nIXJ83zfkV/Q42SLAbvhMioKqbawELGK7Ti9T9COtkHUCh8BzyYqEkSlxLOwqtgMpKf0oRym95g+3\nx4hC4rk+gXnPpJhRu9Lms7/9s1x8RlvwrcUOd158jZ3XD6ibBKLl7gXeDT82oZ0biiDwPFzH4/SZ\nyzTmtYnfWmlS83OqlqDTNvSGnTFXC7Bp0DylO7ewvEbv+T/GbbZpr55jbU1rCPf2dtm9s0vpusTG\nhLu3sUnNXqJW9bBcPWD1eoBTfzhH5Mrpc3oDA0kyYX/i4LUXyAv9TOG6xLMZubJwHH1KFrZPtdlk\ncX6EGsRkxjQX0qJSqWDZ9x0gZVliuTbKtpiZEpxCSnzLYnK4T6WqM/k+/uEnuX7r3nG76i1NR4j9\nKbNiokPfTFEaZduEYcLzz3+LdlVfC1SJKkvKoEZsYr8rwRyJO6I9N8+Zsx0CRwvDTqPD+soaWzuT\no6g1vMBjuLdPVOTHYWuvf69F4UGj06DVfnAGV904GB3bIk0Tar5LzwjTra0dZNlFXL/HzZvaWbu6\ndIqmY7OwUMG2j3zfkna7geu42CpmZuL2z51e5s2bLzIdjiiNtmgJD8uxSJP0OJ48TTIs++FoMcsS\nx4K+8Cdk4312Ng+Jh1pohxWF7UhkbYZa0gJWrK2zeuVJJhlsH/YhNnXLmwH98S6pdAhN6NeoFWCv\ndJCeS2nWwtCTnPnAY2x+N8FZ1sqLpUry6f3D+nVjzjdxeWVzj5XlOtLQOI2aw1xniajnUqvpufRn\nUxpxRCuwufeGjjjK+ntIW8EsJi6meKlxximbTGZYwiI1BZ9Sx6Fbn8NfXyc3tENc5ryWe3xhr8f2\nxJQYnrx9X9051MrCnf0XmBSbhEnKVqgtn52tKeOe5NHHLiAs83EBmTCTBbPpJuNc04zS8igsh8AN\nUF5JzSh59WqN6XTMweCAKNVj7Lgu09mMOIAzK3rsmotVVFxSth3qpbZc7MJFvDXkzyzwVq1Kc6FF\nikAYTTtVkhvbPZLUwzM1SlQS0xIK27FJTWlVOZrRaNXxmhWUazMY6uff2hhAVmI7Fso3FtqKx8/9\nnc/y2IceRVn62sUrC3z2b3+CP/n9b5Ae6L1p+ffDe9+J9+KIPCWE+HMhxGtCiFeEEH/PXO8IIT4v\nhLguhPhTIcS7512e4AQnOMEJfiR4L5p2AfxnSqnvCSHqwHeEEJ8HfoeHqD9im3jILI1ZXO/y7C/+\nG1TaOgY4l0Padko0GGB5WiNqLs5TCgvP79JEn7D97R3qzhwv38ywai3WnvwEAIu7f0a40afSbjIy\nNQai2RjHXtW+AqG1gTxKiIuHo0eUsI+dWNF0il+pMJ0MyBKthUWTKa6ARs2n29FacXOuRrddoXRa\nxH7BwJSPTMtdyCPKIkMeOZ8siXBt2nMdZKk1yDIvaLUqeEIxMnU2VD7jfVeXj9s1mRyFw8Xg2ppv\nPXbCKpSEOM7ITEZkt93E96qktkdokpqYZZQSRBzT3xb4HT1Ht+++RK8/wq82SE2ImRKSQDicatZR\n5gMO6WDEwuV1vPkagfvgpaSOih1JgShT6lWXQmm+7vU3dtndn9G8c8jAFFcq3RZXF6u0lmvYJuws\nnEXUmjVsyyaQCkwNjNXFNu1qhQtrSzQDQ8PYHtIWVJoep4zlELU6pLkEbry3STewzEc2iijicPM2\n6SjGPnK8CQfXFiRxRKq0Znjq0Q+xZ/kMhhtYZUjHOAjn2h73Blt0uqeputoxu3Z6Cek45MMxjol1\nVnnJ+dNnCC/MODBmv+NapMFbamWYAmIzx6XISsrNLQITv993FW+O+mSxJDG1Ls66Hh+sNtn/7qvH\nNXxEmlNMx4xrASJwmPPMV3+ERWZZ2KUiNFmapfDJpwkNp0rVcPw3EsUX7o5x8oLfvKw17M+ceXtI\n5c6+Lu3aG4yRviDwq4QmAbBWPc3CxTrrp+eZJDqOfzgOUa4DYsRkvGfaU6O0bWSeEI5GnD2jHdPx\nJOdwe4v+8ABpQg4vXjlDf/Me+7OQ/DG9D916REKJLSS2qTlkOxWc6n2/1pE1NcmnWMKjwCK39dit\nnuqyt3GAED6XTul5m44iICCPBdJUbGzLFFFJmRN11lfm6fd0PPrNXqjXiW+TFfqZP/f0z/D401eZ\nxiM8k/BTa9T41Gc+wplTl/kX/+T/AuD5V77Gu+G9RI/sAXvmzzMhxBvoL6//KvAJc9vvAV/irxDa\npTEFlJdgNWH10hUqdT0J/b279A7fpNU5g2ey3ZxWh+bcIogGSV/zqtu3v0o1i+k4dV761k1+/Xf+\nfQCeyUpG//cfszvIODAxmKWCUiSQl8hcd1OhsP2Hy4ikyHCMkGoFsN4SPHK+Tf3oayPCIpyMSKIx\nlZre0FcuzbF+5hSWe4bZaMT6ij6crtw5oDkXMNdp4hjOUSpQNgS1KoXJpLIUuJZFQsr8gt4Usygi\nHO0dN+vgUAtzKSWu72A7HqXh7j0sAtdlkg+PM84SZWG5AUUuCarmayOzGe1Om+XuPHe++zJD33w4\n1ZKUto1fgrekN4DMEohiVpotHFMyLckLPNtCWQLpPdhoOzCfXmpUAzzbwhL2/TKpyiWMcwoZMjFC\n6vVr13ly+WkqnoM4iu3HxfcURZFQSnk8dq7rsbyyTGthBXl0MOcpwrKpVH0K8xmvwHJIynf3xj8I\nZVEizXjaTQeHmGYgmU5Nmd6ZRHQaLK6eZ/Wxj+lxS2129++S9u7gpyFLi5qftMlYX+hQa/oITxuk\nF5aWcYRFI1PUqnqOW67HKb/K+vs/yN0dTRc5voMfeMfter+p9fzGYBMccKSkXTUZopWAqR0SJ1P6\nR/xvWfJI1aU/nIEpGGW1AkJVMq0FBJ5zTN91yxyEhUXBKDMljmWDvXs3aCMZotfN9+7u4BQlv/5I\ng09/UCfCnGm/XZSYs425+hlCuYXnxARNHXFVXXiMwt4mzDdQpj9V32dxBQ5Xxmy9vm8mIaCUBUUy\nTx7PuB6ZDxCnJVkyZTbdxzH+gHQuoFlRDPf2ETMdgRZNd0lxsVIfp9Trw3Lc48MYQJgErjxVbG8d\nkknJB545C8DHf+bD/NP/4V/QXF3i2V96FoA//3//nP7eiLJoUJam7HBp4berLNU6nF2sM57q8fzy\ny7fIipRmUKHw9Fo+/cQlvLpDNFXHWa+iTHAcwcWnlnnfJzQV/NILL/FueChOWwhxFngf8A1g6WHq\nj3TOmuwfWcOtwmR6QKWuw7z2917j+W98iyce/yAXzffdZOSQqQLPyZBGmC0vdhnd2+X8qS7D17aY\nGM7w6kc+RH/3Ft954QZFpE/RXj9CxTlO3SI1Hn8pJfZD1sL/xIef5vyj+uOfO9vbrK3OcfnSBZa7\nhiNTgul0RJpHx0KmXqtRrwfYXgVXZsShFoYfePwMZy+fJZc5ymjFhSxQtsB2HfLEJGnkBZZjIQIB\nJqsuzXOct/CyVbPRRSmZRTPyUpGZdHnf8UjSDNvzcI60RcdF+AFWmVL19SafDqeE45DDUhHHJbkp\neZr5Nk61QiEVgREIWILDnT0IUy6e1puvu7xKlinC4QQ/vS9Y3ood4yRbtuZp1StMJxGZ8QeU0iJJ\nSybhmKnRnqfThKrvkEUzfJPursoU1wqQlCRpQWHKgY5nMaNwRpoL2qYsgHBtonhKXo5xzKewpmF0\nLJjeK1zboTRJGklp48uCTqOGVzdO8eUrXPnA08ytX+Cw0AfbeGeb+sEG9WjA6W6b2b6uC71y7jRr\ny2f1YWK04sVOm06zyeWV09RN4kXVt6l4LpXA59mf1mvOdQTuWwpAXyhMvYtKnXyuRSYLcnO47PUP\nKWxBUK+wVOi+n/I9ovGEzYrFEx97Wo+7BbuvXaOYhHT8AFItDG2hEJZApSlTY0kqaZHJlDgreGNf\nz+UsT3j6VIsPX15gLjBCM3v7oTjXPAtAmEYMD69xbr2DqJroJznHxvAV7FqMJbXTMJnBxctL7G+8\nwe03dYRNUQhUnmPNMlRZkByl+1MyG+0yONzGM58OGy0s4Sw4WL4gMo7GcPeQDA/HmcM2iSzKs5Dc\nT1aqV/VBtnd3yPdeeJW5hTq/8us6NLFAEOUlC6e7PPsLPwXAfjzkj/+PrzKLCmSp522WlkxkzmGa\nsNhukTsm9FdUUGWM5/ucv6r3zOqZZQqpPzEnjpKmhAK7IGfKT39Gz9EzH3s//+M//goPwnsW2oYa\n+ZfAf2I07neKv3cVh5/73Od4/vPak/7IeptnnqpRRDP6xoTa3HmRhQWXPBrx3a99SXfYrdJZOsXS\n6joVc0pV55fwKs+Szd/i9CTk3i3tWHn0Y7/DUx/doT+MKe7pU7rtdrCtGqVzP8U6iyc4D0mPPP3k\nIzz2fr2B4scvUGs1kYA6+qqJ7TJXW0ZZ9x0EUkqdnZjnpGnMBVOQp+LViMMxynKOa0UroZBKfxPw\nqH5zFseUsobliGPKY9qPuHdnk8/8phlso0ELz8OVdVR+39kmEFBI6n4H28SS2rZNUpYUCA5NyneU\nZ4R5yjSOKB2bzNR6FoWiUkgECsvUUC7znFEmKYSkZhabZfv4wtR2EQ929A1NSBajEWGaUGQFnqM1\n0DRTjEczBtMxd8yHAC6vtfFtizSKKU00S56XVH1BOMvYuLtDZsqjXrt5jzjLiHMoRqaUqGPRaLYY\n9Ac45hAtlaI3fJjvFYHlBihTuD6XNdrLlzn3+DPMXdWb1+ks4aJIpjMc8wHh842AR65e5Ozy08xV\nXb7zTZ0V+Ni5s5w5d46gUjl2EFLmNOp1avUaVRNZUKu49Ad92u0OzYX/j733DLYsu+77fnvvE29+\nud/rfh1muicHDAYASYABJE2DSbQpipRtUpTpkuWSHGRLRVnWJ9hVVqlcsl0ql21K5bLKpqpkBpsS\nKAgmSIAYDAYzCBMwM5jQOffL79148t7+sPc973VP90w3CVGE1evDTPftG/Y5Z4e1/mut/3+aiCwp\nJ/vVDl0XureGhkZzBh3EOH4kfN+gWwGm0Ji+45AvK/x0Qk9KCtfGvre7i1rfplFmhMqj6xSTZGUr\nYsp0QuoOgjBosLi6yvbFiwxcBcaphZCPn+iy3IsQLgoV/s2ltBvX7SY5u9hgoTdHFET0Dttr0loy\nCbpsDft4TksyGY1h3qe3GNM+ZL9zrjsHieDsa5sYAhbnHeXp4Dpec8Jyr4F0ykoTucHq0mGeOPED\nNFwJ5c7mLg2/RzDfxA9shK2NpqqlhiB0QgRXL77FxXNXefbDD3PqYeuQ/e5nv47WPisnZhGuQOJ7\nf/z7MV7M1158i41N+yy8KiTzDaOWvd7ta313TwKavmJmocef+Tlb3tdbajNJE6vJylRZSRP6kq9/\n6U1e+kMr6iDeJ914V5u2EMLDbti/boyZtqzfNf/Ipz/9af770a8DEIj4bn7yvt23+3bf/rWyj/7A\nozz9UctgKfH5B3/v/7nt++7W0/7fgbeMMX//wGv3xD+Sn7cQQekp5uN52kEXlPW4Thx7Gq8ac/H0\nJdYu2MREmpZUKmD+8FE6Hfu+MG7y+DMfpTvTpvHm2/SH04aJGY48+eM8eE3z8uv/CwCryz0SWTIa\nViQTe+qrYsLsyr1VOcbNJi1H0N9seOAptDmoHyjQRqML7ZpmbI1vibZqMELSchqTZaWptAItMLjS\nHimgElSeXyvHUOYIXRFqhe+ggGaqMOv7RDd6KsUhJEIpAhmhnfetqwqhDEru48dTzUIpvdqjb/td\nqqqy6iUNqMr9MsSyLNG6YjJyvBZaY5Si9D12HPOcNxgw60nCyMe7g6edFE41fpSwtbNHI4hpOpm5\nwXDM1vYuu5MBsZOrmum1MVXJ5uaAz3z2c/YSEZw6dZJ+f4+tnV1WVm2O4O2z58HvUJmAzHG5eJ5A\negrlh1y+YptBvCDmyvXrd/nErRkvYumIrf1+6uM/ycKJp0j8Lldd4ip5922iyZBZJVh1HuDKkQWW\n5o4y01A0PPieU38egG67Qdhu0Wg1mbi5uLm5xqMPH8Xzg9pb1VUKMy2anTaRS9yPh0P62xs0lyx2\nvHzc/tarb20wXFsnVBA4uOuwHyJTyIZ9ZrR9HiZPkCqnYSTF29aLa2UFrUlG0AgJygIcm+LQVJgq\nw2BItF0n3VaX+bkF1t9+hwXHOPnscshjsx6BzuqIzxygOwXIHLxSpAHdeJlsohkp+9rO3pto40O1\nSNywCb4nH38MPzCsHB0yd8SOsx1nnFh8mPULI/o7I2LH0DlJfZZWenz0B1cJYgcd6ZAZZlm/0Kd1\n2HZURgtt/DSEykO460Fo8nwfbqrc/EzGORLJRz58kmbDvnb+9DU82eTIsVl2ExtxRjNtPvWzn+TR\nZx/j2g2ba/OMR7vps7jYY3lpmc/8pm2Ie+31K5iy4OShDqtPHbe/408wWiMKge9yM4iS0uVQanIw\ncXOH6UG7G7mxTwC/CLwhhHgVC4P8bexm/ZtCiP8AuAT8wvt9zyB3dY5FyXwqGOxlzLqHcOTos5x+\n43kuXLrE9g2LA544cojBcI93v3aGKHTJuKQgJGOlrdgb9/G6jiP38jmWHniUj//Ej5Imlkf47Csv\nUOUZQnn4jWmNpUeWpNyLtbuzGAc7TLIck2VkWc7YbWZ5kZNlBWWpa1a4osiZTCZWrUVr2rNd9109\neu15oiCgcgsVUSIpabcjtjccH3cyQusZBAHaYb2ddsixo/vtzA0XZmdFWR8i0wdeCYlC4Htefbh4\nnusoM6KmKRVOrFcIgZKy3rSLoqSqKoo8Qzuc3GhNGIeEYViz2Q0GQ6qqoNmKqarbEzL1HbHVeGJo\nhD6hJyhcgnBjc9OKmwrNoUM2JG03FTeu32B9ssW5i/agz9OKt95ZJ4x8xskEr9l116kYDkcIGddq\nOu12g/5oQlWWNbyx3e9T3kbj8f3s0OoJnvk+q8dYzR3mKxcuszWY0M4szPJ0u+TRY6ucWD5Eq2Vx\n0Z3dTTr+Mg8dP0ysDG23yflKgO8hlCRycyn2Zxjv3rDPTE8lyBJK1eDdc+d5/jmLZ65fu8IzTzzM\nLz/2DAALR20FUXJ2jdzLaDQCisSOSY7AX8vppQm43oRMFQhRoT2vbvU3ZY6hIk01ujCUrgXdKIOS\nBi19UnfvgmZMMR6Tr9/g8TkbJT+zOkvXKxmXJTiOdy1uDud783Y+NNsRXnScfjrgRt/Cobvb1wnU\nHCpSbOzZip6Ny+coJpKjqzGHD9l1fe3qJsXsCbrzPTbW01r6bmFmBaFfJ/Jge3DV3c+AyU7Bu2++\ng/ZsbubU6hLtzhyFScgdbl+WAnWgGicOHeNkATNzDZ7+2CkabTu/Ar9JuzNmfmGO0OUiqkoj/YrV\nU3Mce8Sux1YU4scBlYEwCFh80PZQTCjpj4e0VnrInt2DEiHw8cnzgqqGQEpEURJ5PtOOrqmI8e3s\nbqpHXoADyP3Ndtf8I+PAeptJknIiXGRtc52LTq6n1Wpz5cJlJsNRPdid7S2Wlw6h0xLtFnlWpfTX\nLlOtJ+zt7tCO7Cl99p1vsz1IeeDEIT70rAXyL337ZYpkgCmrGvA3ukKbnHuxf/qZz1H5zwOwu7vO\nqL+FNJC5aof19XUqbZhdWGRm3o4nVB7jnT1On3mbwWjEqhPSVb5Ppz3HiRNHOeJEEE48cJjZUNCO\nfLRr5UYpiqpEeRIV2oe4dHyeqHMAN6z3IEEQBAgh8H3nXWmN0AYpZN3623AJRau0vr+BKSlBCIzW\nTCZTr8UQBgFRw68FWrWu0JUmjuP6x/M8Ryms91Lc/jD0XFLGkxCFEa1Wm3OnLwK2pK7T6yBjaDbs\n2KXJ2d3tc3Fzk0bPYqCH2j1832Nzc4vtYcqGa9vOK5BhQJ6bulLEjCf4gSJJJjRcaztBhJY+nLsz\nc3KlcZoAACAASURBVNqt9sDDj9Gas4vyzOVLLMQ9ltqGx1ftglzxDE888yQijPjnv2Whv6+99BXm\nF2f5m7/6X3Dq2BESV37qozEOh5/S606yMZvbG8RRg7KwWHGaDNlNBb/7ha/gucX7wh9+gfUrZ/nl\n//y/AmDGqbk/utTm7FZGWkHmWnbTIgNTsleUbLo2dulpolKDLDF6SpNg1cdLI2gAzSlLoSnxtKSQ\nkpE7BQfJgLXrlyn31nnysJ1DK0tdqnSC5yuCnt1g1S1yc17TRhSHjsyxvp3w1ZfeIOra+9+OIq5v\nruF1cgrPerBnL2iuvlXy8e85QkPZe6QnAdqMWDpaceFMQOWaWfwg48hSg+TagCvnLE4/F0Vcv7hG\nM+zRTu1c+trnf49HPvIkC0tPETk2wLysiPz9lnvPjdtUgqMPzjF3dIZKuo7bwyvcuLxLqzOHcuV9\nhc5JKTHGELmD0VCSlTlahchKMjtr54j0Q0rl01ueIXPUsIW2uLqlobCHi9aaOArxvADpaKSr8o/h\naX+nTB61k6g5bjIY93nxS59xvJY2GTBKBhgK2q6Ursgrtje3UEaTO3L+Q4tzNCMfr8hpNTv4Lvkx\n3t2myEre/OofsLNuZXvb3Rl2N7fw8VBTXuMyp27xu0v7/T/8Kj3XkWmqEa9+9Q85duQI844I6drV\nNUpd0ZjtkTsF7fWrV/jRj30fH3rqcSZZinQ1zBcuX+L0mXO88ear9FyU8HN/7mf5xOMPERjJkWUb\n1uVO0VsbQzGFUbyKsLevw5dlU15ny8frHfCqjTEoIwiDoN7Iq6qy1TNqf3EJIax6uBDkZYFydaPK\nKKQSlu/BJUylsN8Rx3F9YGRJguf5YEzNIXyrTZynLdF0Gy2KsmLiEloPnDzFmYtniJohC055/dSh\nFsPRBO3FRL0pjWkJElpzLYLdiIlTBhFxiO8FaClRrn7Z9xXjyYAwboCDhnb29hind/ZcbmfHDh+l\ncDBQJxA02xKvlHTcIRiHHlpr3nj9NX7nM78FQDP22Ni5xv/6a3+fv/ZXfoXALbyW8tCmJHd8ywCb\nO+vs9HdQSjF24hlFXvHOtW3mj5zkP/1P/ioAf0dWfONrL9bjariKqR8+vsJRlfDylXWuOUFpTyn2\npOBdrZn2J3ZzwZIOKfZ1dACohEGbikNSohzpupGCVCiGlWZvGrXpnDwbE3k5R5ftZlcFhsI0iEIf\n4RJ5mJvv740tW3iwtALX1ja4fO4ivZajew0rhknJchxjnEN1+EiLtmlQ5B57TmhiYf4oR09ELC6O\nOPdWRZbbQu+ZlT1WHw1494unCTbcRh5X6GRAJ5rDuK7CzeI85uoO/bFgyXm6WkFWxMD3AjBxmrTj\ncUWz3WWc5WQ7NpHYaMYk+YSdnT7erP2dTOc04gbK82qx4CLXlOUEGUKW+YS+dTb8KEYFQ9rdFqOR\nfcZpCVEgMcZBo0AQBpTasD0Y1XtaWdx5n/rAjsj7dt/u2327b3967E/O0z7kSG2SHv31iwRZTCew\n/kClcyIPMB6+84o9CWVZUpUlUu43x2xsbHJi5RCPPPkse47KdG/rBhlXufzut0kdB8XS/BzduImo\ncnAeMJ6qOxHv1n7+3/1lwsVTAEyGa5x541ssH1qtE3xx1CHXCQ89cYqZZYvLTuZn+Omf+DdotGPG\nWcr0J0ujScuUjY0dLjnGtEajw9rVbS5++wzSsVCdX9vgY//mRzh2fIXCSWbJKAB/v1xx+vsK65GX\nZVnDHrqq8KUHxlC5MLkqK6QS+FLVJzwYqkpjsGWHvsP3pPO8pBQEaj+RaYzG8zwiFw31ul18T6KU\nQHN7T7bXs0nkUX+HLE0xRcri4py7dp9mw2d+oUvLqbY3wpDJ3oC9JGXouFgWFuZJ0jHtbhvhKaaC\n6KEXQBBghKybOZQS+L4VLMgc1FYZQ6N5MwvdB5knNGli52yZ7HJ6/SzFOKF56iEADj9wmPFwgxe/\n/Dlm5y0G+h/+pV/hW699i5de+jLPP/8cC06KS6QZaZ6QFzmTxEYZo8mIrCwAQ+a0MCdJxplru/zK\nxz5ZM1Murx4meHOf12Mwthc/GoyhGNGNSm70ncJ7ZbthG56o4RWMZKAEEwT5dC5ojQEiIPAMQ4dH\nj43PQFfsGs3QRRTDtQ3SzXnmOzEtJz1n8hIhA4yGbGSvJ45vLvnznQTb1u46o9GAE8snOP2aLTIY\nFwNmj0X4ocBz5bxEFRvZkGwU4LsSxJXDC1w4fZXQUwhsPwTAsa5kZiFidfkwWrr6cL+iaEEc5Ewm\nlpSr2zXoNGFr7zSlK/VVcZNmuN9Z3B/YOXLm7DWKzJCmFdqpKElf0h8OuHzlBk0XBSdFSpqUCCGI\nHNdPO4qRfoVINaNEcemCnTd7owEyEFS6ZOxYJvNK4qsmjUarjoyFEGxubzMcp7Tbdr28n6d9N4nI\nEPgyELj3/7Yx5r8WQswAvwEcAy4Cv2CM6d/pe3zXqhuFHteuDdg8t0fo2Np6PY8TyzO0oshirNgN\nezSaEEYxhduMPC/m4ac+QpkkhEHAZNtCIflwB6lzumFJM5y2BGcszi0yHm4xzibut2OkuDdq1jCQ\nnH7nTQAG/TWMMRR5zsglIoUQRKFPMRnS37TjXL98hc/93ufYHQ7pj/q0HUdud2aWZifk6tXrLM7b\naoCos8jzn/0cO2dep3JdbGfX1rk6HnLq0VN0Ow332S5xI+IJ23xH4O5nVlakaYpA1Bu50ZqszCjy\nvIZHPM9DIB2vtduIpzikFGgM2iWkhASpFJ6UU4QBpSRK+W4rsNfZbDYJAx+ERt6ha2n5kH3Gcjli\n0B/T8kKI7XXuDi7z6KlFhNYIY6GIrRsb+J7PjfUtpOuWKzJQKiDJU7xQIzzX+RnGRJ0u/d1+PSat\nSwJPkmQZmVuorU4LfY9NVWfPv8Ukm3ItC8xkTL43ZLdj7+dZdlDXA7791iv87M/8GQB+8Rd/iRMn\nHuClF5/nD774PEcXLCYuK0OaTkjStJZ0G2cFWVEisJAOQJolXNsasLWzy/qGTcIORhOanX1anz0H\nN23tDNkbj9Bo5PTaywoqTSB0TfudYCg8yyXvublvysLOY61Zq3IydwpODEwUZF6A59JY29fXufiG\n5pFHZuvGNGkEKgoQ2tRYfXXLDfZd8cCZc5fZ3dAMdkLKid2MK+DEg6t0ehMGE+eIGIPWgtBrsLRi\n819BnFAkGcmgjSkqlk/Za189MkurFXD48DxvXbT6sd0jXR48fJydnYuYwsIovmiTVA26iwJf7bif\nmZDsl72z7QS6L12+zuLCPOMkQwWONzz0yMuKG+vbPJDZxqA0LxgOJnieh3ZnqWd8vNxKzF08v8Zn\n/8Uf2GeV7NLptShMuZ+CMjAZJxR5XueZwjBCCo8gCFEusTvVa72d3U0iMhNC/LAxZiJsRu8FIcTn\ngJ/jHrhHxA27eMWsz8Jsm1FrwMCVsA12x0Q64aEHj9dJw8kkYTzKiFszPPqY5eZtLaww0SGHVw+z\nceUcQ8e4dmhxif5gTLOsKAq7mZZVwaRI0CrcZ9TLxjS8e0OEhttrfPGffRaAK2tXkUXC668PakHA\nsixBaH7/n3+RwOFRH3rmw+RBm0E24fzlDba3LSVlnmqur13kwsW3+cgzNmH6n/3Hf52vv/QiZX+b\ngXtQCYbz37zC8y/foOnZDc4PFCoM+dlf/m8AkNPeJqORUiCFQKlpsb6asp/WG7MRmsqAkuImbNPg\nGrI8WVeFaGPQuiQrDaFrzvFVaLsEta7x6zQbI2VMEPh3bAZIJxbLa7Yjmq0GS51Z9hzBf7sT04g9\nRFHWFJtFLvAbLRYWFhnu2Puxub5Noxvixx5R5CEczj8YDCiEIstTRDWtiBEoJQgCD+U8IaUUk8m9\ntbHv7u2wsW5pA3bXN6mEoUwyts/YA3xurkXUarKzu8mhZeu5DQcD5ufmUCrgnTOXuHrFJtqVkBRF\nSZEX9eItKiu5F4URy8uuKsiLKRjx6utv8MAjNrp79fU3GY72xz52eG+WjKGs8CtB0z24TCoMisLo\nWmU8MSWmLBFFUXt22kVXlRBgdM0SWCmJj0RpiBxG7ac5c37FctvDOCoAFbXAD6Eq8V2+Rvo3l3yO\nR+7Zbe2Rjjy0zmnP2atPRhA0AtAlFI6FMtQ89thRFmdPMn/Y4c96jWR7nsGGotWa4dAxu8lNij6n\nL4zY/kZJfsOV8y74DOYmxMc7yK6dH17WoOevUAqP4dCW54VGUg33lc7Hju7YjzziliTJc2K3cVbG\n5lLOnrvIQ5vW0w7jAN+LUUphzPSwzemvZ7zz+rd57stfZ+Ka1H7ox36Q06ffAUk9/zyviVCSvd0+\nmcuzdHvQ6/aIy7wunRSN23cYw13CI8aY6awJ3WcM98g9ItfsKZuPoRH6PPXgKp5rbU+HA9Jkjxs3\n1vY5OSqI4yZKhYwcmdDG5hZaG4ZHDnH+3XP0Iht+5klGMh4g8CldF91gMKQsS4RWmMpO9Ga0y9LC\nw3dzybUtLy1z6rit1zVoPKlRQtTeqtGGIGqCH7GyYr3nT37qU7QbDbrRDG+9+S1On7WlTocOHyc1\nEhU3ePO05QJ/6/RpGscf5fr1GWZ6Nuu8GAQ0WjE7a5fYvmZDvc2tddJq35spXZJMKZ9Q+KRpWnd+\nNhoNV5onanhE6ym0sZ/MnCYnwWoYTmETJSTKC9FlhXYQw2g0xjBCCkngFqovDZ4SGKMJw9tPsmm7\nvRSGMLSeRLdrPalYlihT4fsGJ9pOMckpK02r1WHGERQJCYXJyXTKzNE2u3v2IIi7PWQU4ytJMrZT\nNM8y8ryi1WqRukWhEDSDe4uwJuOKpvMWx36fSZlhgMQlgNfXUoy3S1aVDPp2PDvb22xvb5MkGcNx\nztAluezB6GGMqWvxKzQGQVYUjK7dcNcp0FXFV154kSvrFj7b3tmuhakBjIPLAmnwMTSEYt5BDKKU\nBFoSlIaJq/dKtLF6lGY6EtCugkhik83SHeMSQ4ghkiXzoZ3fzxxd4AcfX6Elsnp+SN8H37fZaQet\nyFucoSlHuEBRlgnthSbdBbvpLqsVVCDQeUSsLKS4cKjNTPQQjWCOi9cs70Y62kDvtmiHczyw4nHh\ntN14c1/TnQ8ozITIt3BCJ5thcK5Pvj5i5lH73NqLbYKZEHZj/Mh5taQ05H4x3FQc48jRRdodGE9G\n9Ef2Hg9HQ1aPHWU4StlwncFHjq5gjKQoKgx2DWa65OUXL/H5f/YKKi75qT9vt8Uqj3jr9JtEjag+\nMH0voNVqoZREuHunK4NRmkAa280MlNWdq9zuyu0UQkhXo70G/L4x5hvcwj0CvC/3yH27b/ftvt23\nP77draetgWeEEB3gd4QQj/NerpH3RQ2b2tVejjQhkmbogwvhZhfa5FWTvf6wBuDnZ2cw0md9Y5tt\np57SbkYsLc5y6Z1XWL+2R9+3WN/Otocf2qKm1JWDFTmMRiWBGrO04OgbVyO6R+4cdtzOdjZ3+N7v\n+TgAH/+hHyIMFZ6SNX6sjUahKPKKxJHmbF+9wE5asLO1w/mz57i+YcPs1uIKhBEiaNQq1L//3Fc4\n9uCTrM4eJnIJ14YfkqVDzg++Tavt1FtMydruqB7XFA+bFCVlXrpyvn2eEWNMzSUCEEWRw7WpRR2m\n79O6oqpMTXg1fT0MA4QLe7XWVFWFgZrTA7PfwbWf3LzZgilE4YGuJGlaULhxebFPGIakwwFNdz1F\npsnyEo2g6VTb/TBgb5gRhQ1kntXSTaWANBmjNQRunGmS2M5PBLFTPq+qEnGPzTXXrtygcg0ZVZmT\nmRJdaYTr/CyNpioMlYFvv2Xhr0984uO88NUX2BsMMEKhpxiVkEjhE4ZB/YykL/B9hfI8PAerSRHg\nSYGnBGlmvfTDR47WuQagbuDyFESBhykklRO1KE2FMIJQSrIprW1lKCUUUtQLtKoq2zVrwJOK0EGS\nkayY8QxLTZ+TS3beffSxwyw3wGQV2n1n5fl4QQilqjl4CG7eSgpH8pb1DbHXoDffpHRQiBeFIHIG\nOxNWD1sipUOzhynGEdcuX2Z3za6j2WiZJJuQFWOuXOized5e++wDS4SdHitPxaRN9/u5h1QV0U6J\nPG3nUjbuMr42xJvkLM5aCGrxyArhlUE9zkluPe0HH10lamh2+30qV8s3tzjD9/7gR9jbW6shqr3+\nmE6nje8HbG9bnDwbjbhw6Soy8Pme7/8QJx+2XEMvfvltiiKjzCpk5dZRXlHmBa1mu/a+lZL4nvXe\npx2zyXh/rd9q91Q9YowZCCG+BPw498g98tIZe4HHFls83YspygLjbk420YxGY3wvpOM0BYX0GA4m\n6MJghMuOFwUbW1sIXeD5Ff3EhpXSn8EvJdKn3kTSfEDcMswvCWaadpMIworOzL0pmDQbIdsDGxK/\n+vrLLC7OsLQ4Xy+e3d09SFM8XXD4hE1WrM60uXb6BuNRxuLSIRpzjqIz6jBJUpaXj7J23XZybW33\nWV4ZI4xh5BYqXkihK8K4SegebL69CQdEiT/zW//3PV3HvyrbcAeuECVpoplrzrDn9Ppacx3mu22K\nJCNwjQrjPLMsbAamNfU7O1tkZYHJBLHQdQv/eDKhnyQI6THjlHza7TZSSoSB0t1PTwhUcG+FUlm6\nQ+pwyJoywBgc8y9KCISwIe4LL1piqCxPuXjhAp1ex0FBLh/gB4RhSKvZwnPQkhC2IkcpiVT22r2g\nga4cTOU+a8T+nAb4uZfvvkHo7ux2VT8FXHCI6Etrt/n3D7a/8wtv/tGH9IH21h/7G8xf/gcAeK6p\nKzYBSgnGo4RuZ9oRGdDswrHgERKXb/LCkKwwlKZkNHEH0wAaMwEPf88Cx55cYFLY9850eywtzLN+\nbZtDjqa30SqowgqtKqpq2rJuyJXia19+k1e+ah2AO/U9wN1Vj8wDhTGmL4SIgR8D/i73wD3y6U9/\nmr/xzu8A0O600cpHF1k9Gft7A3RWsLzUqdXUyzTB5CnCgHE4T15UeGFAqHx8vyBwm7kMAqKwh1IS\nbam/6S0UdGZKenOSjmsnjqTCi+5t8Ya+JkttqdFXv/oFTJHSacS1MEKaJHhIjh1f5YnvtWQvDx5d\nYe/KVdZ2twjikAedrNrm5ognH36Cx598mP/rH/+fAHgEFOOUPE8xUwbCqESFIcdPPMDGFcvDgFTE\nzXvDZf802G9/9rV/1UP4I9nMTAfddcxwWlvPVEqUwyFtJ52gEce0m3Z+ra2vs7C0RLPZQEp1IDEs\n8X0PY2w5pnsRJSWe79U0vcILbPRSVYgpji24qYP1vn1nLQi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K6Tt4ROfErZDJqKgpXMuy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\n4TbGslw85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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "transformed_images = []\n", "for i in range(20):\n", " transformed_images += [trans(cifar[i][0])]\n", " print(transformed_images[i].mean(),transformed_images[i].std(), \n", " transformed_images[i].min(), transformed_images[i].max())\n", "show(tutils.make_grid(transformed_images))" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(-0.3257020916595745, 0.49030737107138356, -1.0, 1.0)\n", "(-0.1148718173111168, 0.5943530690757043, -1.0, 0.9921568632125854)\n", "(-0.1876123301917687, 0.6578509306606333, -1.0, 1.0)\n", "(-0.45916819203800213, 0.36674404239797703, -1.0, 0.8352941274642944)\n", "(-0.3001455154347544, 0.5464976989913715, -1.0, 0.9921568632125854)\n", "(-0.3879825306551841, 0.5142138738794487, -1.0, 0.9450980424880981)\n", "(-0.16791767110892883, 0.4776867721654128, -1.0, 0.9529411792755127)\n", "(-0.07867900658554088, 0.49251211342491164, -1.0, 0.9450980424880981)\n", "(-0.012275311339180917, 0.6259931231081871, -1.0, 0.9764705896377563)\n", "(-0.47579912012831, 0.44796901896179764, -1.0, 0.7098039388656616)\n", "(-0.4709048134003145, 0.22142046144980368, -1.0, 0.019607901573181152)\n", "(-0.07774712605169043, 0.6400356728895145, -1.0, 0.9921568632125854)\n", "(-0.06678664839516084, 0.6134990363534119, -1.0, 0.9686274528503418)\n", "(-0.5750025513892373, 0.5272717873515015, -1.0, 0.8745098114013672)\n", "(-0.410664308796792, 0.43596309108907383, -1.0, 1.0)\n", "(-0.06828531355131418, 0.5641918783797807, -1.0, 1.0)\n", "(0.003199054510332644, 0.6288654684816006, -1.0, 1.0)\n", "(-0.33659619160850224, 0.39841029565502767, -1.0, 0.7647058963775635)\n", "(-0.2228324031845356, 0.5534736178810422, -1.0, 0.8509804010391235)\n", "(-0.22320004721404985, 0.4582661803925075, -1.0, 0.8980392217636108)\n" ] }, { "data": { "image/png": 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sXMrDQyqXnNlJ3pBzEIYxvrcbU8tzYqsMwj4xqHD/okfZXomZlLjaBA6Rp1Ew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niN+AAqlTKixSXIeYi1elEmYYJ0Egr75Vn+RIn2vbWPt7a+xktRwkjfo1TRNJf5wjgSBJmQKJ1v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\nqyG8LbTlx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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "for i in range(20):\n", " transformed_images[i] = transforms.Normalize((0.5, 0.5, 0.5), (0.5, 0.5, 0.5))(transformed_images[i])\n", " print(transformed_images[i].mean(),transformed_images[i].std(), \n", " transformed_images[i].min(), transformed_images[i].max())\n", "show(tutils.make_grid(transformed_images))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Random Affine transform" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "from PIL import Image" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "img = scipy.misc.ascent()\n", "pil_img = Image.fromarray(img.astype(np.uint8))\n", "pil_img" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "transformed_images = [None]*5\n", "to_tensor = transforms.ToTensor()\n", "for i in range(5):\n", " t = transforms.RandomAffine(degrees=(-45, 45), fillcolor=128)\n", " transformed_images[i] = to_tensor(t(pil_img))\n", "plt.figure(figsize=(16, 16))\n", "show(tutils.make_grid(transformed_images))" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "transformed_images = [None]*5\n", "to_tensor = transforms.ToTensor()\n", "for i in range(5):\n", " t = transforms.RandomAffine(degrees=0, translate=(0.2, 0.2), fillcolor=255)\n", " transformed_images[i] = to_tensor(t(pil_img))\n", "plt.figure(figsize=(16, 16))\n", "show(tutils.make_grid(transformed_images))" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "transformed_images = [None]*5\n", "to_tensor = transforms.ToTensor()\n", "for i in range(5):\n", " t = transforms.RandomAffine(degrees=0, scale=(0.5, 1.5), fillcolor=255)\n", " transformed_images[i] = to_tensor(t(pil_img))\n", "plt.figure(figsize=(16, 16))\n", "show(tutils.make_grid(transformed_images))" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "transformed_images = [None]*5\n", "to_tensor = transforms.ToTensor()\n", "for i in range(5):\n", " t = transforms.RandomAffine(degrees=0, shear=10, fillcolor=255)\n", " transformed_images[i] = to_tensor(t(pil_img))\n", "plt.figure(figsize=(16, 16))\n", "show(tutils.make_grid(transformed_images))" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "transformed_images = [None]*5\n", "to_tensor = transforms.ToTensor()\n", "for i in range(5):\n", " t = transforms.RandomAffine(degrees=45, translate=(0.2, 0.2), scale=(0.7, 1.2), shear=10, fillcolor=255)\n", " transformed_images[i] = to_tensor(t(pil_img))\n", "plt.figure(figsize=(16, 16))\n", "show(tutils.make_grid(transformed_images))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.5.2" } }, "nbformat": 4, "nbformat_minor": 1 } vision-0.8.2/test/smoke_test.py000066400000000000000000000001421376231312300165340ustar00rootroot00000000000000import torch import torchvision import torchvision.datasets as dset import torchvision.transforms vision-0.8.2/test/test_backbone_utils.py000066400000000000000000000016171376231312300204120ustar00rootroot00000000000000import unittest import torch from torchvision.models.detection.backbone_utils import resnet_fpn_backbone class ResnetFPNBackboneTester(unittest.TestCase): @classmethod def setUpClass(cls): cls.dtype = torch.float32 def test_resnet18_fpn_backbone(self): device = torch.device('cpu') x = torch.rand(1, 3, 300, 300, dtype=self.dtype, device=device) resnet18_fpn = resnet_fpn_backbone(backbone_name='resnet18', pretrained=False) y = resnet18_fpn(x) self.assertEqual(list(y.keys()), ['0', '1', '2', '3', 'pool']) def test_resnet50_fpn_backbone(self): device = torch.device('cpu') x = torch.rand(1, 3, 300, 300, dtype=self.dtype, device=device) resnet50_fpn = resnet_fpn_backbone(backbone_name='resnet50', pretrained=False) y = resnet50_fpn(x) self.assertEqual(list(y.keys()), ['0', '1', '2', '3', 'pool']) vision-0.8.2/test/test_cpp_models.py000066400000000000000000000135151376231312300175530ustar00rootroot00000000000000import torch import os import unittest from torchvision import models, transforms import sys from PIL import Image import torchvision.transforms.functional as F try: from torchvision import _C_tests except ImportError: _C_tests = None def process_model(model, tensor, func, name): model.eval() traced_script_module = torch.jit.trace(model, tensor) traced_script_module.save("model.pt") py_output = model.forward(tensor) cpp_output = func("model.pt", tensor) assert torch.allclose(py_output, cpp_output), 'Output mismatch of ' + name + ' models' def read_image1(): image_path = os.path.join(os.path.dirname(os.path.abspath(__file__)), 'assets', 'grace_hopper_517x606.jpg') image = Image.open(image_path) image = image.resize((224, 224)) x = F.to_tensor(image) return x.view(1, 3, 224, 224) def read_image2(): image_path = os.path.join(os.path.dirname(os.path.abspath(__file__)), 'assets', 'grace_hopper_517x606.jpg') image = Image.open(image_path) image = image.resize((299, 299)) x = F.to_tensor(image) x = x.view(1, 3, 299, 299) return torch.cat([x, x], 0) @unittest.skipIf( sys.platform == "darwin" or True, "C++ models are broken on OS X at the moment, and there's a BC breakage on master; " "see https://github.com/pytorch/vision/issues/1191") class Tester(unittest.TestCase): pretrained = False image = read_image1() def test_alexnet(self): process_model(models.alexnet(self.pretrained), self.image, _C_tests.forward_alexnet, 'Alexnet') def test_vgg11(self): process_model(models.vgg11(self.pretrained), self.image, _C_tests.forward_vgg11, 'VGG11') def test_vgg13(self): process_model(models.vgg13(self.pretrained), self.image, _C_tests.forward_vgg13, 'VGG13') def test_vgg16(self): process_model(models.vgg16(self.pretrained), self.image, _C_tests.forward_vgg16, 'VGG16') def test_vgg19(self): process_model(models.vgg19(self.pretrained), self.image, _C_tests.forward_vgg19, 'VGG19') def test_vgg11_bn(self): process_model(models.vgg11_bn(self.pretrained), self.image, _C_tests.forward_vgg11bn, 'VGG11BN') def test_vgg13_bn(self): process_model(models.vgg13_bn(self.pretrained), self.image, _C_tests.forward_vgg13bn, 'VGG13BN') def test_vgg16_bn(self): process_model(models.vgg16_bn(self.pretrained), self.image, _C_tests.forward_vgg16bn, 'VGG16BN') def test_vgg19_bn(self): process_model(models.vgg19_bn(self.pretrained), self.image, _C_tests.forward_vgg19bn, 'VGG19BN') def test_resnet18(self): process_model(models.resnet18(self.pretrained), self.image, _C_tests.forward_resnet18, 'Resnet18') def test_resnet34(self): process_model(models.resnet34(self.pretrained), self.image, _C_tests.forward_resnet34, 'Resnet34') def test_resnet50(self): process_model(models.resnet50(self.pretrained), self.image, _C_tests.forward_resnet50, 'Resnet50') def test_resnet101(self): process_model(models.resnet101(self.pretrained), self.image, _C_tests.forward_resnet101, 'Resnet101') def test_resnet152(self): process_model(models.resnet152(self.pretrained), self.image, _C_tests.forward_resnet152, 'Resnet152') def test_resnext50_32x4d(self): process_model(models.resnext50_32x4d(), self.image, _C_tests.forward_resnext50_32x4d, 'ResNext50_32x4d') def test_resnext101_32x8d(self): process_model(models.resnext101_32x8d(), self.image, _C_tests.forward_resnext101_32x8d, 'ResNext101_32x8d') def test_wide_resnet50_2(self): process_model(models.wide_resnet50_2(), self.image, _C_tests.forward_wide_resnet50_2, 'WideResNet50_2') def test_wide_resnet101_2(self): process_model(models.wide_resnet101_2(), self.image, _C_tests.forward_wide_resnet101_2, 'WideResNet101_2') def test_squeezenet1_0(self): process_model(models.squeezenet1_0(self.pretrained), self.image, _C_tests.forward_squeezenet1_0, 'Squeezenet1.0') def test_squeezenet1_1(self): process_model(models.squeezenet1_1(self.pretrained), self.image, _C_tests.forward_squeezenet1_1, 'Squeezenet1.1') def test_densenet121(self): process_model(models.densenet121(self.pretrained), self.image, _C_tests.forward_densenet121, 'Densenet121') def test_densenet169(self): process_model(models.densenet169(self.pretrained), self.image, _C_tests.forward_densenet169, 'Densenet169') def test_densenet201(self): process_model(models.densenet201(self.pretrained), self.image, _C_tests.forward_densenet201, 'Densenet201') def test_densenet161(self): process_model(models.densenet161(self.pretrained), self.image, _C_tests.forward_densenet161, 'Densenet161') def test_mobilenet_v2(self): process_model(models.mobilenet_v2(self.pretrained), self.image, _C_tests.forward_mobilenetv2, 'MobileNet') def test_googlenet(self): process_model(models.googlenet(self.pretrained), self.image, _C_tests.forward_googlenet, 'GoogLeNet') def test_mnasnet0_5(self): process_model(models.mnasnet0_5(self.pretrained), self.image, _C_tests.forward_mnasnet0_5, 'MNASNet0_5') def test_mnasnet0_75(self): process_model(models.mnasnet0_75(self.pretrained), self.image, _C_tests.forward_mnasnet0_75, 'MNASNet0_75') def test_mnasnet1_0(self): process_model(models.mnasnet1_0(self.pretrained), self.image, _C_tests.forward_mnasnet1_0, 'MNASNet1_0') def test_mnasnet1_3(self): process_model(models.mnasnet1_3(self.pretrained), self.image, _C_tests.forward_mnasnet1_3, 'MNASNet1_3') def test_inception_v3(self): self.image = read_image2() process_model(models.inception_v3(self.pretrained), self.image, _C_tests.forward_inceptionv3, 'Inceptionv3') if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_datasets.py000066400000000000000000000404461376231312300172410ustar00rootroot00000000000000import sys import os import unittest from unittest import mock import numpy as np import PIL from PIL import Image from torch._utils_internal import get_file_path_2 import torchvision from common_utils import get_tmp_dir from fakedata_generation import mnist_root, cifar_root, imagenet_root, \ cityscapes_root, svhn_root, voc_root, ucf101_root, places365_root import xml.etree.ElementTree as ET from urllib.request import Request, urlopen import itertools try: import scipy HAS_SCIPY = True except ImportError: HAS_SCIPY = False try: import av HAS_PYAV = True except ImportError: HAS_PYAV = False class Tester(unittest.TestCase): def generic_classification_dataset_test(self, dataset, num_images=1): self.assertEqual(len(dataset), num_images) img, target = dataset[0] self.assertTrue(isinstance(img, PIL.Image.Image)) self.assertTrue(isinstance(target, int)) def generic_segmentation_dataset_test(self, dataset, num_images=1): self.assertEqual(len(dataset), num_images) img, target = dataset[0] self.assertTrue(isinstance(img, PIL.Image.Image)) self.assertTrue(isinstance(target, PIL.Image.Image)) def test_imagefolder(self): # TODO: create the fake data on-the-fly FAKEDATA_DIR = get_file_path_2( os.path.dirname(os.path.abspath(__file__)), 'assets', 'fakedata') with get_tmp_dir(src=os.path.join(FAKEDATA_DIR, 'imagefolder')) as root: classes = sorted(['a', 'b']) class_a_image_files = [ os.path.join(root, 'a', file) for file in ('a1.png', 'a2.png', 'a3.png') ] class_b_image_files = [ os.path.join(root, 'b', file) for file in ('b1.png', 'b2.png', 'b3.png', 'b4.png') ] dataset = torchvision.datasets.ImageFolder(root, loader=lambda x: x) # test if all classes are present self.assertEqual(classes, sorted(dataset.classes)) # test if combination of classes and class_to_index functions correctly for cls in classes: self.assertEqual(cls, dataset.classes[dataset.class_to_idx[cls]]) # test if all images were detected correctly class_a_idx = dataset.class_to_idx['a'] class_b_idx = dataset.class_to_idx['b'] imgs_a = [(img_file, class_a_idx) for img_file in class_a_image_files] imgs_b = [(img_file, class_b_idx) for img_file in class_b_image_files] imgs = sorted(imgs_a + imgs_b) self.assertEqual(imgs, dataset.imgs) # test if the datasets outputs all images correctly outputs = sorted([dataset[i] for i in range(len(dataset))]) self.assertEqual(imgs, outputs) # redo all tests with specified valid image files dataset = torchvision.datasets.ImageFolder( root, loader=lambda x: x, is_valid_file=lambda x: '3' in x) self.assertEqual(classes, sorted(dataset.classes)) class_a_idx = dataset.class_to_idx['a'] class_b_idx = dataset.class_to_idx['b'] imgs_a = [(img_file, class_a_idx) for img_file in class_a_image_files if '3' in img_file] imgs_b = [(img_file, class_b_idx) for img_file in class_b_image_files if '3' in img_file] imgs = sorted(imgs_a + imgs_b) self.assertEqual(imgs, dataset.imgs) outputs = sorted([dataset[i] for i in range(len(dataset))]) self.assertEqual(imgs, outputs) def test_imagefolder_empty(self): with get_tmp_dir() as root: with self.assertRaises(RuntimeError): torchvision.datasets.ImageFolder(root, loader=lambda x: x) with self.assertRaises(RuntimeError): torchvision.datasets.ImageFolder( root, loader=lambda x: x, is_valid_file=lambda x: False ) @mock.patch('torchvision.datasets.mnist.download_and_extract_archive') def test_mnist(self, mock_download_extract): num_examples = 30 with mnist_root(num_examples, "MNIST") as root: dataset = torchvision.datasets.MNIST(root, download=True) self.generic_classification_dataset_test(dataset, num_images=num_examples) img, target = dataset[0] self.assertEqual(dataset.class_to_idx[dataset.classes[0]], target) @mock.patch('torchvision.datasets.mnist.download_and_extract_archive') def test_kmnist(self, mock_download_extract): num_examples = 30 with mnist_root(num_examples, "KMNIST") as root: dataset = torchvision.datasets.KMNIST(root, download=True) self.generic_classification_dataset_test(dataset, num_images=num_examples) img, target = dataset[0] self.assertEqual(dataset.class_to_idx[dataset.classes[0]], target) @mock.patch('torchvision.datasets.mnist.download_and_extract_archive') def test_fashionmnist(self, mock_download_extract): num_examples = 30 with mnist_root(num_examples, "FashionMNIST") as root: dataset = torchvision.datasets.FashionMNIST(root, download=True) self.generic_classification_dataset_test(dataset, num_images=num_examples) img, target = dataset[0] self.assertEqual(dataset.class_to_idx[dataset.classes[0]], target) @mock.patch('torchvision.datasets.imagenet._verify_archive') @unittest.skipIf(not HAS_SCIPY, "scipy unavailable") def test_imagenet(self, mock_verify): with imagenet_root() as root: dataset = torchvision.datasets.ImageNet(root, split='train') self.generic_classification_dataset_test(dataset) dataset = torchvision.datasets.ImageNet(root, split='val') self.generic_classification_dataset_test(dataset) @mock.patch('torchvision.datasets.cifar.check_integrity') @mock.patch('torchvision.datasets.cifar.CIFAR10._check_integrity') def test_cifar10(self, mock_ext_check, mock_int_check): mock_ext_check.return_value = True mock_int_check.return_value = True with cifar_root('CIFAR10') as root: dataset = torchvision.datasets.CIFAR10(root, train=True, download=True) self.generic_classification_dataset_test(dataset, num_images=5) img, target = dataset[0] self.assertEqual(dataset.class_to_idx[dataset.classes[0]], target) dataset = torchvision.datasets.CIFAR10(root, train=False, download=True) self.generic_classification_dataset_test(dataset) img, target = dataset[0] self.assertEqual(dataset.class_to_idx[dataset.classes[0]], target) @mock.patch('torchvision.datasets.cifar.check_integrity') @mock.patch('torchvision.datasets.cifar.CIFAR10._check_integrity') def test_cifar100(self, mock_ext_check, mock_int_check): mock_ext_check.return_value = True mock_int_check.return_value = True with cifar_root('CIFAR100') as root: dataset = torchvision.datasets.CIFAR100(root, train=True, download=True) self.generic_classification_dataset_test(dataset) img, target = dataset[0] self.assertEqual(dataset.class_to_idx[dataset.classes[0]], target) dataset = torchvision.datasets.CIFAR100(root, train=False, download=True) self.generic_classification_dataset_test(dataset) img, target = dataset[0] self.assertEqual(dataset.class_to_idx[dataset.classes[0]], target) @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_cityscapes(self): with cityscapes_root() as root: for mode in ['coarse', 'fine']: if mode == 'coarse': splits = ['train', 'train_extra', 'val'] else: splits = ['train', 'val', 'test'] for split in splits: for target_type in ['semantic', 'instance']: dataset = torchvision.datasets.Cityscapes( root, split=split, target_type=target_type, mode=mode) self.generic_segmentation_dataset_test(dataset, num_images=2) color_dataset = torchvision.datasets.Cityscapes( root, split=split, target_type='color', mode=mode) color_img, color_target = color_dataset[0] self.assertTrue(isinstance(color_img, PIL.Image.Image)) self.assertTrue(np.array(color_target).shape[2] == 4) polygon_dataset = torchvision.datasets.Cityscapes( root, split=split, target_type='polygon', mode=mode) polygon_img, polygon_target = polygon_dataset[0] self.assertTrue(isinstance(polygon_img, PIL.Image.Image)) self.assertTrue(isinstance(polygon_target, dict)) self.assertTrue(isinstance(polygon_target['imgHeight'], int)) self.assertTrue(isinstance(polygon_target['objects'], list)) # Test multiple target types targets_combo = ['semantic', 'polygon', 'color'] multiple_types_dataset = torchvision.datasets.Cityscapes( root, split=split, target_type=targets_combo, mode=mode) output = multiple_types_dataset[0] self.assertTrue(isinstance(output, tuple)) self.assertTrue(len(output) == 2) self.assertTrue(isinstance(output[0], PIL.Image.Image)) self.assertTrue(isinstance(output[1], tuple)) self.assertTrue(len(output[1]) == 3) self.assertTrue(isinstance(output[1][0], PIL.Image.Image)) # semantic self.assertTrue(isinstance(output[1][1], dict)) # polygon self.assertTrue(isinstance(output[1][2], PIL.Image.Image)) # color @mock.patch('torchvision.datasets.SVHN._check_integrity') @unittest.skipIf(not HAS_SCIPY, "scipy unavailable") def test_svhn(self, mock_check): mock_check.return_value = True with svhn_root() as root: dataset = torchvision.datasets.SVHN(root, split="train") self.generic_classification_dataset_test(dataset, num_images=2) dataset = torchvision.datasets.SVHN(root, split="test") self.generic_classification_dataset_test(dataset, num_images=2) dataset = torchvision.datasets.SVHN(root, split="extra") self.generic_classification_dataset_test(dataset, num_images=2) @mock.patch('torchvision.datasets.voc.download_extract') def test_voc_parse_xml(self, mock_download_extract): with voc_root() as root: dataset = torchvision.datasets.VOCDetection(root) single_object_xml = """ cat """ multiple_object_xml = """ cat dog """ single_object_parsed = dataset.parse_voc_xml(ET.fromstring(single_object_xml)) multiple_object_parsed = dataset.parse_voc_xml(ET.fromstring(multiple_object_xml)) self.assertEqual(single_object_parsed, {'annotation': {'object': [{'name': 'cat'}]}}) self.assertEqual(multiple_object_parsed, {'annotation': { 'object': [{ 'name': 'cat' }, { 'name': 'dog' }] }}) @unittest.skipIf(not HAS_PYAV, "PyAV unavailable") def test_ucf101(self): with ucf101_root() as (root, ann_root): for split in {True, False}: for fold in range(1, 4): for length in {10, 15, 20}: dataset = torchvision.datasets.UCF101( root, ann_root, length, fold=fold, train=split) self.assertGreater(len(dataset), 0) video, audio, label = dataset[0] self.assertEqual(video.size(), (length, 320, 240, 3)) self.assertEqual(audio.numel(), 0) self.assertEqual(label, 0) video, audio, label = dataset[len(dataset) - 1] self.assertEqual(video.size(), (length, 320, 240, 3)) self.assertEqual(audio.numel(), 0) self.assertEqual(label, 1) def test_places365(self): for split, small in itertools.product(("train-standard", "train-challenge", "val"), (False, True)): with places365_root(split=split, small=small) as places365: root, data = places365 dataset = torchvision.datasets.Places365(root, split=split, small=small, download=True) self.generic_classification_dataset_test(dataset, num_images=len(data["imgs"])) def test_places365_transforms(self): expected_image = "image" expected_target = "target" def transform(image): return expected_image def target_transform(target): return expected_target with places365_root() as places365: root, data = places365 dataset = torchvision.datasets.Places365( root, transform=transform, target_transform=target_transform, download=True ) actual_image, actual_target = dataset[0] self.assertEqual(actual_image, expected_image) self.assertEqual(actual_target, expected_target) def test_places365_devkit_download(self): for split in ("train-standard", "train-challenge", "val"): with self.subTest(split=split): with places365_root(split=split) as places365: root, data = places365 dataset = torchvision.datasets.Places365(root, split=split, download=True) with self.subTest("classes"): self.assertSequenceEqual(dataset.classes, data["classes"]) with self.subTest("class_to_idx"): self.assertDictEqual(dataset.class_to_idx, data["class_to_idx"]) with self.subTest("imgs"): self.assertSequenceEqual(dataset.imgs, data["imgs"]) def test_places365_devkit_no_download(self): for split in ("train-standard", "train-challenge", "val"): with self.subTest(split=split): with places365_root(split=split, extract_images=False) as places365: root, data = places365 with self.assertRaises(RuntimeError): torchvision.datasets.Places365(root, split=split, download=False) def test_places365_images_download(self): for split, small in itertools.product(("train-standard", "train-challenge", "val"), (False, True)): with self.subTest(split=split, small=small): with places365_root(split=split, small=small) as places365: root, data = places365 dataset = torchvision.datasets.Places365(root, split=split, small=small, download=True) assert all(os.path.exists(item[0]) for item in dataset.imgs) def test_places365_images_download_preexisting(self): split = "train-standard" small = False images_dir = "data_large_standard" with places365_root(split=split, small=small) as places365: root, data = places365 os.mkdir(os.path.join(root, images_dir)) with self.assertRaises(RuntimeError): torchvision.datasets.Places365(root, split=split, small=small, download=True) def test_places365_repr_smoke(self): with places365_root(extract_images=False) as places365: root, data = places365 dataset = torchvision.datasets.Places365(root, download=True) self.assertIsInstance(repr(dataset), str) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_datasets_download.py000066400000000000000000000130021376231312300211140ustar00rootroot00000000000000import contextlib import itertools import time import unittest.mock from datetime import datetime from os import path from urllib.error import HTTPError from urllib.parse import urlparse from urllib.request import urlopen, Request import pytest from torchvision import datasets from torchvision.datasets.utils import download_url, check_integrity from common_utils import get_tmp_dir from fakedata_generation import places365_root def limit_requests_per_time(min_secs_between_requests=2.0): last_requests = {} def outer_wrapper(fn): def inner_wrapper(request, *args, **kwargs): url = request.full_url if isinstance(request, Request) else request netloc = urlparse(url).netloc last_request = last_requests.get(netloc) if last_request is not None: elapsed_secs = (datetime.now() - last_request).total_seconds() delta = min_secs_between_requests - elapsed_secs if delta > 0: time.sleep(delta) response = fn(request, *args, **kwargs) last_requests[netloc] = datetime.now() return response return inner_wrapper return outer_wrapper urlopen = limit_requests_per_time()(urlopen) @contextlib.contextmanager def log_download_attempts(urls_and_md5s=None, patch=True, patch_auxiliaries=None): if urls_and_md5s is None: urls_and_md5s = set() if patch_auxiliaries is None: patch_auxiliaries = patch with contextlib.ExitStack() as stack: download_url_mock = stack.enter_context( unittest.mock.patch("torchvision.datasets.utils.download_url", wraps=None if patch else download_url) ) if patch_auxiliaries: # download_and_extract_archive stack.enter_context(unittest.mock.patch("torchvision.datasets.utils.extract_archive")) try: yield urls_and_md5s finally: for args, kwargs in download_url_mock.call_args_list: url = args[0] md5 = args[-1] if len(args) == 4 else kwargs.get("md5") urls_and_md5s.add((url, md5)) def retry(fn, times=1, wait=5.0): msgs = [] for _ in range(times + 1): try: return fn() except AssertionError as error: msgs.append(str(error)) time.sleep(wait) else: raise AssertionError( "\n".join( ( f"Assertion failed {times + 1} times with {wait:.1f} seconds intermediate wait time.\n", *(f"{idx}: {error}" for idx, error in enumerate(msgs, 1)), ) ) ) @contextlib.contextmanager def assert_server_response_ok(): try: yield except HTTPError as error: raise AssertionError(f"The server returned {error.code}: {error.reason}.") from error def assert_url_is_accessible(url): request = Request(url, headers=dict(method="HEAD")) with assert_server_response_ok(): urlopen(request) def assert_file_downloads_correctly(url, md5): with get_tmp_dir() as root: file = path.join(root, path.basename(url)) with assert_server_response_ok(): with urlopen(url) as response, open(file, "wb") as fh: fh.write(response.read()) assert check_integrity(file, md5=md5), "The MD5 checksums mismatch" class DownloadConfig: def __init__(self, url, md5=None, id=None): self.url = url self.md5 = md5 self.id = id or url def __repr__(self): return self.id def make_download_configs(urls_and_md5s, name=None): return [ DownloadConfig(url, md5=md5, id=f"{name}, {url}" if name is not None else None) for url, md5 in urls_and_md5s ] def collect_download_configs(dataset_loader, name): try: with log_download_attempts() as urls_and_md5s: dataset_loader() except Exception: pass return make_download_configs(urls_and_md5s, name) def places365(): with log_download_attempts(patch=False) as urls_and_md5s: for split, small in itertools.product(("train-standard", "train-challenge", "val"), (False, True)): with places365_root(split=split, small=small) as places365: root, data = places365 datasets.Places365(root, split=split, small=small, download=True) return make_download_configs(urls_and_md5s, "Places365") def caltech101(): return collect_download_configs(lambda: datasets.Caltech101(".", download=True), "Caltech101") def caltech256(): return collect_download_configs(lambda: datasets.Caltech256(".", download=True), "Caltech256") def cifar10(): return collect_download_configs(lambda: datasets.CIFAR10(".", download=True), "CIFAR10") def cifar100(): return collect_download_configs(lambda: datasets.CIFAR10(".", download=True), "CIFAR100") def make_parametrize_kwargs(download_configs): argvalues = [] ids = [] for config in download_configs: argvalues.append((config.url, config.md5)) ids.append(config.id) return dict(argnames=("url", "md5"), argvalues=argvalues, ids=ids) @pytest.mark.parametrize( **make_parametrize_kwargs(itertools.chain(places365(), caltech101(), caltech256(), cifar10(), cifar100())) ) def test_url_is_accessible(url, md5): retry(lambda: assert_url_is_accessible(url)) @pytest.mark.parametrize(**make_parametrize_kwargs(itertools.chain())) def test_file_downloads_correctly(url, md5): retry(lambda: assert_file_downloads_correctly(url, md5)) vision-0.8.2/test/test_datasets_samplers.py000066400000000000000000000111711376231312300211400ustar00rootroot00000000000000import contextlib import sys import os import torch import unittest from torchvision import io from torchvision.datasets.samplers import ( DistributedSampler, RandomClipSampler, UniformClipSampler, ) from torchvision.datasets.video_utils import VideoClips, unfold from torchvision import get_video_backend from common_utils import get_tmp_dir @contextlib.contextmanager def get_list_of_videos(num_videos=5, sizes=None, fps=None): with get_tmp_dir() as tmp_dir: names = [] for i in range(num_videos): if sizes is None: size = 5 * (i + 1) else: size = sizes[i] if fps is None: f = 5 else: f = fps[i] data = torch.randint(0, 255, (size, 300, 400, 3), dtype=torch.uint8) name = os.path.join(tmp_dir, "{}.mp4".format(i)) names.append(name) io.write_video(name, data, fps=f) yield names @unittest.skipIf(not io.video._av_available(), "this test requires av") class Tester(unittest.TestCase): def test_random_clip_sampler(self): with get_list_of_videos(num_videos=3, sizes=[25, 25, 25]) as video_list: video_clips = VideoClips(video_list, 5, 5) sampler = RandomClipSampler(video_clips, 3) self.assertEqual(len(sampler), 3 * 3) indices = torch.tensor(list(iter(sampler))) videos = indices // 5 v_idxs, count = torch.unique(videos, return_counts=True) self.assertTrue(v_idxs.equal(torch.tensor([0, 1, 2]))) self.assertTrue(count.equal(torch.tensor([3, 3, 3]))) def test_random_clip_sampler_unequal(self): with get_list_of_videos(num_videos=3, sizes=[10, 25, 25]) as video_list: video_clips = VideoClips(video_list, 5, 5) sampler = RandomClipSampler(video_clips, 3) self.assertEqual(len(sampler), 2 + 3 + 3) indices = list(iter(sampler)) self.assertIn(0, indices) self.assertIn(1, indices) # remove elements of the first video, to simplify testing indices.remove(0) indices.remove(1) indices = torch.tensor(indices) - 2 videos = indices // 5 v_idxs, count = torch.unique(videos, return_counts=True) self.assertTrue(v_idxs.equal(torch.tensor([0, 1]))) self.assertTrue(count.equal(torch.tensor([3, 3]))) def test_uniform_clip_sampler(self): with get_list_of_videos(num_videos=3, sizes=[25, 25, 25]) as video_list: video_clips = VideoClips(video_list, 5, 5) sampler = UniformClipSampler(video_clips, 3) self.assertEqual(len(sampler), 3 * 3) indices = torch.tensor(list(iter(sampler))) videos = indices // 5 v_idxs, count = torch.unique(videos, return_counts=True) self.assertTrue(v_idxs.equal(torch.tensor([0, 1, 2]))) self.assertTrue(count.equal(torch.tensor([3, 3, 3]))) self.assertTrue(indices.equal(torch.tensor([0, 2, 4, 5, 7, 9, 10, 12, 14]))) def test_uniform_clip_sampler_insufficient_clips(self): with get_list_of_videos(num_videos=3, sizes=[10, 25, 25]) as video_list: video_clips = VideoClips(video_list, 5, 5) sampler = UniformClipSampler(video_clips, 3) self.assertEqual(len(sampler), 3 * 3) indices = torch.tensor(list(iter(sampler))) self.assertTrue(indices.equal(torch.tensor([0, 0, 1, 2, 4, 6, 7, 9, 11]))) def test_distributed_sampler_and_uniform_clip_sampler(self): with get_list_of_videos(num_videos=3, sizes=[25, 25, 25]) as video_list: video_clips = VideoClips(video_list, 5, 5) clip_sampler = UniformClipSampler(video_clips, 3) distributed_sampler_rank0 = DistributedSampler( clip_sampler, num_replicas=2, rank=0, group_size=3, ) indices = torch.tensor(list(iter(distributed_sampler_rank0))) self.assertEqual(len(distributed_sampler_rank0), 6) self.assertTrue(indices.equal(torch.tensor([0, 2, 4, 10, 12, 14]))) distributed_sampler_rank1 = DistributedSampler( clip_sampler, num_replicas=2, rank=1, group_size=3, ) indices = torch.tensor(list(iter(distributed_sampler_rank1))) self.assertEqual(len(distributed_sampler_rank1), 6) self.assertTrue(indices.equal(torch.tensor([5, 7, 9, 0, 2, 4]))) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_datasets_transforms.py000066400000000000000000000052661376231312300215200ustar00rootroot00000000000000import os import shutil import contextlib import tempfile import unittest from torchvision.datasets import ImageFolder FAKEDATA_DIR = os.path.join(os.path.dirname(os.path.abspath(__file__)), 'assets', 'fakedata') @contextlib.contextmanager def tmp_dir(src=None, **kwargs): tmp_dir = tempfile.mkdtemp(**kwargs) if src is not None: os.rmdir(tmp_dir) shutil.copytree(src, tmp_dir) try: yield tmp_dir finally: shutil.rmtree(tmp_dir) def mock_transform(return_value, arg_list): def mock(arg): arg_list.append(arg) return return_value return mock class Tester(unittest.TestCase): def test_transform(self): with tmp_dir(src=os.path.join(FAKEDATA_DIR, 'imagefolder')) as root: class_a_image_files = [os.path.join(root, 'a', file) for file in ('a1.png', 'a2.png', 'a3.png')] class_b_image_files = [os.path.join(root, 'b', file) for file in ('b1.png', 'b2.png', 'b3.png', 'b4.png')] return_value = os.path.join(root, 'a', 'a1.png') args = [] transform = mock_transform(return_value, args) dataset = ImageFolder(root, loader=lambda x: x, transform=transform) outputs = [dataset[i][0] for i in range(len(dataset))] self.assertEqual([return_value] * len(outputs), outputs) imgs = sorted(class_a_image_files + class_b_image_files) self.assertEqual(imgs, sorted(args)) def test_target_transform(self): with tmp_dir(src=os.path.join(FAKEDATA_DIR, 'imagefolder')) as root: class_a_image_files = [os.path.join(root, 'a', file) for file in ('a1.png', 'a2.png', 'a3.png')] class_b_image_files = [os.path.join(root, 'b', file) for file in ('b1.png', 'b2.png', 'b3.png', 'b4.png')] return_value = os.path.join(root, 'a', 'a1.png') args = [] target_transform = mock_transform(return_value, args) dataset = ImageFolder(root, loader=lambda x: x, target_transform=target_transform) outputs = [dataset[i][1] for i in range(len(dataset))] self.assertEqual([return_value] * len(outputs), outputs) class_a_idx = dataset.class_to_idx['a'] class_b_idx = dataset.class_to_idx['b'] targets = sorted([class_a_idx] * len(class_a_image_files) + [class_b_idx] * len(class_b_image_files)) self.assertEqual(targets, sorted(args)) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_datasets_utils.py000066400000000000000000000134141376231312300204540ustar00rootroot00000000000000import os import sys import tempfile import torchvision.datasets.utils as utils import unittest import zipfile import tarfile import gzip import warnings from torch._utils_internal import get_file_path_2 from urllib.error import URLError from common_utils import get_tmp_dir TEST_FILE = get_file_path_2( os.path.dirname(os.path.abspath(__file__)), 'assets', 'grace_hopper_517x606.jpg') class Tester(unittest.TestCase): def test_check_md5(self): fpath = TEST_FILE correct_md5 = '9c0bb82894bb3af7f7675ef2b3b6dcdc' false_md5 = '' self.assertTrue(utils.check_md5(fpath, correct_md5)) self.assertFalse(utils.check_md5(fpath, false_md5)) def test_check_integrity(self): existing_fpath = TEST_FILE nonexisting_fpath = '' correct_md5 = '9c0bb82894bb3af7f7675ef2b3b6dcdc' false_md5 = '' self.assertTrue(utils.check_integrity(existing_fpath, correct_md5)) self.assertFalse(utils.check_integrity(existing_fpath, false_md5)) self.assertTrue(utils.check_integrity(existing_fpath)) self.assertFalse(utils.check_integrity(nonexisting_fpath)) def test_download_url(self): with get_tmp_dir() as temp_dir: url = "http://github.com/pytorch/vision/archive/master.zip" try: utils.download_url(url, temp_dir) self.assertFalse(len(os.listdir(temp_dir)) == 0) except URLError: msg = "could not download test file '{}'".format(url) warnings.warn(msg, RuntimeWarning) raise unittest.SkipTest(msg) def test_download_url_retry_http(self): with get_tmp_dir() as temp_dir: url = "https://github.com/pytorch/vision/archive/master.zip" try: utils.download_url(url, temp_dir) self.assertFalse(len(os.listdir(temp_dir)) == 0) except URLError: msg = "could not download test file '{}'".format(url) warnings.warn(msg, RuntimeWarning) raise unittest.SkipTest(msg) def test_download_url_dont_exist(self): with get_tmp_dir() as temp_dir: url = "http://github.com/pytorch/vision/archive/this_doesnt_exist.zip" with self.assertRaises(URLError): utils.download_url(url, temp_dir) @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_extract_zip(self): with get_tmp_dir() as temp_dir: with tempfile.NamedTemporaryFile(suffix='.zip') as f: with zipfile.ZipFile(f, 'w') as zf: zf.writestr('file.tst', 'this is the content') utils.extract_archive(f.name, temp_dir) self.assertTrue(os.path.exists(os.path.join(temp_dir, 'file.tst'))) with open(os.path.join(temp_dir, 'file.tst'), 'r') as nf: data = nf.read() self.assertEqual(data, 'this is the content') @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_extract_tar(self): for ext, mode in zip(['.tar', '.tar.gz', '.tgz'], ['w', 'w:gz', 'w:gz']): with get_tmp_dir() as temp_dir: with tempfile.NamedTemporaryFile() as bf: bf.write("this is the content".encode()) bf.seek(0) with tempfile.NamedTemporaryFile(suffix=ext) as f: with tarfile.open(f.name, mode=mode) as zf: zf.add(bf.name, arcname='file.tst') utils.extract_archive(f.name, temp_dir) self.assertTrue(os.path.exists(os.path.join(temp_dir, 'file.tst'))) with open(os.path.join(temp_dir, 'file.tst'), 'r') as nf: data = nf.read() self.assertEqual(data, 'this is the content') @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_extract_tar_xz(self): for ext, mode in zip(['.tar.xz'], ['w:xz']): with get_tmp_dir() as temp_dir: with tempfile.NamedTemporaryFile() as bf: bf.write("this is the content".encode()) bf.seek(0) with tempfile.NamedTemporaryFile(suffix=ext) as f: with tarfile.open(f.name, mode=mode) as zf: zf.add(bf.name, arcname='file.tst') utils.extract_archive(f.name, temp_dir) self.assertTrue(os.path.exists(os.path.join(temp_dir, 'file.tst'))) with open(os.path.join(temp_dir, 'file.tst'), 'r') as nf: data = nf.read() self.assertEqual(data, 'this is the content') @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_extract_gzip(self): with get_tmp_dir() as temp_dir: with tempfile.NamedTemporaryFile(suffix='.gz') as f: with gzip.GzipFile(f.name, 'wb') as zf: zf.write('this is the content'.encode()) utils.extract_archive(f.name, temp_dir) f_name = os.path.join(temp_dir, os.path.splitext(os.path.basename(f.name))[0]) self.assertTrue(os.path.exists(f_name)) with open(os.path.join(f_name), 'r') as nf: data = nf.read() self.assertEqual(data, 'this is the content') def test_verify_str_arg(self): self.assertEqual("a", utils.verify_str_arg("a", "arg", ("a",))) self.assertRaises(ValueError, utils.verify_str_arg, 0, ("a",), "arg") self.assertRaises(ValueError, utils.verify_str_arg, "b", ("a",), "arg") if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_datasets_video_utils.py000066400000000000000000000112021376231312300216330ustar00rootroot00000000000000import contextlib import os import torch import unittest from torchvision import io from torchvision.datasets.video_utils import VideoClips, unfold from common_utils import get_tmp_dir @contextlib.contextmanager def get_list_of_videos(num_videos=5, sizes=None, fps=None): with get_tmp_dir() as tmp_dir: names = [] for i in range(num_videos): if sizes is None: size = 5 * (i + 1) else: size = sizes[i] if fps is None: f = 5 else: f = fps[i] data = torch.randint(0, 255, (size, 300, 400, 3), dtype=torch.uint8) name = os.path.join(tmp_dir, "{}.mp4".format(i)) names.append(name) io.write_video(name, data, fps=f) yield names class Tester(unittest.TestCase): def test_unfold(self): a = torch.arange(7) r = unfold(a, 3, 3, 1) expected = torch.tensor([ [0, 1, 2], [3, 4, 5], ]) self.assertTrue(r.equal(expected)) r = unfold(a, 3, 2, 1) expected = torch.tensor([ [0, 1, 2], [2, 3, 4], [4, 5, 6] ]) self.assertTrue(r.equal(expected)) r = unfold(a, 3, 2, 2) expected = torch.tensor([ [0, 2, 4], [2, 4, 6], ]) self.assertTrue(r.equal(expected)) @unittest.skipIf(not io.video._av_available(), "this test requires av") def test_video_clips(self): with get_list_of_videos(num_videos=3) as video_list: video_clips = VideoClips(video_list, 5, 5, num_workers=2) self.assertEqual(video_clips.num_clips(), 1 + 2 + 3) for i, (v_idx, c_idx) in enumerate([(0, 0), (1, 0), (1, 1), (2, 0), (2, 1), (2, 2)]): video_idx, clip_idx = video_clips.get_clip_location(i) self.assertEqual(video_idx, v_idx) self.assertEqual(clip_idx, c_idx) video_clips = VideoClips(video_list, 6, 6) self.assertEqual(video_clips.num_clips(), 0 + 1 + 2) for i, (v_idx, c_idx) in enumerate([(1, 0), (2, 0), (2, 1)]): video_idx, clip_idx = video_clips.get_clip_location(i) self.assertEqual(video_idx, v_idx) self.assertEqual(clip_idx, c_idx) video_clips = VideoClips(video_list, 6, 1) self.assertEqual(video_clips.num_clips(), 0 + (10 - 6 + 1) + (15 - 6 + 1)) for i, v_idx, c_idx in [(0, 1, 0), (4, 1, 4), (5, 2, 0), (6, 2, 1)]: video_idx, clip_idx = video_clips.get_clip_location(i) self.assertEqual(video_idx, v_idx) self.assertEqual(clip_idx, c_idx) @unittest.skipIf(not io.video._av_available(), "this test requires av") def test_video_clips_custom_fps(self): with get_list_of_videos(num_videos=3, sizes=[12, 12, 12], fps=[3, 4, 6]) as video_list: num_frames = 4 for fps in [1, 3, 4, 10]: video_clips = VideoClips(video_list, num_frames, num_frames, fps, num_workers=2) for i in range(video_clips.num_clips()): video, audio, info, video_idx = video_clips.get_clip(i) self.assertEqual(video.shape[0], num_frames) self.assertEqual(info["video_fps"], fps) # TODO add tests checking that the content is right def test_compute_clips_for_video(self): video_pts = torch.arange(30) # case 1: single clip num_frames = 13 orig_fps = 30 duration = float(len(video_pts)) / orig_fps new_fps = 13 clips, idxs = VideoClips.compute_clips_for_video(video_pts, num_frames, num_frames, orig_fps, new_fps) resampled_idxs = VideoClips._resample_video_idx(int(duration * new_fps), orig_fps, new_fps) self.assertEqual(len(clips), 1) self.assertTrue(clips.equal(idxs)) self.assertTrue(idxs[0].equal(resampled_idxs)) # case 2: all frames appear only once num_frames = 4 orig_fps = 30 duration = float(len(video_pts)) / orig_fps new_fps = 12 clips, idxs = VideoClips.compute_clips_for_video(video_pts, num_frames, num_frames, orig_fps, new_fps) resampled_idxs = VideoClips._resample_video_idx(int(duration * new_fps), orig_fps, new_fps) self.assertEqual(len(clips), 3) self.assertTrue(clips.equal(idxs)) self.assertTrue(idxs.flatten().equal(resampled_idxs)) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_datasets_video_utils_opt.py000066400000000000000000000005261376231312300225240ustar00rootroot00000000000000import unittest from torchvision import set_video_backend import test_datasets_video_utils # Disabling the video backend switching temporarily # set_video_backend('video_reader') if __name__ == '__main__': suite = unittest.TestLoader().loadTestsFromModule(test_datasets_video_utils) unittest.TextTestRunner(verbosity=1).run(suite) vision-0.8.2/test/test_functional_tensor.py000066400000000000000000001071251376231312300211630ustar00rootroot00000000000000import os import unittest import colorsys import math import numpy as np from PIL.Image import NEAREST, BILINEAR, BICUBIC import torch import torchvision.transforms.functional_tensor as F_t import torchvision.transforms.functional_pil as F_pil import torchvision.transforms.functional as F from common_utils import TransformsTester class Tester(TransformsTester): def setUp(self): self.device = "cpu" def _test_fn_on_batch(self, batch_tensors, fn, **fn_kwargs): transformed_batch = fn(batch_tensors, **fn_kwargs) for i in range(len(batch_tensors)): img_tensor = batch_tensors[i, ...] transformed_img = fn(img_tensor, **fn_kwargs) self.assertTrue(transformed_img.equal(transformed_batch[i, ...])) scripted_fn = torch.jit.script(fn) # scriptable function test s_transformed_batch = scripted_fn(batch_tensors, **fn_kwargs) self.assertTrue(transformed_batch.allclose(s_transformed_batch)) def test_vflip(self): script_vflip = torch.jit.script(F.vflip) img_tensor, pil_img = self._create_data(16, 18, device=self.device) vflipped_img = F.vflip(img_tensor) vflipped_pil_img = F.vflip(pil_img) self.compareTensorToPIL(vflipped_img, vflipped_pil_img) # scriptable function test vflipped_img_script = script_vflip(img_tensor) self.assertTrue(vflipped_img.equal(vflipped_img_script)) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) self._test_fn_on_batch(batch_tensors, F.vflip) def test_hflip(self): script_hflip = torch.jit.script(F.hflip) img_tensor, pil_img = self._create_data(16, 18, device=self.device) hflipped_img = F.hflip(img_tensor) hflipped_pil_img = F.hflip(pil_img) self.compareTensorToPIL(hflipped_img, hflipped_pil_img) # scriptable function test hflipped_img_script = script_hflip(img_tensor) self.assertTrue(hflipped_img.equal(hflipped_img_script)) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) self._test_fn_on_batch(batch_tensors, F.hflip) def test_crop(self): script_crop = torch.jit.script(F.crop) img_tensor, pil_img = self._create_data(16, 18, device=self.device) test_configs = [ (1, 2, 4, 5), # crop inside top-left corner (2, 12, 3, 4), # crop inside top-right corner (8, 3, 5, 6), # crop inside bottom-left corner (8, 11, 4, 3), # crop inside bottom-right corner ] for top, left, height, width in test_configs: pil_img_cropped = F.crop(pil_img, top, left, height, width) img_tensor_cropped = F.crop(img_tensor, top, left, height, width) self.compareTensorToPIL(img_tensor_cropped, pil_img_cropped) img_tensor_cropped = script_crop(img_tensor, top, left, height, width) self.compareTensorToPIL(img_tensor_cropped, pil_img_cropped) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) self._test_fn_on_batch(batch_tensors, F.crop, top=top, left=left, height=height, width=width) def test_hsv2rgb(self): scripted_fn = torch.jit.script(F_t._hsv2rgb) shape = (3, 100, 150) for _ in range(10): hsv_img = torch.rand(*shape, dtype=torch.float, device=self.device) rgb_img = F_t._hsv2rgb(hsv_img) ft_img = rgb_img.permute(1, 2, 0).flatten(0, 1) h, s, v, = hsv_img.unbind(0) h = h.flatten().cpu().numpy() s = s.flatten().cpu().numpy() v = v.flatten().cpu().numpy() rgb = [] for h1, s1, v1 in zip(h, s, v): rgb.append(colorsys.hsv_to_rgb(h1, s1, v1)) colorsys_img = torch.tensor(rgb, dtype=torch.float32, device=self.device) max_diff = (ft_img - colorsys_img).abs().max() self.assertLess(max_diff, 1e-5) s_rgb_img = scripted_fn(hsv_img) self.assertTrue(rgb_img.allclose(s_rgb_img)) batch_tensors = self._create_data_batch(120, 100, num_samples=4, device=self.device).float() self._test_fn_on_batch(batch_tensors, F_t._hsv2rgb) def test_rgb2hsv(self): scripted_fn = torch.jit.script(F_t._rgb2hsv) shape = (3, 150, 100) for _ in range(10): rgb_img = torch.rand(*shape, dtype=torch.float, device=self.device) hsv_img = F_t._rgb2hsv(rgb_img) ft_hsv_img = hsv_img.permute(1, 2, 0).flatten(0, 1) r, g, b, = rgb_img.unbind(dim=-3) r = r.flatten().cpu().numpy() g = g.flatten().cpu().numpy() b = b.flatten().cpu().numpy() hsv = [] for r1, g1, b1 in zip(r, g, b): hsv.append(colorsys.rgb_to_hsv(r1, g1, b1)) colorsys_img = torch.tensor(hsv, dtype=torch.float32, device=self.device) ft_hsv_img_h, ft_hsv_img_sv = torch.split(ft_hsv_img, [1, 2], dim=1) colorsys_img_h, colorsys_img_sv = torch.split(colorsys_img, [1, 2], dim=1) max_diff_h = ((colorsys_img_h * 2 * math.pi).sin() - (ft_hsv_img_h * 2 * math.pi).sin()).abs().max() max_diff_sv = (colorsys_img_sv - ft_hsv_img_sv).abs().max() max_diff = max(max_diff_h, max_diff_sv) self.assertLess(max_diff, 1e-5) s_hsv_img = scripted_fn(rgb_img) self.assertTrue(hsv_img.allclose(s_hsv_img)) batch_tensors = self._create_data_batch(120, 100, num_samples=4, device=self.device).float() self._test_fn_on_batch(batch_tensors, F_t._rgb2hsv) def test_rgb_to_grayscale(self): script_rgb_to_grayscale = torch.jit.script(F.rgb_to_grayscale) img_tensor, pil_img = self._create_data(32, 34, device=self.device) for num_output_channels in (3, 1): gray_pil_image = F.rgb_to_grayscale(pil_img, num_output_channels=num_output_channels) gray_tensor = F.rgb_to_grayscale(img_tensor, num_output_channels=num_output_channels) self.approxEqualTensorToPIL(gray_tensor.float(), gray_pil_image, tol=1.0 + 1e-10, agg_method="max") s_gray_tensor = script_rgb_to_grayscale(img_tensor, num_output_channels=num_output_channels) self.assertTrue(s_gray_tensor.equal(gray_tensor)) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) self._test_fn_on_batch(batch_tensors, F.rgb_to_grayscale, num_output_channels=num_output_channels) def test_center_crop(self): script_center_crop = torch.jit.script(F.center_crop) img_tensor, pil_img = self._create_data(32, 34, device=self.device) cropped_pil_image = F.center_crop(pil_img, [10, 11]) cropped_tensor = F.center_crop(img_tensor, [10, 11]) self.compareTensorToPIL(cropped_tensor, cropped_pil_image) cropped_tensor = script_center_crop(img_tensor, [10, 11]) self.compareTensorToPIL(cropped_tensor, cropped_pil_image) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) self._test_fn_on_batch(batch_tensors, F.center_crop, output_size=[10, 11]) def test_five_crop(self): script_five_crop = torch.jit.script(F.five_crop) img_tensor, pil_img = self._create_data(32, 34, device=self.device) cropped_pil_images = F.five_crop(pil_img, [10, 11]) cropped_tensors = F.five_crop(img_tensor, [10, 11]) for i in range(5): self.compareTensorToPIL(cropped_tensors[i], cropped_pil_images[i]) cropped_tensors = script_five_crop(img_tensor, [10, 11]) for i in range(5): self.compareTensorToPIL(cropped_tensors[i], cropped_pil_images[i]) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) tuple_transformed_batches = F.five_crop(batch_tensors, [10, 11]) for i in range(len(batch_tensors)): img_tensor = batch_tensors[i, ...] tuple_transformed_imgs = F.five_crop(img_tensor, [10, 11]) self.assertEqual(len(tuple_transformed_imgs), len(tuple_transformed_batches)) for j in range(len(tuple_transformed_imgs)): true_transformed_img = tuple_transformed_imgs[j] transformed_img = tuple_transformed_batches[j][i, ...] self.assertTrue(true_transformed_img.equal(transformed_img)) # scriptable function test s_tuple_transformed_batches = script_five_crop(batch_tensors, [10, 11]) for transformed_batch, s_transformed_batch in zip(tuple_transformed_batches, s_tuple_transformed_batches): self.assertTrue(transformed_batch.equal(s_transformed_batch)) def test_ten_crop(self): script_ten_crop = torch.jit.script(F.ten_crop) img_tensor, pil_img = self._create_data(32, 34, device=self.device) cropped_pil_images = F.ten_crop(pil_img, [10, 11]) cropped_tensors = F.ten_crop(img_tensor, [10, 11]) for i in range(10): self.compareTensorToPIL(cropped_tensors[i], cropped_pil_images[i]) cropped_tensors = script_ten_crop(img_tensor, [10, 11]) for i in range(10): self.compareTensorToPIL(cropped_tensors[i], cropped_pil_images[i]) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) tuple_transformed_batches = F.ten_crop(batch_tensors, [10, 11]) for i in range(len(batch_tensors)): img_tensor = batch_tensors[i, ...] tuple_transformed_imgs = F.ten_crop(img_tensor, [10, 11]) self.assertEqual(len(tuple_transformed_imgs), len(tuple_transformed_batches)) for j in range(len(tuple_transformed_imgs)): true_transformed_img = tuple_transformed_imgs[j] transformed_img = tuple_transformed_batches[j][i, ...] self.assertTrue(true_transformed_img.equal(transformed_img)) # scriptable function test s_tuple_transformed_batches = script_ten_crop(batch_tensors, [10, 11]) for transformed_batch, s_transformed_batch in zip(tuple_transformed_batches, s_tuple_transformed_batches): self.assertTrue(transformed_batch.equal(s_transformed_batch)) def test_pad(self): script_fn = torch.jit.script(F.pad) tensor, pil_img = self._create_data(7, 8, device=self.device) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) for dt in [None, torch.float32, torch.float64, torch.float16]: if dt == torch.float16 and torch.device(self.device).type == "cpu": # skip float16 on CPU case continue if dt is not None: # This is a trivial cast to float of uint8 data to test all cases tensor = tensor.to(dt) batch_tensors = batch_tensors.to(dt) for pad in [2, [3, ], [0, 3], (3, 3), [4, 2, 4, 3]]: configs = [ {"padding_mode": "constant", "fill": 0}, {"padding_mode": "constant", "fill": 10}, {"padding_mode": "constant", "fill": 20}, {"padding_mode": "edge"}, {"padding_mode": "reflect"}, {"padding_mode": "symmetric"}, ] for kwargs in configs: pad_tensor = F_t.pad(tensor, pad, **kwargs) pad_pil_img = F_pil.pad(pil_img, pad, **kwargs) pad_tensor_8b = pad_tensor # we need to cast to uint8 to compare with PIL image if pad_tensor_8b.dtype != torch.uint8: pad_tensor_8b = pad_tensor_8b.to(torch.uint8) self.compareTensorToPIL(pad_tensor_8b, pad_pil_img, msg="{}, {}".format(pad, kwargs)) if isinstance(pad, int): script_pad = [pad, ] else: script_pad = pad pad_tensor_script = script_fn(tensor, script_pad, **kwargs) self.assertTrue(pad_tensor.equal(pad_tensor_script), msg="{}, {}".format(pad, kwargs)) self._test_fn_on_batch(batch_tensors, F.pad, padding=script_pad, **kwargs) def _test_adjust_fn(self, fn, fn_pil, fn_t, configs, tol=2.0 + 1e-10, agg_method="max"): script_fn = torch.jit.script(fn) torch.manual_seed(15) tensor, pil_img = self._create_data(26, 34, device=self.device) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) for dt in [None, torch.float32, torch.float64]: if dt is not None: tensor = F.convert_image_dtype(tensor, dt) batch_tensors = F.convert_image_dtype(batch_tensors, dt) for config in configs: adjusted_tensor = fn_t(tensor, **config) adjusted_pil = fn_pil(pil_img, **config) scripted_result = script_fn(tensor, **config) msg = "{}, {}".format(dt, config) self.assertEqual(adjusted_tensor.dtype, scripted_result.dtype, msg=msg) self.assertEqual(adjusted_tensor.size()[1:], adjusted_pil.size[::-1], msg=msg) rbg_tensor = adjusted_tensor if adjusted_tensor.dtype != torch.uint8: rbg_tensor = F.convert_image_dtype(adjusted_tensor, torch.uint8) # Check that max difference does not exceed 2 in [0, 255] range # Exact matching is not possible due to incompatibility convert_image_dtype and PIL results self.approxEqualTensorToPIL(rbg_tensor.float(), adjusted_pil, tol=tol, msg=msg, agg_method=agg_method) atol = 1e-6 if adjusted_tensor.dtype == torch.uint8 and "cuda" in torch.device(self.device).type: atol = 1.0 self.assertTrue(adjusted_tensor.allclose(scripted_result, atol=atol), msg=msg) self._test_fn_on_batch(batch_tensors, fn, **config) def test_adjust_brightness(self): self._test_adjust_fn( F.adjust_brightness, F_pil.adjust_brightness, F_t.adjust_brightness, [{"brightness_factor": f} for f in [0.1, 0.5, 1.0, 1.34, 2.5]] ) def test_adjust_contrast(self): self._test_adjust_fn( F.adjust_contrast, F_pil.adjust_contrast, F_t.adjust_contrast, [{"contrast_factor": f} for f in [0.2, 0.5, 1.0, 1.5, 2.0]] ) def test_adjust_saturation(self): self._test_adjust_fn( F.adjust_saturation, F_pil.adjust_saturation, F_t.adjust_saturation, [{"saturation_factor": f} for f in [0.5, 0.75, 1.0, 1.5, 2.0]] ) def test_adjust_hue(self): self._test_adjust_fn( F.adjust_hue, F_pil.adjust_hue, F_t.adjust_hue, [{"hue_factor": f} for f in [-0.45, -0.25, 0.0, 0.25, 0.45]], tol=0.1, agg_method="mean" ) def test_adjust_gamma(self): self._test_adjust_fn( F.adjust_gamma, F_pil.adjust_gamma, F_t.adjust_gamma, [{"gamma": g1, "gain": g2} for g1, g2 in zip([0.8, 1.0, 1.2], [0.7, 1.0, 1.3])] ) def test_resize(self): script_fn = torch.jit.script(F_t.resize) tensor, pil_img = self._create_data(26, 36, device=self.device) batch_tensors = self._create_data_batch(16, 18, num_samples=4, device=self.device) for dt in [None, torch.float32, torch.float64, torch.float16]: if dt == torch.float16 and torch.device(self.device).type == "cpu": # skip float16 on CPU case continue if dt is not None: # This is a trivial cast to float of uint8 data to test all cases tensor = tensor.to(dt) batch_tensors = batch_tensors.to(dt) for size in [32, 26, [32, ], [32, 32], (32, 32), [26, 35]]: for interpolation in [BILINEAR, BICUBIC, NEAREST]: resized_tensor = F_t.resize(tensor, size=size, interpolation=interpolation) resized_pil_img = F_pil.resize(pil_img, size=size, interpolation=interpolation) self.assertEqual( resized_tensor.size()[1:], resized_pil_img.size[::-1], msg="{}, {}".format(size, interpolation) ) if interpolation != NEAREST: # We can not check values if mode = NEAREST, as results are different # E.g. resized_tensor = [[a, a, b, c, d, d, e, ...]] # E.g. resized_pil_img = [[a, b, c, c, d, e, f, ...]] resized_tensor_f = resized_tensor # we need to cast to uint8 to compare with PIL image if resized_tensor_f.dtype == torch.uint8: resized_tensor_f = resized_tensor_f.to(torch.float) # Pay attention to high tolerance for MAE self.approxEqualTensorToPIL( resized_tensor_f, resized_pil_img, tol=8.0, msg="{}, {}".format(size, interpolation) ) if isinstance(size, int): script_size = [size, ] else: script_size = size resize_result = script_fn(tensor, size=script_size, interpolation=interpolation) self.assertTrue(resized_tensor.equal(resize_result), msg="{}, {}".format(size, interpolation)) self._test_fn_on_batch( batch_tensors, F.resize, size=script_size, interpolation=interpolation ) def test_resized_crop(self): # test values of F.resized_crop in several cases: # 1) resize to the same size, crop to the same size => should be identity tensor, _ = self._create_data(26, 36, device=self.device) for i in [0, 2, 3]: out_tensor = F.resized_crop(tensor, top=0, left=0, height=26, width=36, size=[26, 36], interpolation=i) self.assertTrue(tensor.equal(out_tensor), msg="{} vs {}".format(out_tensor[0, :5, :5], tensor[0, :5, :5])) # 2) resize by half and crop a TL corner tensor, _ = self._create_data(26, 36, device=self.device) out_tensor = F.resized_crop(tensor, top=0, left=0, height=20, width=30, size=[10, 15], interpolation=0) expected_out_tensor = tensor[:, :20:2, :30:2] self.assertTrue( expected_out_tensor.equal(out_tensor), msg="{} vs {}".format(expected_out_tensor[0, :10, :10], out_tensor[0, :10, :10]) ) batch_tensors = self._create_data_batch(26, 36, num_samples=4, device=self.device) self._test_fn_on_batch( batch_tensors, F.resized_crop, top=1, left=2, height=20, width=30, size=[10, 15], interpolation=0 ) def _test_affine_identity_map(self, tensor, scripted_affine): # 1) identity map out_tensor = F.affine(tensor, angle=0, translate=[0, 0], scale=1.0, shear=[0.0, 0.0], resample=0) self.assertTrue( tensor.equal(out_tensor), msg="{} vs {}".format(out_tensor[0, :5, :5], tensor[0, :5, :5]) ) out_tensor = scripted_affine(tensor, angle=0, translate=[0, 0], scale=1.0, shear=[0.0, 0.0], resample=0) self.assertTrue( tensor.equal(out_tensor), msg="{} vs {}".format(out_tensor[0, :5, :5], tensor[0, :5, :5]) ) def _test_affine_square_rotations(self, tensor, pil_img, scripted_affine): # 2) Test rotation test_configs = [ (90, torch.rot90(tensor, k=1, dims=(-1, -2))), (45, None), (30, None), (-30, None), (-45, None), (-90, torch.rot90(tensor, k=-1, dims=(-1, -2))), (180, torch.rot90(tensor, k=2, dims=(-1, -2))), ] for a, true_tensor in test_configs: out_pil_img = F.affine( pil_img, angle=a, translate=[0, 0], scale=1.0, shear=[0.0, 0.0], resample=0 ) out_pil_tensor = torch.from_numpy(np.array(out_pil_img).transpose((2, 0, 1))).to(self.device) for fn in [F.affine, scripted_affine]: out_tensor = fn( tensor, angle=a, translate=[0, 0], scale=1.0, shear=[0.0, 0.0], resample=0 ) if true_tensor is not None: self.assertTrue( true_tensor.equal(out_tensor), msg="{}\n{} vs \n{}".format(a, out_tensor[0, :5, :5], true_tensor[0, :5, :5]) ) if out_tensor.dtype != torch.uint8: out_tensor = out_tensor.to(torch.uint8) num_diff_pixels = (out_tensor != out_pil_tensor).sum().item() / 3.0 ratio_diff_pixels = num_diff_pixels / out_tensor.shape[-1] / out_tensor.shape[-2] # Tolerance : less than 6% of different pixels self.assertLess( ratio_diff_pixels, 0.06, msg="{}\n{} vs \n{}".format( ratio_diff_pixels, out_tensor[0, :7, :7], out_pil_tensor[0, :7, :7] ) ) def _test_affine_rect_rotations(self, tensor, pil_img, scripted_affine): test_configs = [ 90, 45, 15, -30, -60, -120 ] for a in test_configs: out_pil_img = F.affine( pil_img, angle=a, translate=[0, 0], scale=1.0, shear=[0.0, 0.0], resample=0 ) out_pil_tensor = torch.from_numpy(np.array(out_pil_img).transpose((2, 0, 1))) for fn in [F.affine, scripted_affine]: out_tensor = fn( tensor, angle=a, translate=[0, 0], scale=1.0, shear=[0.0, 0.0], resample=0 ).cpu() if out_tensor.dtype != torch.uint8: out_tensor = out_tensor.to(torch.uint8) num_diff_pixels = (out_tensor != out_pil_tensor).sum().item() / 3.0 ratio_diff_pixels = num_diff_pixels / out_tensor.shape[-1] / out_tensor.shape[-2] # Tolerance : less than 3% of different pixels self.assertLess( ratio_diff_pixels, 0.03, msg="{}: {}\n{} vs \n{}".format( a, ratio_diff_pixels, out_tensor[0, :7, :7], out_pil_tensor[0, :7, :7] ) ) def _test_affine_translations(self, tensor, pil_img, scripted_affine): # 3) Test translation test_configs = [ [10, 12], (-12, -13) ] for t in test_configs: out_pil_img = F.affine(pil_img, angle=0, translate=t, scale=1.0, shear=[0.0, 0.0], resample=0) for fn in [F.affine, scripted_affine]: out_tensor = fn(tensor, angle=0, translate=t, scale=1.0, shear=[0.0, 0.0], resample=0) if out_tensor.dtype != torch.uint8: out_tensor = out_tensor.to(torch.uint8) self.compareTensorToPIL(out_tensor, out_pil_img) def _test_affine_all_ops(self, tensor, pil_img, scripted_affine): # 4) Test rotation + translation + scale + share test_configs = [ (45, [5, 6], 1.0, [0.0, 0.0]), (33, (5, -4), 1.0, [0.0, 0.0]), (45, [-5, 4], 1.2, [0.0, 0.0]), (33, (-4, -8), 2.0, [0.0, 0.0]), (85, (10, -10), 0.7, [0.0, 0.0]), (0, [0, 0], 1.0, [35.0, ]), (-25, [0, 0], 1.2, [0.0, 15.0]), (-45, [-10, 0], 0.7, [2.0, 5.0]), (-45, [-10, -10], 1.2, [4.0, 5.0]), (-90, [0, 0], 1.0, [0.0, 0.0]), ] for r in [0, ]: for a, t, s, sh in test_configs: out_pil_img = F.affine(pil_img, angle=a, translate=t, scale=s, shear=sh, resample=r) out_pil_tensor = torch.from_numpy(np.array(out_pil_img).transpose((2, 0, 1))) for fn in [F.affine, scripted_affine]: out_tensor = fn(tensor, angle=a, translate=t, scale=s, shear=sh, resample=r).cpu() if out_tensor.dtype != torch.uint8: out_tensor = out_tensor.to(torch.uint8) num_diff_pixels = (out_tensor != out_pil_tensor).sum().item() / 3.0 ratio_diff_pixels = num_diff_pixels / out_tensor.shape[-1] / out_tensor.shape[-2] # Tolerance : less than 5% (cpu), 6% (cuda) of different pixels tol = 0.06 if self.device == "cuda" else 0.05 self.assertLess( ratio_diff_pixels, tol, msg="{}: {}\n{} vs \n{}".format( (r, a, t, s, sh), ratio_diff_pixels, out_tensor[0, :7, :7], out_pil_tensor[0, :7, :7] ) ) def test_affine(self): # Tests on square and rectangular images scripted_affine = torch.jit.script(F.affine) data = [self._create_data(26, 26, device=self.device), self._create_data(32, 26, device=self.device)] for tensor, pil_img in data: for dt in [None, torch.float32, torch.float64, torch.float16]: if dt == torch.float16 and torch.device(self.device).type == "cpu": # skip float16 on CPU case continue if dt is not None: tensor = tensor.to(dtype=dt) self._test_affine_identity_map(tensor, scripted_affine) if pil_img.size[0] == pil_img.size[1]: self._test_affine_square_rotations(tensor, pil_img, scripted_affine) else: self._test_affine_rect_rotations(tensor, pil_img, scripted_affine) self._test_affine_translations(tensor, pil_img, scripted_affine) self._test_affine_all_ops(tensor, pil_img, scripted_affine) batch_tensors = self._create_data_batch(26, 36, num_samples=4, device=self.device) if dt is not None: batch_tensors = batch_tensors.to(dtype=dt) self._test_fn_on_batch( batch_tensors, F.affine, angle=-43, translate=[-3, 4], scale=1.2, shear=[4.0, 5.0] ) def _test_rotate_all_options(self, tensor, pil_img, scripted_rotate, centers): img_size = pil_img.size dt = tensor.dtype for r in [0, ]: for a in range(-180, 180, 17): for e in [True, False]: for c in centers: out_pil_img = F.rotate(pil_img, angle=a, resample=r, expand=e, center=c) out_pil_tensor = torch.from_numpy(np.array(out_pil_img).transpose((2, 0, 1))) for fn in [F.rotate, scripted_rotate]: out_tensor = fn(tensor, angle=a, resample=r, expand=e, center=c).cpu() if out_tensor.dtype != torch.uint8: out_tensor = out_tensor.to(torch.uint8) self.assertEqual( out_tensor.shape, out_pil_tensor.shape, msg="{}: {} vs {}".format( (img_size, r, dt, a, e, c), out_tensor.shape, out_pil_tensor.shape ) ) num_diff_pixels = (out_tensor != out_pil_tensor).sum().item() / 3.0 ratio_diff_pixels = num_diff_pixels / out_tensor.shape[-1] / out_tensor.shape[-2] # Tolerance : less than 3% of different pixels self.assertLess( ratio_diff_pixels, 0.03, msg="{}: {}\n{} vs \n{}".format( (img_size, r, dt, a, e, c), ratio_diff_pixels, out_tensor[0, :7, :7], out_pil_tensor[0, :7, :7] ) ) def test_rotate(self): # Tests on square image scripted_rotate = torch.jit.script(F.rotate) data = [self._create_data(26, 26, device=self.device), self._create_data(32, 26, device=self.device)] for tensor, pil_img in data: img_size = pil_img.size centers = [ None, (int(img_size[0] * 0.3), int(img_size[0] * 0.4)), [int(img_size[0] * 0.5), int(img_size[0] * 0.6)] ] for dt in [None, torch.float32, torch.float64, torch.float16]: if dt == torch.float16 and torch.device(self.device).type == "cpu": # skip float16 on CPU case continue if dt is not None: tensor = tensor.to(dtype=dt) self._test_rotate_all_options(tensor, pil_img, scripted_rotate, centers) batch_tensors = self._create_data_batch(26, 36, num_samples=4, device=self.device) if dt is not None: batch_tensors = batch_tensors.to(dtype=dt) center = (20, 22) self._test_fn_on_batch( batch_tensors, F.rotate, angle=32, resample=0, expand=True, center=center ) def _test_perspective(self, tensor, pil_img, scripted_transform, test_configs): dt = tensor.dtype for r in [0, ]: for spoints, epoints in test_configs: out_pil_img = F.perspective(pil_img, startpoints=spoints, endpoints=epoints, interpolation=r) out_pil_tensor = torch.from_numpy(np.array(out_pil_img).transpose((2, 0, 1))) for fn in [F.perspective, scripted_transform]: out_tensor = fn(tensor, startpoints=spoints, endpoints=epoints, interpolation=r).cpu() if out_tensor.dtype != torch.uint8: out_tensor = out_tensor.to(torch.uint8) num_diff_pixels = (out_tensor != out_pil_tensor).sum().item() / 3.0 ratio_diff_pixels = num_diff_pixels / out_tensor.shape[-1] / out_tensor.shape[-2] # Tolerance : less than 5% of different pixels self.assertLess( ratio_diff_pixels, 0.05, msg="{}: {}\n{} vs \n{}".format( (r, dt, spoints, epoints), ratio_diff_pixels, out_tensor[0, :7, :7], out_pil_tensor[0, :7, :7] ) ) def test_perspective(self): from torchvision.transforms import RandomPerspective data = [self._create_data(26, 34, device=self.device), self._create_data(26, 26, device=self.device)] scripted_transform = torch.jit.script(F.perspective) for tensor, pil_img in data: test_configs = [ [[[0, 0], [33, 0], [33, 25], [0, 25]], [[3, 2], [32, 3], [30, 24], [2, 25]]], [[[3, 2], [32, 3], [30, 24], [2, 25]], [[0, 0], [33, 0], [33, 25], [0, 25]]], [[[3, 2], [32, 3], [30, 24], [2, 25]], [[5, 5], [30, 3], [33, 19], [4, 25]]], ] n = 10 test_configs += [ RandomPerspective.get_params(pil_img.size[0], pil_img.size[1], i / n) for i in range(n) ] for dt in [None, torch.float32, torch.float64, torch.float16]: if dt == torch.float16 and torch.device(self.device).type == "cpu": # skip float16 on CPU case continue if dt is not None: tensor = tensor.to(dtype=dt) self._test_perspective(tensor, pil_img, scripted_transform, test_configs) batch_tensors = self._create_data_batch(26, 36, num_samples=4, device=self.device) if dt is not None: batch_tensors = batch_tensors.to(dtype=dt) for spoints, epoints in test_configs: self._test_fn_on_batch( batch_tensors, F.perspective, startpoints=spoints, endpoints=epoints, interpolation=0 ) def test_gaussian_blur(self): small_image_tensor = torch.from_numpy( np.arange(3 * 10 * 12, dtype="uint8").reshape((10, 12, 3)) ).permute(2, 0, 1).to(self.device) large_image_tensor = torch.from_numpy( np.arange(26 * 28, dtype="uint8").reshape((1, 26, 28)) ).to(self.device) scripted_transform = torch.jit.script(F.gaussian_blur) # true_cv2_results = { # # np_img = np.arange(3 * 10 * 12, dtype="uint8").reshape((10, 12, 3)) # # cv2.GaussianBlur(np_img, ksize=(3, 3), sigmaX=0.8) # "3_3_0.8": ... # # cv2.GaussianBlur(np_img, ksize=(3, 3), sigmaX=0.5) # "3_3_0.5": ... # # cv2.GaussianBlur(np_img, ksize=(3, 5), sigmaX=0.8) # "3_5_0.8": ... # # cv2.GaussianBlur(np_img, ksize=(3, 5), sigmaX=0.5) # "3_5_0.5": ... # # np_img2 = np.arange(26 * 28, dtype="uint8").reshape((26, 28)) # # cv2.GaussianBlur(np_img2, ksize=(23, 23), sigmaX=1.7) # "23_23_1.7": ... # } p = os.path.join(os.path.dirname(os.path.abspath(__file__)), 'assets', 'gaussian_blur_opencv_results.pt') true_cv2_results = torch.load(p) for tensor in [small_image_tensor, large_image_tensor]: for dt in [None, torch.float32, torch.float64, torch.float16]: if dt == torch.float16 and torch.device(self.device).type == "cpu": # skip float16 on CPU case continue if dt is not None: tensor = tensor.to(dtype=dt) for ksize in [(3, 3), [3, 5], (23, 23)]: for sigma in [[0.5, 0.5], (0.5, 0.5), (0.8, 0.8), (1.7, 1.7)]: _ksize = (ksize, ksize) if isinstance(ksize, int) else ksize _sigma = sigma[0] if sigma is not None else None shape = tensor.shape gt_key = "{}_{}_{}__{}_{}_{}".format( shape[-2], shape[-1], shape[-3], _ksize[0], _ksize[1], _sigma ) if gt_key not in true_cv2_results: continue true_out = torch.tensor( true_cv2_results[gt_key] ).reshape(shape[-2], shape[-1], shape[-3]).permute(2, 0, 1).to(tensor) for fn in [F.gaussian_blur, scripted_transform]: out = fn(tensor, kernel_size=ksize, sigma=sigma) self.assertEqual(true_out.shape, out.shape, msg="{}, {}".format(ksize, sigma)) self.assertLessEqual( torch.max(true_out.float() - out.float()), 1.0, msg="{}, {}".format(ksize, sigma) ) @unittest.skipIf(not torch.cuda.is_available(), reason="Skip if no CUDA device") class CUDATester(Tester): def setUp(self): self.device = "cuda" if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_hub.py000066400000000000000000000035551376231312300162070ustar00rootroot00000000000000import torch.hub as hub import tempfile import shutil import os import sys import unittest def sum_of_model_parameters(model): s = 0 for p in model.parameters(): s += p.sum() return s SUM_OF_PRETRAINED_RESNET18_PARAMS = -12703.9931640625 @unittest.skipIf('torchvision' in sys.modules, 'TestHub must start without torchvision imported') class TestHub(unittest.TestCase): # Only run this check ONCE before all tests start. # - If torchvision is imported before all tests start, e.g. we might find _C.so # which doesn't exist in downloaded zip but in the installed wheel. # - After the first test is run, torchvision is already in sys.modules due to # Python cache as we run all hub tests in the same python process. def test_load_from_github(self): hub_model = hub.load( 'pytorch/vision', 'resnet18', pretrained=True, progress=False) self.assertAlmostEqual(sum_of_model_parameters(hub_model).item(), SUM_OF_PRETRAINED_RESNET18_PARAMS, places=2) def test_set_dir(self): temp_dir = tempfile.gettempdir() hub.set_dir(temp_dir) hub_model = hub.load( 'pytorch/vision', 'resnet18', pretrained=True, progress=False) self.assertAlmostEqual(sum_of_model_parameters(hub_model).item(), SUM_OF_PRETRAINED_RESNET18_PARAMS, places=2) self.assertTrue(os.path.exists(temp_dir + '/pytorch_vision_master')) shutil.rmtree(temp_dir + '/pytorch_vision_master') def test_list_entrypoints(self): entry_lists = hub.list('pytorch/vision', force_reload=True) self.assertIn('resnet18', entry_lists) if __name__ == "__main__": unittest.main() vision-0.8.2/test/test_image.py000066400000000000000000000242241376231312300165070ustar00rootroot00000000000000import os import io import glob import unittest import sys import torch import torchvision from PIL import Image from torchvision.io.image import ( decode_png, decode_jpeg, encode_jpeg, write_jpeg, decode_image, read_file, encode_png, write_png, write_file) import numpy as np from common_utils import get_tmp_dir IMAGE_ROOT = os.path.join(os.path.dirname(os.path.abspath(__file__)), "assets") IMAGE_DIR = os.path.join(IMAGE_ROOT, "fakedata", "imagefolder") DAMAGED_JPEG = os.path.join(IMAGE_ROOT, 'damaged_jpeg') def get_images(directory, img_ext): assert os.path.isdir(directory) for root, _, files in os.walk(directory): if os.path.basename(root) in {'damaged_jpeg', 'jpeg_write'}: continue for fl in files: _, ext = os.path.splitext(fl) if ext == img_ext: yield os.path.join(root, fl) class ImageTester(unittest.TestCase): def test_decode_jpeg(self): for img_path in get_images(IMAGE_ROOT, ".jpg"): img_pil = torch.load(img_path.replace('jpg', 'pth')) img_pil = img_pil.permute(2, 0, 1) data = read_file(img_path) img_ljpeg = decode_jpeg(data) self.assertTrue(img_ljpeg.equal(img_pil)) with self.assertRaisesRegex(RuntimeError, "Expected a non empty 1-dimensional tensor"): decode_jpeg(torch.empty((100, 1), dtype=torch.uint8)) with self.assertRaisesRegex(RuntimeError, "Expected a torch.uint8 tensor"): decode_jpeg(torch.empty((100, ), dtype=torch.float16)) with self.assertRaises(RuntimeError): decode_jpeg(torch.empty((100), dtype=torch.uint8)) def test_damaged_images(self): # Test image with bad Huffman encoding (should not raise) bad_huff = read_file(os.path.join(DAMAGED_JPEG, 'bad_huffman.jpg')) try: _ = decode_jpeg(bad_huff) except RuntimeError: self.assertTrue(False) # Truncated images should raise an exception truncated_images = glob.glob( os.path.join(DAMAGED_JPEG, 'corrupt*.jpg')) for image_path in truncated_images: data = read_file(image_path) with self.assertRaises(RuntimeError): decode_jpeg(data) def test_encode_jpeg(self): for img_path in get_images(IMAGE_ROOT, ".jpg"): dirname = os.path.dirname(img_path) filename, _ = os.path.splitext(os.path.basename(img_path)) write_folder = os.path.join(dirname, 'jpeg_write') expected_file = os.path.join( write_folder, '{0}_pil.jpg'.format(filename)) img = decode_jpeg(read_file(img_path)) with open(expected_file, 'rb') as f: pil_bytes = f.read() pil_bytes = torch.as_tensor(list(pil_bytes), dtype=torch.uint8) for src_img in [img, img.contiguous()]: # PIL sets jpeg quality to 75 by default jpeg_bytes = encode_jpeg(src_img, quality=75) self.assertTrue(jpeg_bytes.equal(pil_bytes)) with self.assertRaisesRegex( RuntimeError, "Input tensor dtype should be uint8"): encode_jpeg(torch.empty((3, 100, 100), dtype=torch.float32)) with self.assertRaisesRegex( ValueError, "Image quality should be a positive number " "between 1 and 100"): encode_jpeg(torch.empty((3, 100, 100), dtype=torch.uint8), quality=-1) with self.assertRaisesRegex( ValueError, "Image quality should be a positive number " "between 1 and 100"): encode_jpeg(torch.empty((3, 100, 100), dtype=torch.uint8), quality=101) with self.assertRaisesRegex( RuntimeError, "The number of channels should be 1 or 3, got: 5"): encode_jpeg(torch.empty((5, 100, 100), dtype=torch.uint8)) with self.assertRaisesRegex( RuntimeError, "Input data should be a 3-dimensional tensor"): encode_jpeg(torch.empty((1, 3, 100, 100), dtype=torch.uint8)) with self.assertRaisesRegex( RuntimeError, "Input data should be a 3-dimensional tensor"): encode_jpeg(torch.empty((100, 100), dtype=torch.uint8)) def test_write_jpeg(self): for img_path in get_images(IMAGE_ROOT, ".jpg"): data = read_file(img_path) img = decode_jpeg(data) basedir = os.path.dirname(img_path) filename, _ = os.path.splitext(os.path.basename(img_path)) torch_jpeg = os.path.join( basedir, '{0}_torch.jpg'.format(filename)) pil_jpeg = os.path.join( basedir, 'jpeg_write', '{0}_pil.jpg'.format(filename)) write_jpeg(img, torch_jpeg, quality=75) with open(torch_jpeg, 'rb') as f: torch_bytes = f.read() with open(pil_jpeg, 'rb') as f: pil_bytes = f.read() os.remove(torch_jpeg) self.assertEqual(torch_bytes, pil_bytes) def test_decode_png(self): for img_path in get_images(IMAGE_DIR, ".png"): img_pil = torch.from_numpy(np.array(Image.open(img_path))) img_pil = img_pil.permute(2, 0, 1) data = read_file(img_path) img_lpng = decode_png(data) self.assertTrue(img_lpng.equal(img_pil)) with self.assertRaises(RuntimeError): decode_png(torch.empty((), dtype=torch.uint8)) with self.assertRaises(RuntimeError): decode_png(torch.randint(3, 5, (300,), dtype=torch.uint8)) def test_encode_png(self): for img_path in get_images(IMAGE_DIR, '.png'): pil_image = Image.open(img_path) img_pil = torch.from_numpy(np.array(pil_image)) img_pil = img_pil.permute(2, 0, 1) png_buf = encode_png(img_pil, compression_level=6) rec_img = Image.open(io.BytesIO(bytes(png_buf.tolist()))) rec_img = torch.from_numpy(np.array(rec_img)) rec_img = rec_img.permute(2, 0, 1) self.assertTrue(img_pil.equal(rec_img)) with self.assertRaisesRegex( RuntimeError, "Input tensor dtype should be uint8"): encode_png(torch.empty((3, 100, 100), dtype=torch.float32)) with self.assertRaisesRegex( RuntimeError, "Compression level should be between 0 and 9"): encode_png(torch.empty((3, 100, 100), dtype=torch.uint8), compression_level=-1) with self.assertRaisesRegex( RuntimeError, "Compression level should be between 0 and 9"): encode_png(torch.empty((3, 100, 100), dtype=torch.uint8), compression_level=10) with self.assertRaisesRegex( RuntimeError, "The number of channels should be 1 or 3, got: 5"): encode_png(torch.empty((5, 100, 100), dtype=torch.uint8)) def test_write_png(self): for img_path in get_images(IMAGE_DIR, '.png'): pil_image = Image.open(img_path) img_pil = torch.from_numpy(np.array(pil_image)) img_pil = img_pil.permute(2, 0, 1) basedir = os.path.dirname(img_path) filename, _ = os.path.splitext(os.path.basename(img_path)) torch_png = os.path.join(basedir, '{0}_torch.png'.format(filename)) write_png(img_pil, torch_png, compression_level=6) saved_image = torch.from_numpy(np.array(Image.open(torch_png))) os.remove(torch_png) saved_image = saved_image.permute(2, 0, 1) self.assertTrue(img_pil.equal(saved_image)) def test_decode_image(self): for img_path in get_images(IMAGE_ROOT, ".jpg"): img_pil = torch.load(img_path.replace('jpg', 'pth')) img_pil = img_pil.permute(2, 0, 1) img_ljpeg = decode_image(read_file(img_path)) self.assertTrue(img_ljpeg.equal(img_pil)) for img_path in get_images(IMAGE_DIR, ".png"): img_pil = torch.from_numpy(np.array(Image.open(img_path))) img_pil = img_pil.permute(2, 0, 1) img_lpng = decode_image(read_file(img_path)) self.assertTrue(img_lpng.equal(img_pil)) def test_read_file(self): with get_tmp_dir() as d: fname, content = 'test1.bin', b'TorchVision\211\n' fpath = os.path.join(d, fname) with open(fpath, 'wb') as f: f.write(content) data = read_file(fpath) expected = torch.tensor(list(content), dtype=torch.uint8) self.assertTrue(data.equal(expected)) os.unlink(fpath) with self.assertRaisesRegex( RuntimeError, "No such file or directory: 'tst'"): read_file('tst') def test_read_file_non_ascii(self): with get_tmp_dir() as d: fname, content = '日本語(Japanese).bin', b'TorchVision\211\n' fpath = os.path.join(d, fname) with open(fpath, 'wb') as f: f.write(content) data = read_file(fpath) expected = torch.tensor(list(content), dtype=torch.uint8) self.assertTrue(data.equal(expected)) os.unlink(fpath) def test_write_file(self): with get_tmp_dir() as d: fname, content = 'test1.bin', b'TorchVision\211\n' fpath = os.path.join(d, fname) content_tensor = torch.tensor(list(content), dtype=torch.uint8) write_file(fpath, content_tensor) with open(fpath, 'rb') as f: saved_content = f.read() self.assertEqual(content, saved_content) os.unlink(fpath) def test_write_file_non_ascii(self): with get_tmp_dir() as d: fname, content = '日本語(Japanese).bin', b'TorchVision\211\n' fpath = os.path.join(d, fname) content_tensor = torch.tensor(list(content), dtype=torch.uint8) write_file(fpath, content_tensor) with open(fpath, 'rb') as f: saved_content = f.read() self.assertEqual(content, saved_content) os.unlink(fpath) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_io.py000066400000000000000000000272031376231312300160340ustar00rootroot00000000000000import os import contextlib import tempfile import torch import torchvision.datasets.utils as utils import torchvision.io as io from torchvision import get_video_backend import unittest import warnings from urllib.error import URLError from common_utils import get_tmp_dir try: import av # Do a version test too io.video._check_av_available() except ImportError: av = None def _create_video_frames(num_frames, height, width): y, x = torch.meshgrid(torch.linspace(-2, 2, height), torch.linspace(-2, 2, width)) data = [] for i in range(num_frames): xc = float(i) / num_frames yc = 1 - float(i) / (2 * num_frames) d = torch.exp(-((x - xc) ** 2 + (y - yc) ** 2) / 2) * 255 data.append(d.unsqueeze(2).repeat(1, 1, 3).byte()) return torch.stack(data, 0) @contextlib.contextmanager def temp_video(num_frames, height, width, fps, lossless=False, video_codec=None, options=None): if lossless: if video_codec is not None: raise ValueError("video_codec can't be specified together with lossless") if options is not None: raise ValueError("options can't be specified together with lossless") video_codec = 'libx264rgb' options = {'crf': '0'} if video_codec is None: if get_video_backend() == "pyav": video_codec = 'libx264' else: # when video_codec is not set, we assume it is libx264rgb which accepts # RGB pixel formats as input instead of YUV video_codec = 'libx264rgb' if options is None: options = {} data = _create_video_frames(num_frames, height, width) with tempfile.NamedTemporaryFile(suffix='.mp4') as f: f.close() io.write_video(f.name, data, fps=fps, video_codec=video_codec, options=options) yield f.name, data os.unlink(f.name) @unittest.skipIf(get_video_backend() != "pyav" and not io._HAS_VIDEO_OPT, "video_reader backend not available") @unittest.skipIf(av is None, "PyAV unavailable") class TestIO(unittest.TestCase): # compression adds artifacts, thus we add a tolerance of # 6 in 0-255 range TOLERANCE = 6 def test_write_read_video(self): with temp_video(10, 300, 300, 5, lossless=True) as (f_name, data): lv, _, info = io.read_video(f_name) self.assertTrue(data.equal(lv)) self.assertEqual(info["video_fps"], 5) @unittest.skipIf(not io._HAS_VIDEO_OPT, "video_reader backend is not chosen") def test_probe_video_from_file(self): with temp_video(10, 300, 300, 5) as (f_name, data): video_info = io._probe_video_from_file(f_name) self.assertAlmostEqual(video_info.video_duration, 2, delta=0.1) self.assertAlmostEqual(video_info.video_fps, 5, delta=0.1) @unittest.skipIf(not io._HAS_VIDEO_OPT, "video_reader backend is not chosen") def test_probe_video_from_memory(self): with temp_video(10, 300, 300, 5) as (f_name, data): with open(f_name, "rb") as fp: filebuffer = fp.read() video_info = io._probe_video_from_memory(filebuffer) self.assertAlmostEqual(video_info.video_duration, 2, delta=0.1) self.assertAlmostEqual(video_info.video_fps, 5, delta=0.1) def test_read_timestamps(self): with temp_video(10, 300, 300, 5) as (f_name, data): pts, _ = io.read_video_timestamps(f_name) # note: not all formats/codecs provide accurate information for computing the # timestamps. For the format that we use here, this information is available, # so we use it as a baseline container = av.open(f_name) stream = container.streams[0] pts_step = int(round(float(1 / (stream.average_rate * stream.time_base)))) num_frames = int(round(float(stream.average_rate * stream.time_base * stream.duration))) expected_pts = [i * pts_step for i in range(num_frames)] self.assertEqual(pts, expected_pts) container.close() def test_read_partial_video(self): with temp_video(10, 300, 300, 5, lossless=True) as (f_name, data): pts, _ = io.read_video_timestamps(f_name) for start in range(5): for offset in range(1, 4): lv, _, _ = io.read_video(f_name, pts[start], pts[start + offset - 1]) s_data = data[start:(start + offset)] self.assertEqual(len(lv), offset) self.assertTrue(s_data.equal(lv)) if get_video_backend() == "pyav": # for "video_reader" backend, we don't decode the closest early frame # when the given start pts is not matching any frame pts lv, _, _ = io.read_video(f_name, pts[4] + 1, pts[7]) self.assertEqual(len(lv), 4) self.assertTrue(data[4:8].equal(lv)) def test_read_partial_video_bframes(self): # do not use lossless encoding, to test the presence of B-frames options = {'bframes': '16', 'keyint': '10', 'min-keyint': '4'} with temp_video(100, 300, 300, 5, options=options) as (f_name, data): pts, _ = io.read_video_timestamps(f_name) for start in range(0, 80, 20): for offset in range(1, 4): lv, _, _ = io.read_video(f_name, pts[start], pts[start + offset - 1]) s_data = data[start:(start + offset)] self.assertEqual(len(lv), offset) self.assertTrue((s_data.float() - lv.float()).abs().max() < self.TOLERANCE) lv, _, _ = io.read_video(f_name, pts[4] + 1, pts[7]) # TODO fix this if get_video_backend() == 'pyav': self.assertEqual(len(lv), 4) self.assertTrue((data[4:8].float() - lv.float()).abs().max() < self.TOLERANCE) else: self.assertEqual(len(lv), 3) self.assertTrue((data[5:8].float() - lv.float()).abs().max() < self.TOLERANCE) def test_read_packed_b_frames_divx_file(self): with get_tmp_dir() as temp_dir: name = "hmdb51_Turnk_r_Pippi_Michel_cartwheel_f_cm_np2_le_med_6.avi" f_name = os.path.join(temp_dir, name) url = "https://download.pytorch.org/vision_tests/io/" + name try: utils.download_url(url, temp_dir) pts, fps = io.read_video_timestamps(f_name) self.assertEqual(pts, sorted(pts)) self.assertEqual(fps, 30) except URLError: msg = "could not download test file '{}'".format(url) warnings.warn(msg, RuntimeWarning) raise unittest.SkipTest(msg) def test_read_timestamps_from_packet(self): with temp_video(10, 300, 300, 5, video_codec='mpeg4') as (f_name, data): pts, _ = io.read_video_timestamps(f_name) # note: not all formats/codecs provide accurate information for computing the # timestamps. For the format that we use here, this information is available, # so we use it as a baseline container = av.open(f_name) stream = container.streams[0] # make sure we went through the optimized codepath self.assertIn(b'Lavc', stream.codec_context.extradata) pts_step = int(round(float(1 / (stream.average_rate * stream.time_base)))) num_frames = int(round(float(stream.average_rate * stream.time_base * stream.duration))) expected_pts = [i * pts_step for i in range(num_frames)] self.assertEqual(pts, expected_pts) container.close() def test_read_video_pts_unit_sec(self): with temp_video(10, 300, 300, 5, lossless=True) as (f_name, data): lv, _, info = io.read_video(f_name, pts_unit='sec') self.assertTrue(data.equal(lv)) self.assertEqual(info["video_fps"], 5) self.assertEqual(info, {"video_fps": 5}) def test_read_timestamps_pts_unit_sec(self): with temp_video(10, 300, 300, 5) as (f_name, data): pts, _ = io.read_video_timestamps(f_name, pts_unit='sec') container = av.open(f_name) stream = container.streams[0] pts_step = int(round(float(1 / (stream.average_rate * stream.time_base)))) num_frames = int(round(float(stream.average_rate * stream.time_base * stream.duration))) expected_pts = [i * pts_step * stream.time_base for i in range(num_frames)] self.assertEqual(pts, expected_pts) container.close() def test_read_partial_video_pts_unit_sec(self): with temp_video(10, 300, 300, 5, lossless=True) as (f_name, data): pts, _ = io.read_video_timestamps(f_name, pts_unit='sec') for start in range(5): for offset in range(1, 4): lv, _, _ = io.read_video(f_name, pts[start], pts[start + offset - 1], pts_unit='sec') s_data = data[start:(start + offset)] self.assertEqual(len(lv), offset) self.assertTrue(s_data.equal(lv)) container = av.open(f_name) stream = container.streams[0] lv, _, _ = io.read_video(f_name, int(pts[4] * (1.0 / stream.time_base) + 1) * stream.time_base, pts[7], pts_unit='sec') if get_video_backend() == "pyav": # for "video_reader" backend, we don't decode the closest early frame # when the given start pts is not matching any frame pts self.assertEqual(len(lv), 4) self.assertTrue(data[4:8].equal(lv)) container.close() def test_read_video_corrupted_file(self): with tempfile.NamedTemporaryFile(suffix='.mp4') as f: f.write(b'This is not an mpg4 file') video, audio, info = io.read_video(f.name) self.assertIsInstance(video, torch.Tensor) self.assertIsInstance(audio, torch.Tensor) self.assertEqual(video.numel(), 0) self.assertEqual(audio.numel(), 0) self.assertEqual(info, {}) def test_read_video_timestamps_corrupted_file(self): with tempfile.NamedTemporaryFile(suffix='.mp4') as f: f.write(b'This is not an mpg4 file') video_pts, video_fps = io.read_video_timestamps(f.name) self.assertEqual(video_pts, []) self.assertIs(video_fps, None) @unittest.skip("Temporarily disabled due to new pyav") def test_read_video_partially_corrupted_file(self): with temp_video(5, 4, 4, 5, lossless=True) as (f_name, data): with open(f_name, 'r+b') as f: size = os.path.getsize(f_name) bytes_to_overwrite = size // 10 # seek to the middle of the file f.seek(5 * bytes_to_overwrite) # corrupt 10% of the file from the middle f.write(b'\xff' * bytes_to_overwrite) # this exercises the container.decode assertion check video, audio, info = io.read_video(f.name, pts_unit='sec') # check that size is not equal to 5, but 3 # TODO fix this if get_video_backend() == 'pyav': self.assertEqual(len(video), 3) else: self.assertEqual(len(video), 4) # but the valid decoded content is still correct self.assertTrue(video[:3].equal(data[:3])) # and the last few frames are wrong self.assertFalse(video.equal(data)) # TODO add tests for audio if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_io_opt.py000066400000000000000000000004631376231312300167150ustar00rootroot00000000000000import unittest from torchvision import set_video_backend import test_io # Disabling the video backend switching temporarily # set_video_backend('video_reader') if __name__ == '__main__': suite = unittest.TestLoader().loadTestsFromModule(test_io) unittest.TextTestRunner(verbosity=1).run(suite) vision-0.8.2/test/test_models.cpp000066400000000000000000000161061376231312300170420ustar00rootroot00000000000000#include #include #include #include "../torchvision/csrc/models/models.h" using namespace vision::models; template torch::Tensor forward_model(const std::string& input_path, torch::Tensor x) { Model network; torch::load(network, input_path); network->eval(); return network->forward(x); } torch::Tensor forward_alexnet(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_vgg11(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_vgg13(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_vgg16(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_vgg19(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_vgg11bn(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_vgg13bn(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_vgg16bn(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_vgg19bn(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_resnet18(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_resnet34(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_resnet50(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_resnet101( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_resnet152( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_resnext50_32x4d( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_resnext101_32x8d( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_wide_resnet50_2( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_wide_resnet101_2( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_squeezenet1_0( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_squeezenet1_1( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_densenet121( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_densenet169( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_densenet201( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_densenet161( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_mobilenetv2( const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_googlenet( const std::string& input_path, torch::Tensor x) { GoogLeNet network; torch::load(network, input_path); network->eval(); return network->forward(x).output; } torch::Tensor forward_inceptionv3( const std::string& input_path, torch::Tensor x) { InceptionV3 network; torch::load(network, input_path); network->eval(); return network->forward(x).output; } torch::Tensor forward_mnasnet0_5(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_mnasnet0_75(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_mnasnet1_0(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } torch::Tensor forward_mnasnet1_3(const std::string& input_path, torch::Tensor x) { return forward_model(input_path, x); } PYBIND11_MODULE(TORCH_EXTENSION_NAME, m) { m.def("forward_alexnet", &forward_alexnet, "forward_alexnet"); m.def("forward_vgg11", &forward_vgg11, "forward_vgg11"); m.def("forward_vgg13", &forward_vgg13, "forward_vgg13"); m.def("forward_vgg16", &forward_vgg16, "forward_vgg16"); m.def("forward_vgg19", &forward_vgg19, "forward_vgg19"); m.def("forward_vgg11bn", &forward_vgg11bn, "forward_vgg11bn"); m.def("forward_vgg13bn", &forward_vgg13bn, "forward_vgg13bn"); m.def("forward_vgg16bn", &forward_vgg16bn, "forward_vgg16bn"); m.def("forward_vgg19bn", &forward_vgg19bn, "forward_vgg19bn"); m.def("forward_resnet18", &forward_resnet18, "forward_resnet18"); m.def("forward_resnet34", &forward_resnet34, "forward_resnet34"); m.def("forward_resnet50", &forward_resnet50, "forward_resnet50"); m.def("forward_resnet101", &forward_resnet101, "forward_resnet101"); m.def("forward_resnet152", &forward_resnet152, "forward_resnet152"); m.def( "forward_resnext50_32x4d", &forward_resnext50_32x4d, "forward_resnext50_32x4d"); m.def( "forward_resnext101_32x8d", &forward_resnext101_32x8d, "forward_resnext101_32x8d"); m.def( "forward_wide_resnet50_2", &forward_wide_resnet50_2, "forward_wide_resnet50_2"); m.def( "forward_wide_resnet101_2", &forward_wide_resnet101_2, "forward_wide_resnet101_2"); m.def( "forward_squeezenet1_0", &forward_squeezenet1_0, "forward_squeezenet1_0"); m.def( "forward_squeezenet1_1", &forward_squeezenet1_1, "forward_squeezenet1_1"); m.def("forward_densenet121", &forward_densenet121, "forward_densenet121"); m.def("forward_densenet169", &forward_densenet169, "forward_densenet169"); m.def("forward_densenet201", &forward_densenet201, "forward_densenet201"); m.def("forward_densenet161", &forward_densenet161, "forward_densenet161"); m.def("forward_mobilenetv2", &forward_mobilenetv2, "forward_mobilenetv2"); m.def("forward_googlenet", &forward_googlenet, "forward_googlenet"); m.def("forward_inceptionv3", &forward_inceptionv3, "forward_inceptionv3"); m.def("forward_mnasnet0_5", &forward_mnasnet0_5, "forward_mnasnet0_5"); m.def("forward_mnasnet0_75", &forward_mnasnet0_75, "forward_mnasnet0_75"); m.def("forward_mnasnet1_0", &forward_mnasnet1_0, "forward_mnasnet1_0"); m.def("forward_mnasnet1_3", &forward_mnasnet1_3, "forward_mnasnet1_3"); } vision-0.8.2/test/test_models.py000066400000000000000000000407631376231312300167160ustar00rootroot00000000000000from common_utils import TestCase, map_nested_tensor_object, freeze_rng_state from collections import OrderedDict from itertools import product import torch import torch.nn as nn import numpy as np from torchvision import models import unittest import traceback import random def set_rng_seed(seed): torch.manual_seed(seed) random.seed(seed) np.random.seed(seed) def get_available_classification_models(): # TODO add a registration mechanism to torchvision.models return [k for k, v in models.__dict__.items() if callable(v) and k[0].lower() == k[0] and k[0] != "_"] def get_available_segmentation_models(): # TODO add a registration mechanism to torchvision.models return [k for k, v in models.segmentation.__dict__.items() if callable(v) and k[0].lower() == k[0] and k[0] != "_"] def get_available_detection_models(): # TODO add a registration mechanism to torchvision.models return [k for k, v in models.detection.__dict__.items() if callable(v) and k[0].lower() == k[0] and k[0] != "_"] def get_available_video_models(): # TODO add a registration mechanism to torchvision.models return [k for k, v in models.video.__dict__.items() if callable(v) and k[0].lower() == k[0] and k[0] != "_"] # models that are in torch hub, as well as r3d_18. we tried testing all models # but the test was too slow. not included are detection models, because # they are not yet supported in JIT. # If 'unwrapper' is provided it will be called with the script model outputs # before they are compared to the eager model outputs. This is useful if the # model outputs are different between TorchScript / Eager mode script_test_models = { 'deeplabv3_resnet50': {}, 'deeplabv3_resnet101': {}, 'mobilenet_v2': {}, 'resnext50_32x4d': {}, 'fcn_resnet50': {}, 'fcn_resnet101': {}, 'googlenet': { 'unwrapper': lambda x: x.logits }, 'densenet121': {}, 'resnet18': {}, 'alexnet': {}, 'shufflenet_v2_x1_0': {}, 'squeezenet1_0': {}, 'vgg11': {}, 'inception_v3': { 'unwrapper': lambda x: x.logits }, 'r3d_18': {}, "fasterrcnn_resnet50_fpn": { 'unwrapper': lambda x: x[1] }, "maskrcnn_resnet50_fpn": { 'unwrapper': lambda x: x[1] }, "keypointrcnn_resnet50_fpn": { 'unwrapper': lambda x: x[1] }, } # The following models exhibit flaky numerics under autocast in _test_*_model harnesses. # This may be caused by the harness environment (e.g. num classes, input initialization # via torch.rand), and does not prove autocast is unsuitable when training with real data # (autocast has been used successfully with real data for some of these models). # TODO: investigate why autocast numerics are flaky in the harnesses. # # For the following models, _test_*_model harnesses skip numerical checks on outputs when # trying autocast. However, they still try an autocasted forward pass, so they still ensure # autocast coverage suffices to prevent dtype errors in each model. autocast_flaky_numerics = ( "fasterrcnn_resnet50_fpn", "inception_v3", "keypointrcnn_resnet50_fpn", "maskrcnn_resnet50_fpn", "resnet101", "resnet152", "wide_resnet101_2", ) class ModelTester(TestCase): def checkModule(self, model, name, args): if name not in script_test_models: return unwrapper = script_test_models[name].get('unwrapper', None) return super(ModelTester, self).checkModule(model, args, unwrapper=unwrapper, skip=False) def _test_classification_model(self, name, input_shape, dev): set_rng_seed(0) # passing num_class equal to a number other than 1000 helps in making the test # more enforcing in nature model = models.__dict__[name](num_classes=50) model.eval().to(device=dev) # RNG always on CPU, to ensure x in cuda tests is bitwise identical to x in cpu tests x = torch.rand(input_shape).to(device=dev) out = model(x) self.assertExpected(out.cpu(), prec=0.1, strip_suffix="_" + dev) self.assertEqual(out.shape[-1], 50) self.checkModule(model, name, (x,)) if dev == "cuda": with torch.cuda.amp.autocast(): out = model(x) # See autocast_flaky_numerics comment at top of file. if name not in autocast_flaky_numerics: self.assertExpected(out.cpu(), prec=0.1, strip_suffix="_" + dev) self.assertEqual(out.shape[-1], 50) def _test_segmentation_model(self, name, dev): # passing num_class equal to a number other than 1000 helps in making the test # more enforcing in nature model = models.segmentation.__dict__[name](num_classes=50, pretrained_backbone=False) model.eval().to(device=dev) input_shape = (1, 3, 300, 300) # RNG always on CPU, to ensure x in cuda tests is bitwise identical to x in cpu tests x = torch.rand(input_shape).to(device=dev) out = model(x) self.assertEqual(tuple(out["out"].shape), (1, 50, 300, 300)) self.checkModule(model, name, (x,)) if dev == "cuda": with torch.cuda.amp.autocast(): out = model(x) self.assertEqual(tuple(out["out"].shape), (1, 50, 300, 300)) def _test_detection_model(self, name, dev): set_rng_seed(0) model = models.detection.__dict__[name](num_classes=50, pretrained_backbone=False) model.eval().to(device=dev) input_shape = (3, 300, 300) # RNG always on CPU, to ensure x in cuda tests is bitwise identical to x in cpu tests x = torch.rand(input_shape).to(device=dev) model_input = [x] out = model(model_input) self.assertIs(model_input[0], x) def check_out(out): self.assertEqual(len(out), 1) def subsample_tensor(tensor): num_elems = tensor.numel() num_samples = 20 if num_elems <= num_samples: return tensor flat_tensor = tensor.flatten() ith_index = num_elems // num_samples return flat_tensor[ith_index - 1::ith_index] def compute_mean_std(tensor): # can't compute mean of integral tensor tensor = tensor.to(torch.double) mean = torch.mean(tensor) std = torch.std(tensor) return {"mean": mean, "std": std} # maskrcnn_resnet_50_fpn numerically unstable across platforms, so for now # compare results with mean and std if name == "maskrcnn_resnet50_fpn": test_value = map_nested_tensor_object(out, tensor_map_fn=compute_mean_std) # mean values are small, use large prec self.assertExpected(test_value, prec=.01, strip_suffix="_" + dev) else: self.assertExpected(map_nested_tensor_object(out, tensor_map_fn=subsample_tensor), prec=0.01, strip_suffix="_" + dev) check_out(out) scripted_model = torch.jit.script(model) scripted_model.eval() scripted_out = scripted_model(model_input)[1] self.assertEqual(scripted_out[0]["boxes"], out[0]["boxes"]) self.assertEqual(scripted_out[0]["scores"], out[0]["scores"]) # labels currently float in script: need to investigate (though same result) self.assertEqual(scripted_out[0]["labels"].to(dtype=torch.long), out[0]["labels"]) self.assertTrue("boxes" in out[0]) self.assertTrue("scores" in out[0]) self.assertTrue("labels" in out[0]) # don't check script because we are compiling it here: # TODO: refactor tests # self.check_script(model, name) self.checkModule(model, name, ([x],)) if dev == "cuda": with torch.cuda.amp.autocast(): out = model(model_input) # See autocast_flaky_numerics comment at top of file. if name not in autocast_flaky_numerics: check_out(out) def _test_detection_model_validation(self, name): set_rng_seed(0) model = models.detection.__dict__[name](num_classes=50, pretrained_backbone=False) input_shape = (3, 300, 300) x = [torch.rand(input_shape)] # validate that targets are present in training self.assertRaises(ValueError, model, x) # validate type targets = [{'boxes': 0.}] self.assertRaises(ValueError, model, x, targets=targets) # validate boxes shape for boxes in (torch.rand((4,)), torch.rand((1, 5))): targets = [{'boxes': boxes}] self.assertRaises(ValueError, model, x, targets=targets) # validate that no degenerate boxes are present boxes = torch.tensor([[1, 3, 1, 4], [2, 4, 3, 4]]) targets = [{'boxes': boxes}] self.assertRaises(ValueError, model, x, targets=targets) def _test_video_model(self, name, dev): # the default input shape is # bs * num_channels * clip_len * h *w input_shape = (1, 3, 4, 112, 112) # test both basicblock and Bottleneck model = models.video.__dict__[name](num_classes=50) model.eval().to(device=dev) # RNG always on CPU, to ensure x in cuda tests is bitwise identical to x in cpu tests x = torch.rand(input_shape).to(device=dev) out = model(x) self.checkModule(model, name, (x,)) self.assertEqual(out.shape[-1], 50) if dev == "cuda": with torch.cuda.amp.autocast(): out = model(x) self.assertEqual(out.shape[-1], 50) def _make_sliced_model(self, model, stop_layer): layers = OrderedDict() for name, layer in model.named_children(): layers[name] = layer if name == stop_layer: break new_model = torch.nn.Sequential(layers) return new_model def test_memory_efficient_densenet(self): input_shape = (1, 3, 300, 300) x = torch.rand(input_shape) for name in ['densenet121', 'densenet169', 'densenet201', 'densenet161']: model1 = models.__dict__[name](num_classes=50, memory_efficient=True) params = model1.state_dict() num_params = sum([x.numel() for x in model1.parameters()]) model1.eval() out1 = model1(x) out1.sum().backward() num_grad = sum([x.grad.numel() for x in model1.parameters() if x.grad is not None]) model2 = models.__dict__[name](num_classes=50, memory_efficient=False) model2.load_state_dict(params) model2.eval() out2 = model2(x) max_diff = (out1 - out2).abs().max() self.assertTrue(num_params == num_grad) self.assertTrue(max_diff < 1e-5) def test_resnet_dilation(self): # TODO improve tests to also check that each layer has the right dimensionality for i in product([False, True], [False, True], [False, True]): model = models.__dict__["resnet50"](replace_stride_with_dilation=i) model = self._make_sliced_model(model, stop_layer="layer4") model.eval() x = torch.rand(1, 3, 224, 224) out = model(x) f = 2 ** sum(i) self.assertEqual(out.shape, (1, 2048, 7 * f, 7 * f)) def test_mobilenetv2_residual_setting(self): model = models.__dict__["mobilenet_v2"](inverted_residual_setting=[[1, 16, 1, 1], [6, 24, 2, 2]]) model.eval() x = torch.rand(1, 3, 224, 224) out = model(x) self.assertEqual(out.shape[-1], 1000) def test_mobilenetv2_norm_layer(self): model = models.__dict__["mobilenet_v2"]() self.assertTrue(any(isinstance(x, nn.BatchNorm2d) for x in model.modules())) def get_gn(num_channels): return nn.GroupNorm(32, num_channels) model = models.__dict__["mobilenet_v2"](norm_layer=get_gn) self.assertFalse(any(isinstance(x, nn.BatchNorm2d) for x in model.modules())) self.assertTrue(any(isinstance(x, nn.GroupNorm) for x in model.modules())) def test_fasterrcnn_double(self): model = models.detection.fasterrcnn_resnet50_fpn(num_classes=50, pretrained_backbone=False) model.double() model.eval() input_shape = (3, 300, 300) x = torch.rand(input_shape, dtype=torch.float64) model_input = [x] out = model(model_input) self.assertIs(model_input[0], x) self.assertEqual(len(out), 1) self.assertTrue("boxes" in out[0]) self.assertTrue("scores" in out[0]) self.assertTrue("labels" in out[0]) def test_googlenet_eval(self): m = torch.jit.script(models.googlenet(pretrained=True).eval()) self.checkModule(m, "googlenet", torch.rand(1, 3, 224, 224)) @unittest.skipIf(not torch.cuda.is_available(), 'needs GPU') def test_fasterrcnn_switch_devices(self): def checkOut(out): self.assertEqual(len(out), 1) self.assertTrue("boxes" in out[0]) self.assertTrue("scores" in out[0]) self.assertTrue("labels" in out[0]) model = models.detection.fasterrcnn_resnet50_fpn(num_classes=50, pretrained_backbone=False) model.cuda() model.eval() input_shape = (3, 300, 300) x = torch.rand(input_shape, device='cuda') model_input = [x] out = model(model_input) self.assertIs(model_input[0], x) checkOut(out) with torch.cuda.amp.autocast(): out = model(model_input) checkOut(out) # now switch to cpu and make sure it works model.cpu() x = x.cpu() out_cpu = model([x]) checkOut(out_cpu) def test_generalizedrcnn_transform_repr(self): min_size, max_size = 224, 299 image_mean = [0.485, 0.456, 0.406] image_std = [0.229, 0.224, 0.225] t = models.detection.transform.GeneralizedRCNNTransform(min_size=min_size, max_size=max_size, image_mean=image_mean, image_std=image_std) # Check integrity of object __repr__ attribute expected_string = 'GeneralizedRCNNTransform(' _indent = '\n ' expected_string += '{0}Normalize(mean={1}, std={2})'.format(_indent, image_mean, image_std) expected_string += '{0}Resize(min_size=({1},), max_size={2}, '.format(_indent, min_size, max_size) expected_string += "mode='bilinear')\n)" self.assertEqual(t.__repr__(), expected_string) _devs = ["cpu", "cuda"] if torch.cuda.is_available() else ["cpu"] for model_name in get_available_classification_models(): for dev in _devs: # for-loop bodies don't define scopes, so we have to save the variables # we want to close over in some way def do_test(self, model_name=model_name, dev=dev): input_shape = (1, 3, 224, 224) if model_name in ['inception_v3']: input_shape = (1, 3, 299, 299) self._test_classification_model(model_name, input_shape, dev) setattr(ModelTester, "test_" + model_name + "_" + dev, do_test) for model_name in get_available_segmentation_models(): for dev in _devs: # for-loop bodies don't define scopes, so we have to save the variables # we want to close over in some way def do_test(self, model_name=model_name, dev=dev): self._test_segmentation_model(model_name, dev) setattr(ModelTester, "test_" + model_name + "_" + dev, do_test) for model_name in get_available_detection_models(): for dev in _devs: # for-loop bodies don't define scopes, so we have to save the variables # we want to close over in some way def do_test(self, model_name=model_name, dev=dev): self._test_detection_model(model_name, dev) setattr(ModelTester, "test_" + model_name + "_" + dev, do_test) def do_validation_test(self, model_name=model_name): self._test_detection_model_validation(model_name) setattr(ModelTester, "test_" + model_name + "_validation", do_validation_test) for model_name in get_available_video_models(): for dev in _devs: def do_test(self, model_name=model_name, dev=dev): self._test_video_model(model_name, dev) setattr(ModelTester, "test_" + model_name + "_" + dev, do_test) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_models_detection_negative_samples.py000066400000000000000000000117671376231312300243640ustar00rootroot00000000000000import torch import torchvision.models from torchvision.ops import MultiScaleRoIAlign from torchvision.models.detection.rpn import AnchorGenerator, RPNHead, RegionProposalNetwork from torchvision.models.detection.roi_heads import RoIHeads from torchvision.models.detection.faster_rcnn import FastRCNNPredictor, TwoMLPHead import unittest class Tester(unittest.TestCase): def _make_empty_sample(self, add_masks=False, add_keypoints=False): images = [torch.rand((3, 100, 100), dtype=torch.float32)] boxes = torch.zeros((0, 4), dtype=torch.float32) negative_target = {"boxes": boxes, "labels": torch.zeros(0, dtype=torch.int64), "image_id": 4, "area": (boxes[:, 3] - boxes[:, 1]) * (boxes[:, 2] - boxes[:, 0]), "iscrowd": torch.zeros((0,), dtype=torch.int64)} if add_masks: negative_target["masks"] = torch.zeros(0, 100, 100, dtype=torch.uint8) if add_keypoints: negative_target["keypoints"] = torch.zeros(17, 0, 3, dtype=torch.float32) targets = [negative_target] return images, targets def test_targets_to_anchors(self): _, targets = self._make_empty_sample() anchors = [torch.randint(-50, 50, (3, 4), dtype=torch.float32)] anchor_sizes = ((32,), (64,), (128,), (256,), (512,)) aspect_ratios = ((0.5, 1.0, 2.0),) * len(anchor_sizes) rpn_anchor_generator = AnchorGenerator( anchor_sizes, aspect_ratios ) rpn_head = RPNHead(4, rpn_anchor_generator.num_anchors_per_location()[0]) head = RegionProposalNetwork( rpn_anchor_generator, rpn_head, 0.5, 0.3, 256, 0.5, 2000, 2000, 0.7) labels, matched_gt_boxes = head.assign_targets_to_anchors(anchors, targets) self.assertEqual(labels[0].sum(), 0) self.assertEqual(labels[0].shape, torch.Size([anchors[0].shape[0]])) self.assertEqual(labels[0].dtype, torch.float32) self.assertEqual(matched_gt_boxes[0].sum(), 0) self.assertEqual(matched_gt_boxes[0].shape, anchors[0].shape) self.assertEqual(matched_gt_boxes[0].dtype, torch.float32) def test_assign_targets_to_proposals(self): proposals = [torch.randint(-50, 50, (20, 4), dtype=torch.float32)] gt_boxes = [torch.zeros((0, 4), dtype=torch.float32)] gt_labels = [torch.tensor([[0]], dtype=torch.int64)] box_roi_pool = MultiScaleRoIAlign( featmap_names=['0', '1', '2', '3'], output_size=7, sampling_ratio=2) resolution = box_roi_pool.output_size[0] representation_size = 1024 box_head = TwoMLPHead( 4 * resolution ** 2, representation_size) representation_size = 1024 box_predictor = FastRCNNPredictor( representation_size, 2) roi_heads = RoIHeads( # Box box_roi_pool, box_head, box_predictor, 0.5, 0.5, 512, 0.25, None, 0.05, 0.5, 100) matched_idxs, labels = roi_heads.assign_targets_to_proposals(proposals, gt_boxes, gt_labels) self.assertEqual(matched_idxs[0].sum(), 0) self.assertEqual(matched_idxs[0].shape, torch.Size([proposals[0].shape[0]])) self.assertEqual(matched_idxs[0].dtype, torch.int64) self.assertEqual(labels[0].sum(), 0) self.assertEqual(labels[0].shape, torch.Size([proposals[0].shape[0]])) self.assertEqual(labels[0].dtype, torch.int64) def test_forward_negative_sample_frcnn(self): model = torchvision.models.detection.fasterrcnn_resnet50_fpn( num_classes=2, min_size=100, max_size=100) images, targets = self._make_empty_sample() loss_dict = model(images, targets) self.assertEqual(loss_dict["loss_box_reg"], torch.tensor(0.)) self.assertEqual(loss_dict["loss_rpn_box_reg"], torch.tensor(0.)) def test_forward_negative_sample_mrcnn(self): model = torchvision.models.detection.maskrcnn_resnet50_fpn( num_classes=2, min_size=100, max_size=100) images, targets = self._make_empty_sample(add_masks=True) loss_dict = model(images, targets) self.assertEqual(loss_dict["loss_box_reg"], torch.tensor(0.)) self.assertEqual(loss_dict["loss_rpn_box_reg"], torch.tensor(0.)) self.assertEqual(loss_dict["loss_mask"], torch.tensor(0.)) def test_forward_negative_sample_krcnn(self): model = torchvision.models.detection.keypointrcnn_resnet50_fpn( num_classes=2, min_size=100, max_size=100) images, targets = self._make_empty_sample(add_keypoints=True) loss_dict = model(images, targets) self.assertEqual(loss_dict["loss_box_reg"], torch.tensor(0.)) self.assertEqual(loss_dict["loss_rpn_box_reg"], torch.tensor(0.)) self.assertEqual(loss_dict["loss_keypoint"], torch.tensor(0.)) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_models_detection_utils.py000066400000000000000000000112711376231312300221640ustar00rootroot00000000000000import copy import torch from torchvision.models.detection import _utils from torchvision.models.detection.transform import GeneralizedRCNNTransform import unittest from torchvision.models.detection import fasterrcnn_resnet50_fpn, maskrcnn_resnet50_fpn, keypointrcnn_resnet50_fpn class Tester(unittest.TestCase): def test_balanced_positive_negative_sampler(self): sampler = _utils.BalancedPositiveNegativeSampler(4, 0.25) # keep all 6 negatives first, then add 3 positives, last two are ignore matched_idxs = [torch.tensor([0, 0, 0, 0, 0, 0, 1, 1, 1, -1, -1])] pos, neg = sampler(matched_idxs) # we know the number of elements that should be sampled for the positive (1) # and the negative (3), and their location. Let's make sure that they are # there self.assertEqual(pos[0].sum(), 1) self.assertEqual(pos[0][6:9].sum(), 1) self.assertEqual(neg[0].sum(), 3) self.assertEqual(neg[0][0:6].sum(), 3) def test_fasterrcnn_resnet50_fpn_frozen_layers(self): # we know how many initial layers and parameters of the network should # be frozen for each trainable_backbone_layers paramter value # i.e all 53 params are frozen if trainable_backbone_layers=0 # ad first 24 params are frozen if trainable_backbone_layers=2 expected_frozen_params = {0: 53, 1: 43, 2: 24, 3: 11, 4: 1, 5: 0} for train_layers, exp_froz_params in expected_frozen_params.items(): model = fasterrcnn_resnet50_fpn(pretrained=True, progress=False, num_classes=91, pretrained_backbone=False, trainable_backbone_layers=train_layers) # boolean list that is true if the param at that index is frozen is_frozen = [not parameter.requires_grad for _, parameter in model.named_parameters()] # check that expected initial number of layers are frozen self.assertTrue(all(is_frozen[:exp_froz_params])) def test_maskrcnn_resnet50_fpn_frozen_layers(self): # we know how many initial layers and parameters of the maskrcnn should # be frozen for each trainable_backbone_layers paramter value # i.e all 53 params are frozen if trainable_backbone_layers=0 # ad first 24 params are frozen if trainable_backbone_layers=2 expected_frozen_params = {0: 53, 1: 43, 2: 24, 3: 11, 4: 1, 5: 0} for train_layers, exp_froz_params in expected_frozen_params.items(): model = maskrcnn_resnet50_fpn(pretrained=True, progress=False, num_classes=91, pretrained_backbone=False, trainable_backbone_layers=train_layers) # boolean list that is true if the parameter at that index is frozen is_frozen = [not parameter.requires_grad for _, parameter in model.named_parameters()] # check that expected initial number of layers in maskrcnn are frozen self.assertTrue(all(is_frozen[:exp_froz_params])) def test_keypointrcnn_resnet50_fpn_frozen_layers(self): # we know how many initial layers and parameters of the keypointrcnn should # be frozen for each trainable_backbone_layers paramter value # i.e all 53 params are frozen if trainable_backbone_layers=0 # ad first 24 params are frozen if trainable_backbone_layers=2 expected_frozen_params = {0: 53, 1: 43, 2: 24, 3: 11, 4: 1, 5: 0} for train_layers, exp_froz_params in expected_frozen_params.items(): model = keypointrcnn_resnet50_fpn(pretrained=True, progress=False, num_classes=2, pretrained_backbone=False, trainable_backbone_layers=train_layers) # boolean list that is true if the parameter at that index is frozen is_frozen = [not parameter.requires_grad for _, parameter in model.named_parameters()] # check that expected initial number of layers in keypointrcnn are frozen self.assertTrue(all(is_frozen[:exp_froz_params])) def test_transform_copy_targets(self): transform = GeneralizedRCNNTransform(300, 500, torch.zeros(3), torch.ones(3)) image = [torch.rand(3, 200, 300), torch.rand(3, 200, 200)] targets = [{'boxes': torch.rand(3, 4)}, {'boxes': torch.rand(2, 4)}] targets_copy = copy.deepcopy(targets) out = transform(image, targets) # noqa: F841 self.assertTrue(torch.equal(targets[0]['boxes'], targets_copy[0]['boxes'])) self.assertTrue(torch.equal(targets[1]['boxes'], targets_copy[1]['boxes'])) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_onnx.py000066400000000000000000000520151376231312300164060ustar00rootroot00000000000000import io import torch from torchvision import ops from torchvision import models from torchvision.models.detection.image_list import ImageList from torchvision.models.detection.transform import GeneralizedRCNNTransform from torchvision.models.detection.rpn import AnchorGenerator, RPNHead, RegionProposalNetwork from torchvision.models.detection.backbone_utils import resnet_fpn_backbone from torchvision.models.detection.roi_heads import RoIHeads from torchvision.models.detection.faster_rcnn import FastRCNNPredictor, TwoMLPHead from torchvision.models.detection.mask_rcnn import MaskRCNNHeads, MaskRCNNPredictor from collections import OrderedDict # onnxruntime requires python 3.5 or above try: import onnxruntime except ImportError: onnxruntime = None import unittest from torchvision.ops._register_onnx_ops import _onnx_opset_version @unittest.skipIf(onnxruntime is None, 'ONNX Runtime unavailable') class ONNXExporterTester(unittest.TestCase): @classmethod def setUpClass(cls): torch.manual_seed(123) def run_model(self, model, inputs_list, tolerate_small_mismatch=False, do_constant_folding=True, dynamic_axes=None, output_names=None, input_names=None): model.eval() onnx_io = io.BytesIO() # export to onnx with the first input torch.onnx.export(model, inputs_list[0], onnx_io, do_constant_folding=do_constant_folding, opset_version=_onnx_opset_version, dynamic_axes=dynamic_axes, input_names=input_names, output_names=output_names) # validate the exported model with onnx runtime for test_inputs in inputs_list: with torch.no_grad(): if isinstance(test_inputs, torch.Tensor) or \ isinstance(test_inputs, list): test_inputs = (test_inputs,) test_ouputs = model(*test_inputs) if isinstance(test_ouputs, torch.Tensor): test_ouputs = (test_ouputs,) self.ort_validate(onnx_io, test_inputs, test_ouputs, tolerate_small_mismatch) def ort_validate(self, onnx_io, inputs, outputs, tolerate_small_mismatch=False): inputs, _ = torch.jit._flatten(inputs) outputs, _ = torch.jit._flatten(outputs) def to_numpy(tensor): if tensor.requires_grad: return tensor.detach().cpu().numpy() else: return tensor.cpu().numpy() inputs = list(map(to_numpy, inputs)) outputs = list(map(to_numpy, outputs)) ort_session = onnxruntime.InferenceSession(onnx_io.getvalue()) # compute onnxruntime output prediction ort_inputs = dict((ort_session.get_inputs()[i].name, inpt) for i, inpt in enumerate(inputs)) ort_outs = ort_session.run(None, ort_inputs) for i in range(0, len(outputs)): try: torch.testing.assert_allclose(outputs[i], ort_outs[i], rtol=1e-03, atol=1e-05) except AssertionError as error: if tolerate_small_mismatch: self.assertIn("(0.00%)", str(error), str(error)) else: raise @unittest.skip("Disable test until Split w/ zero sizes is implemented in ORT") def test_new_empty_tensor(self): class Module(torch.nn.Module): def __init__(self): super(Module, self).__init__() self.conv2 = ops.misc.ConvTranspose2d(16, 33, (3, 5)) def forward(self, input2): return self.conv2(input2) input = torch.rand(0, 16, 10, 10) test_input = torch.rand(0, 16, 20, 20) self.run_model(Module(), [(input, ), (test_input,)], do_constant_folding=False) def test_nms(self): boxes = torch.rand(5, 4) boxes[:, 2:] += torch.rand(5, 2) scores = torch.randn(5) class Module(torch.nn.Module): def forward(self, boxes, scores): return ops.nms(boxes, scores, 0.5) self.run_model(Module(), [(boxes, scores)]) def test_clip_boxes_to_image(self): boxes = torch.randn(5, 4) * 500 boxes[:, 2:] += boxes[:, :2] size = torch.randn(200, 300) size_2 = torch.randn(300, 400) class Module(torch.nn.Module): def forward(self, boxes, size): return ops.boxes.clip_boxes_to_image(boxes, size.shape) self.run_model(Module(), [(boxes, size), (boxes, size_2)], input_names=["boxes", "size"], dynamic_axes={"size": [0, 1]}) def test_roi_align(self): x = torch.rand(1, 1, 10, 10, dtype=torch.float32) single_roi = torch.tensor([[0, 0, 0, 4, 4]], dtype=torch.float32) model = ops.RoIAlign((5, 5), 1, 2) self.run_model(model, [(x, single_roi)]) def test_roi_align_aligned(self): x = torch.rand(1, 1, 10, 10, dtype=torch.float32) single_roi = torch.tensor([[0, 1.5, 1.5, 3, 3]], dtype=torch.float32) model = ops.RoIAlign((5, 5), 1, 2, aligned=True) self.run_model(model, [(x, single_roi)]) x = torch.rand(1, 1, 10, 10, dtype=torch.float32) single_roi = torch.tensor([[0, 0.2, 0.3, 4.5, 3.5]], dtype=torch.float32) model = ops.RoIAlign((5, 5), 0.5, 3, aligned=True) self.run_model(model, [(x, single_roi)]) x = torch.rand(1, 1, 10, 10, dtype=torch.float32) single_roi = torch.tensor([[0, 0.2, 0.3, 4.5, 3.5]], dtype=torch.float32) model = ops.RoIAlign((5, 5), 1.8, 2, aligned=True) self.run_model(model, [(x, single_roi)]) x = torch.rand(1, 1, 10, 10, dtype=torch.float32) single_roi = torch.tensor([[0, 0.2, 0.3, 4.5, 3.5]], dtype=torch.float32) model = ops.RoIAlign((2, 2), 2.5, 0, aligned=True) self.run_model(model, [(x, single_roi)]) @unittest.skip # Issue in exporting ROIAlign with aligned = True for malformed boxes def test_roi_align_malformed_boxes(self): x = torch.randn(1, 1, 10, 10, dtype=torch.float32) single_roi = torch.tensor([[0, 2, 0.3, 1.5, 1.5]], dtype=torch.float32) model = ops.RoIAlign((5, 5), 1, 1, aligned=True) self.run_model(model, [(x, single_roi)]) def test_roi_pool(self): x = torch.rand(1, 1, 10, 10, dtype=torch.float32) rois = torch.tensor([[0, 0, 0, 4, 4]], dtype=torch.float32) pool_h = 5 pool_w = 5 model = ops.RoIPool((pool_h, pool_w), 2) self.run_model(model, [(x, rois)]) def test_resize_images(self): class TransformModule(torch.nn.Module): def __init__(self_module): super(TransformModule, self_module).__init__() self_module.transform = self._init_test_generalized_rcnn_transform() def forward(self_module, images): return self_module.transform.resize(images, None)[0] input = torch.rand(3, 10, 20) input_test = torch.rand(3, 100, 150) self.run_model(TransformModule(), [(input,), (input_test,)], input_names=["input1"], dynamic_axes={"input1": [0, 1, 2, 3]}) def test_transform_images(self): class TransformModule(torch.nn.Module): def __init__(self_module): super(TransformModule, self_module).__init__() self_module.transform = self._init_test_generalized_rcnn_transform() def forward(self_module, images): return self_module.transform(images)[0].tensors input = torch.rand(3, 100, 200), torch.rand(3, 200, 200) input_test = torch.rand(3, 100, 200), torch.rand(3, 200, 200) self.run_model(TransformModule(), [(input,), (input_test,)]) def _init_test_generalized_rcnn_transform(self): min_size = 100 max_size = 200 image_mean = [0.485, 0.456, 0.406] image_std = [0.229, 0.224, 0.225] transform = GeneralizedRCNNTransform(min_size, max_size, image_mean, image_std) return transform def _init_test_rpn(self): anchor_sizes = ((32,), (64,), (128,), (256,), (512,)) aspect_ratios = ((0.5, 1.0, 2.0),) * len(anchor_sizes) rpn_anchor_generator = AnchorGenerator(anchor_sizes, aspect_ratios) out_channels = 256 rpn_head = RPNHead(out_channels, rpn_anchor_generator.num_anchors_per_location()[0]) rpn_fg_iou_thresh = 0.7 rpn_bg_iou_thresh = 0.3 rpn_batch_size_per_image = 256 rpn_positive_fraction = 0.5 rpn_pre_nms_top_n = dict(training=2000, testing=1000) rpn_post_nms_top_n = dict(training=2000, testing=1000) rpn_nms_thresh = 0.7 rpn = RegionProposalNetwork( rpn_anchor_generator, rpn_head, rpn_fg_iou_thresh, rpn_bg_iou_thresh, rpn_batch_size_per_image, rpn_positive_fraction, rpn_pre_nms_top_n, rpn_post_nms_top_n, rpn_nms_thresh) return rpn def _init_test_roi_heads_faster_rcnn(self): out_channels = 256 num_classes = 91 box_fg_iou_thresh = 0.5 box_bg_iou_thresh = 0.5 box_batch_size_per_image = 512 box_positive_fraction = 0.25 bbox_reg_weights = None box_score_thresh = 0.05 box_nms_thresh = 0.5 box_detections_per_img = 100 box_roi_pool = ops.MultiScaleRoIAlign( featmap_names=['0', '1', '2', '3'], output_size=7, sampling_ratio=2) resolution = box_roi_pool.output_size[0] representation_size = 1024 box_head = TwoMLPHead( out_channels * resolution ** 2, representation_size) representation_size = 1024 box_predictor = FastRCNNPredictor( representation_size, num_classes) roi_heads = RoIHeads( box_roi_pool, box_head, box_predictor, box_fg_iou_thresh, box_bg_iou_thresh, box_batch_size_per_image, box_positive_fraction, bbox_reg_weights, box_score_thresh, box_nms_thresh, box_detections_per_img) return roi_heads def get_features(self, images): s0, s1 = images.shape[-2:] features = [ ('0', torch.rand(2, 256, s0 // 4, s1 // 4)), ('1', torch.rand(2, 256, s0 // 8, s1 // 8)), ('2', torch.rand(2, 256, s0 // 16, s1 // 16)), ('3', torch.rand(2, 256, s0 // 32, s1 // 32)), ('4', torch.rand(2, 256, s0 // 64, s1 // 64)), ] features = OrderedDict(features) return features def test_rpn(self): class RPNModule(torch.nn.Module): def __init__(self_module): super(RPNModule, self_module).__init__() self_module.rpn = self._init_test_rpn() def forward(self_module, images, features): images = ImageList(images, [i.shape[-2:] for i in images]) return self_module.rpn(images, features) images = torch.rand(2, 3, 150, 150) features = self.get_features(images) images2 = torch.rand(2, 3, 80, 80) test_features = self.get_features(images2) model = RPNModule() model.eval() model(images, features) self.run_model(model, [(images, features), (images2, test_features)], tolerate_small_mismatch=True, input_names=["input1", "input2", "input3", "input4", "input5", "input6"], dynamic_axes={"input1": [0, 1, 2, 3], "input2": [0, 1, 2, 3], "input3": [0, 1, 2, 3], "input4": [0, 1, 2, 3], "input5": [0, 1, 2, 3], "input6": [0, 1, 2, 3]}) def test_multi_scale_roi_align(self): class TransformModule(torch.nn.Module): def __init__(self): super(TransformModule, self).__init__() self.model = ops.MultiScaleRoIAlign(['feat1', 'feat2'], 3, 2) self.image_sizes = [(512, 512)] def forward(self, input, boxes): return self.model(input, boxes, self.image_sizes) i = OrderedDict() i['feat1'] = torch.rand(1, 5, 64, 64) i['feat2'] = torch.rand(1, 5, 16, 16) boxes = torch.rand(6, 4) * 256 boxes[:, 2:] += boxes[:, :2] i1 = OrderedDict() i1['feat1'] = torch.rand(1, 5, 64, 64) i1['feat2'] = torch.rand(1, 5, 16, 16) boxes1 = torch.rand(6, 4) * 256 boxes1[:, 2:] += boxes1[:, :2] self.run_model(TransformModule(), [(i, [boxes],), (i1, [boxes1],)]) def test_roi_heads(self): class RoiHeadsModule(torch.nn.Module): def __init__(self_module): super(RoiHeadsModule, self_module).__init__() self_module.transform = self._init_test_generalized_rcnn_transform() self_module.rpn = self._init_test_rpn() self_module.roi_heads = self._init_test_roi_heads_faster_rcnn() def forward(self_module, images, features): original_image_sizes = [img.shape[-2:] for img in images] images = ImageList(images, [i.shape[-2:] for i in images]) proposals, _ = self_module.rpn(images, features) detections, _ = self_module.roi_heads(features, proposals, images.image_sizes) detections = self_module.transform.postprocess(detections, images.image_sizes, original_image_sizes) return detections images = torch.rand(2, 3, 100, 100) features = self.get_features(images) images2 = torch.rand(2, 3, 150, 150) test_features = self.get_features(images2) model = RoiHeadsModule() model.eval() model(images, features) self.run_model(model, [(images, features), (images2, test_features)], tolerate_small_mismatch=True, input_names=["input1", "input2", "input3", "input4", "input5", "input6"], dynamic_axes={"input1": [0, 1, 2, 3], "input2": [0, 1, 2, 3], "input3": [0, 1, 2, 3], "input4": [0, 1, 2, 3], "input5": [0, 1, 2, 3], "input6": [0, 1, 2, 3]}) def get_image_from_url(self, url, size=None): import requests from PIL import Image from io import BytesIO from torchvision import transforms data = requests.get(url) image = Image.open(BytesIO(data.content)).convert("RGB") if size is None: size = (300, 200) image = image.resize(size, Image.BILINEAR) to_tensor = transforms.ToTensor() return to_tensor(image) def get_test_images(self): image_url = "http://farm3.staticflickr.com/2469/3915380994_2e611b1779_z.jpg" image = self.get_image_from_url(url=image_url, size=(100, 320)) image_url2 = "https://pytorch.org/tutorials/_static/img/tv_tutorial/tv_image05.png" image2 = self.get_image_from_url(url=image_url2, size=(250, 380)) images = [image] test_images = [image2] return images, test_images def test_faster_rcnn(self): images, test_images = self.get_test_images() dummy_image = [torch.ones(3, 100, 100) * 0.3] model = models.detection.faster_rcnn.fasterrcnn_resnet50_fpn(pretrained=True, min_size=200, max_size=300) model.eval() model(images) # Test exported model on images of different size, or dummy input self.run_model(model, [(images,), (test_images,), (dummy_image,)], input_names=["images_tensors"], output_names=["outputs"], dynamic_axes={"images_tensors": [0, 1, 2, 3], "outputs": [0, 1, 2, 3]}, tolerate_small_mismatch=True) # Test exported model for an image with no detections on other images self.run_model(model, [(dummy_image,), (images,)], input_names=["images_tensors"], output_names=["outputs"], dynamic_axes={"images_tensors": [0, 1, 2, 3], "outputs": [0, 1, 2, 3]}, tolerate_small_mismatch=True) # Verify that paste_mask_in_image beahves the same in tracing. # This test also compares both paste_masks_in_image and _onnx_paste_masks_in_image # (since jit_trace witll call _onnx_paste_masks_in_image). def test_paste_mask_in_image(self): # disable profiling torch._C._jit_set_profiling_executor(False) torch._C._jit_set_profiling_mode(False) masks = torch.rand(10, 1, 26, 26) boxes = torch.rand(10, 4) boxes[:, 2:] += torch.rand(10, 2) boxes *= 50 o_im_s = (100, 100) from torchvision.models.detection.roi_heads import paste_masks_in_image out = paste_masks_in_image(masks, boxes, o_im_s) jit_trace = torch.jit.trace(paste_masks_in_image, (masks, boxes, [torch.tensor(o_im_s[0]), torch.tensor(o_im_s[1])])) out_trace = jit_trace(masks, boxes, [torch.tensor(o_im_s[0]), torch.tensor(o_im_s[1])]) assert torch.all(out.eq(out_trace)) masks2 = torch.rand(20, 1, 26, 26) boxes2 = torch.rand(20, 4) boxes2[:, 2:] += torch.rand(20, 2) boxes2 *= 100 o_im_s2 = (200, 200) from torchvision.models.detection.roi_heads import paste_masks_in_image out2 = paste_masks_in_image(masks2, boxes2, o_im_s2) out_trace2 = jit_trace(masks2, boxes2, [torch.tensor(o_im_s2[0]), torch.tensor(o_im_s2[1])]) assert torch.all(out2.eq(out_trace2)) def test_mask_rcnn(self): images, test_images = self.get_test_images() dummy_image = [torch.ones(3, 100, 100) * 0.3] model = models.detection.mask_rcnn.maskrcnn_resnet50_fpn(pretrained=True, min_size=200, max_size=300) model.eval() model(images) # Test exported model on images of different size, or dummy input self.run_model(model, [(images,), (test_images,), (dummy_image,)], input_names=["images_tensors"], output_names=["boxes", "labels", "scores", "masks"], dynamic_axes={"images_tensors": [0, 1, 2, 3], "boxes": [0, 1], "labels": [0], "scores": [0], "masks": [0, 1, 2, 3]}, tolerate_small_mismatch=True) # TODO: enable this test once dynamic model export is fixed # Test exported model for an image with no detections on other images self.run_model(model, [(dummy_image,), (images,)], input_names=["images_tensors"], output_names=["boxes", "labels", "scores", "masks"], dynamic_axes={"images_tensors": [0, 1, 2, 3], "boxes": [0, 1], "labels": [0], "scores": [0], "masks": [0, 1, 2, 3]}, tolerate_small_mismatch=True) # Verify that heatmaps_to_keypoints behaves the same in tracing. # This test also compares both heatmaps_to_keypoints and _onnx_heatmaps_to_keypoints # (since jit_trace witll call _heatmaps_to_keypoints). # @unittest.skip("Disable test until Resize bug fixed in ORT") def test_heatmaps_to_keypoints(self): # disable profiling torch._C._jit_set_profiling_executor(False) torch._C._jit_set_profiling_mode(False) maps = torch.rand(10, 1, 26, 26) rois = torch.rand(10, 4) from torchvision.models.detection.roi_heads import heatmaps_to_keypoints out = heatmaps_to_keypoints(maps, rois) jit_trace = torch.jit.trace(heatmaps_to_keypoints, (maps, rois)) out_trace = jit_trace(maps, rois) assert torch.all(out[0].eq(out_trace[0])) assert torch.all(out[1].eq(out_trace[1])) maps2 = torch.rand(20, 2, 21, 21) rois2 = torch.rand(20, 4) from torchvision.models.detection.roi_heads import heatmaps_to_keypoints out2 = heatmaps_to_keypoints(maps2, rois2) out_trace2 = jit_trace(maps2, rois2) assert torch.all(out2[0].eq(out_trace2[0])) assert torch.all(out2[1].eq(out_trace2[1])) def test_keypoint_rcnn(self): images, test_images = self.get_test_images() dummy_images = [torch.ones(3, 100, 100) * 0.3] model = models.detection.keypoint_rcnn.keypointrcnn_resnet50_fpn(pretrained=True, min_size=200, max_size=300) model.eval() model(images) self.run_model(model, [(images,), (test_images,), (dummy_images,)], input_names=["images_tensors"], output_names=["outputs1", "outputs2", "outputs3", "outputs4"], dynamic_axes={"images_tensors": [0, 1, 2, 3]}, tolerate_small_mismatch=True) self.run_model(model, [(dummy_images,), (test_images,)], input_names=["images_tensors"], output_names=["outputs1", "outputs2", "outputs3", "outputs4"], dynamic_axes={"images_tensors": [0, 1, 2, 3]}, tolerate_small_mismatch=True) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_ops.py000066400000000000000000001052721376231312300162310ustar00rootroot00000000000000import math import unittest import numpy as np import torch from torch import Tensor from torch.autograd import gradcheck from torch.jit.annotations import Tuple from torch.nn.modules.utils import _pair from torchvision import ops class OpTester(object): @classmethod def setUpClass(cls): cls.dtype = torch.float64 def test_forward_cpu_contiguous(self): self._test_forward(device=torch.device('cpu'), contiguous=True) def test_forward_cpu_non_contiguous(self): self._test_forward(device=torch.device('cpu'), contiguous=False) def test_backward_cpu_contiguous(self): self._test_backward(device=torch.device('cpu'), contiguous=True) def test_backward_cpu_non_contiguous(self): self._test_backward(device=torch.device('cpu'), contiguous=False) @unittest.skipIf(not torch.cuda.is_available(), "CUDA unavailable") def test_forward_cuda_contiguous(self): self._test_forward(device=torch.device('cuda'), contiguous=True) @unittest.skipIf(not torch.cuda.is_available(), "CUDA unavailable") def test_forward_cuda_non_contiguous(self): self._test_forward(device=torch.device('cuda'), contiguous=False) @unittest.skipIf(not torch.cuda.is_available(), "CUDA unavailable") def test_backward_cuda_contiguous(self): self._test_backward(device=torch.device('cuda'), contiguous=True) @unittest.skipIf(not torch.cuda.is_available(), "CUDA unavailable") def test_backward_cuda_non_contiguous(self): self._test_backward(device=torch.device('cuda'), contiguous=False) def _test_forward(self, device, contiguous): pass def _test_backward(self, device, contiguous): pass class RoIOpTester(OpTester): def _test_forward(self, device, contiguous, x_dtype=None, rois_dtype=None): x_dtype = self.dtype if x_dtype is None else x_dtype rois_dtype = self.dtype if rois_dtype is None else rois_dtype pool_size = 5 # n_channels % (pool_size ** 2) == 0 required for PS opeartions. n_channels = 2 * (pool_size ** 2) x = torch.rand(2, n_channels, 10, 10, dtype=x_dtype, device=device) if not contiguous: x = x.permute(0, 1, 3, 2) rois = torch.tensor([[0, 0, 0, 9, 9], # format is (xyxy) [0, 0, 5, 4, 9], [0, 5, 5, 9, 9], [1, 0, 0, 9, 9]], dtype=rois_dtype, device=device) pool_h, pool_w = pool_size, pool_size y = self.fn(x, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1) # the following should be true whether we're running an autocast test or not. self.assertTrue(y.dtype == x.dtype) gt_y = self.expected_fn(x, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1, device=device, dtype=self.dtype) tol = 1e-3 if (x_dtype is torch.half or rois_dtype is torch.half) else 1e-5 self.assertTrue(torch.allclose(gt_y.to(y.dtype), y, rtol=tol, atol=tol)) def _test_backward(self, device, contiguous): pool_size = 2 x = torch.rand(1, 2 * (pool_size ** 2), 5, 5, dtype=self.dtype, device=device, requires_grad=True) if not contiguous: x = x.permute(0, 1, 3, 2) rois = torch.tensor([[0, 0, 0, 4, 4], # format is (xyxy) [0, 0, 2, 3, 4], [0, 2, 2, 4, 4]], dtype=self.dtype, device=device) def func(z): return self.fn(z, rois, pool_size, pool_size, spatial_scale=1, sampling_ratio=1) script_func = self.get_script_fn(rois, pool_size) self.assertTrue(gradcheck(func, (x,))) self.assertTrue(gradcheck(script_func, (x,))) def test_boxes_shape(self): self._test_boxes_shape() def _helper_boxes_shape(self, func): # test boxes as Tensor[N, 5] with self.assertRaises(AssertionError): a = torch.linspace(1, 8 * 8, 8 * 8).reshape(1, 1, 8, 8) boxes = torch.tensor([[0, 0, 3, 3]], dtype=a.dtype) func(a, boxes, output_size=(2, 2)) # test boxes as List[Tensor[N, 4]] with self.assertRaises(AssertionError): a = torch.linspace(1, 8 * 8, 8 * 8).reshape(1, 1, 8, 8) boxes = torch.tensor([[0, 0, 3]], dtype=a.dtype) ops.roi_pool(a, [boxes], output_size=(2, 2)) def fn(*args, **kwargs): pass def get_script_fn(*args, **kwargs): pass def expected_fn(*args, **kwargs): pass class RoIPoolTester(RoIOpTester, unittest.TestCase): def fn(self, x, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1, **kwargs): return ops.RoIPool((pool_h, pool_w), spatial_scale)(x, rois) def get_script_fn(self, rois, pool_size): @torch.jit.script def script_fn(input, rois, pool_size): # type: (Tensor, Tensor, int) -> Tensor return ops.roi_pool(input, rois, pool_size, 1.0)[0] return lambda x: script_fn(x, rois, pool_size) def expected_fn(self, x, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1, device=None, dtype=torch.float64): if device is None: device = torch.device("cpu") n_channels = x.size(1) y = torch.zeros(rois.size(0), n_channels, pool_h, pool_w, dtype=dtype, device=device) def get_slice(k, block): return slice(int(np.floor(k * block)), int(np.ceil((k + 1) * block))) for roi_idx, roi in enumerate(rois): batch_idx = int(roi[0]) j_begin, i_begin, j_end, i_end = (int(round(x.item() * spatial_scale)) for x in roi[1:]) roi_x = x[batch_idx, :, i_begin:i_end + 1, j_begin:j_end + 1] roi_h, roi_w = roi_x.shape[-2:] bin_h = roi_h / pool_h bin_w = roi_w / pool_w for i in range(0, pool_h): for j in range(0, pool_w): bin_x = roi_x[:, get_slice(i, bin_h), get_slice(j, bin_w)] if bin_x.numel() > 0: y[roi_idx, :, i, j] = bin_x.reshape(n_channels, -1).max(dim=1)[0] return y def _test_boxes_shape(self): self._helper_boxes_shape(ops.roi_pool) class PSRoIPoolTester(RoIOpTester, unittest.TestCase): def fn(self, x, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1, **kwargs): return ops.PSRoIPool((pool_h, pool_w), 1)(x, rois) def get_script_fn(self, rois, pool_size): @torch.jit.script def script_fn(input, rois, pool_size): # type: (Tensor, Tensor, int) -> Tensor return ops.ps_roi_pool(input, rois, pool_size, 1.0)[0] return lambda x: script_fn(x, rois, pool_size) def expected_fn(self, x, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1, device=None, dtype=torch.float64): if device is None: device = torch.device("cpu") n_input_channels = x.size(1) self.assertEqual(n_input_channels % (pool_h * pool_w), 0, "input channels must be divisible by ph * pw") n_output_channels = int(n_input_channels / (pool_h * pool_w)) y = torch.zeros(rois.size(0), n_output_channels, pool_h, pool_w, dtype=dtype, device=device) def get_slice(k, block): return slice(int(np.floor(k * block)), int(np.ceil((k + 1) * block))) for roi_idx, roi in enumerate(rois): batch_idx = int(roi[0]) j_begin, i_begin, j_end, i_end = (int(round(x.item() * spatial_scale)) for x in roi[1:]) roi_x = x[batch_idx, :, i_begin:i_end + 1, j_begin:j_end + 1] roi_height = max(i_end - i_begin, 1) roi_width = max(j_end - j_begin, 1) bin_h, bin_w = roi_height / float(pool_h), roi_width / float(pool_w) for i in range(0, pool_h): for j in range(0, pool_w): bin_x = roi_x[:, get_slice(i, bin_h), get_slice(j, bin_w)] if bin_x.numel() > 0: area = bin_x.size(-2) * bin_x.size(-1) for c_out in range(0, n_output_channels): c_in = c_out * (pool_h * pool_w) + pool_w * i + j t = torch.sum(bin_x[c_in, :, :]) y[roi_idx, c_out, i, j] = t / area return y def _test_boxes_shape(self): self._helper_boxes_shape(ops.ps_roi_pool) def bilinear_interpolate(data, y, x, snap_border=False): height, width = data.shape if snap_border: if -1 < y <= 0: y = 0 elif height - 1 <= y < height: y = height - 1 if -1 < x <= 0: x = 0 elif width - 1 <= x < width: x = width - 1 y_low = int(math.floor(y)) x_low = int(math.floor(x)) y_high = y_low + 1 x_high = x_low + 1 wy_h = y - y_low wx_h = x - x_low wy_l = 1 - wy_h wx_l = 1 - wx_h val = 0 for wx, xp in zip((wx_l, wx_h), (x_low, x_high)): for wy, yp in zip((wy_l, wy_h), (y_low, y_high)): if 0 <= yp < height and 0 <= xp < width: val += wx * wy * data[yp, xp] return val class RoIAlignTester(RoIOpTester, unittest.TestCase): def fn(self, x, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1, aligned=False, **kwargs): return ops.RoIAlign((pool_h, pool_w), spatial_scale=spatial_scale, sampling_ratio=sampling_ratio, aligned=aligned)(x, rois) def get_script_fn(self, rois, pool_size): @torch.jit.script def script_fn(input, rois, pool_size): # type: (Tensor, Tensor, int) -> Tensor return ops.roi_align(input, rois, pool_size, 1.0)[0] return lambda x: script_fn(x, rois, pool_size) def expected_fn(self, in_data, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1, aligned=False, device=None, dtype=torch.float64): if device is None: device = torch.device("cpu") n_channels = in_data.size(1) out_data = torch.zeros(rois.size(0), n_channels, pool_h, pool_w, dtype=dtype, device=device) offset = 0.5 if aligned else 0. for r, roi in enumerate(rois): batch_idx = int(roi[0]) j_begin, i_begin, j_end, i_end = (x.item() * spatial_scale - offset for x in roi[1:]) roi_h = i_end - i_begin roi_w = j_end - j_begin bin_h = roi_h / pool_h bin_w = roi_w / pool_w for i in range(0, pool_h): start_h = i_begin + i * bin_h grid_h = sampling_ratio if sampling_ratio > 0 else int(np.ceil(bin_h)) for j in range(0, pool_w): start_w = j_begin + j * bin_w grid_w = sampling_ratio if sampling_ratio > 0 else int(np.ceil(bin_w)) for channel in range(0, n_channels): val = 0 for iy in range(0, grid_h): y = start_h + (iy + 0.5) * bin_h / grid_h for ix in range(0, grid_w): x = start_w + (ix + 0.5) * bin_w / grid_w val += bilinear_interpolate(in_data[batch_idx, channel, :, :], y, x, snap_border=True) val /= grid_h * grid_w out_data[r, channel, i, j] = val return out_data def _test_boxes_shape(self): self._helper_boxes_shape(ops.roi_align) @unittest.skipIf(not torch.cuda.is_available(), "CUDA unavailable") def test_roi_align_autocast(self): for x_dtype in (torch.float, torch.half): for rois_dtype in (torch.float, torch.half): with torch.cuda.amp.autocast(): self._test_forward(torch.device("cuda"), contiguous=False, x_dtype=x_dtype, rois_dtype=rois_dtype) class PSRoIAlignTester(RoIOpTester, unittest.TestCase): def fn(self, x, rois, pool_h, pool_w, spatial_scale=1, sampling_ratio=-1, **kwargs): return ops.PSRoIAlign((pool_h, pool_w), spatial_scale=spatial_scale, sampling_ratio=sampling_ratio)(x, rois) def get_script_fn(self, rois, pool_size): @torch.jit.script def script_fn(input, rois, pool_size): # type: (Tensor, Tensor, int) -> Tensor return ops.ps_roi_align(input, rois, pool_size, 1.0)[0] return lambda x: script_fn(x, rois, pool_size) def expected_fn(self, in_data, rois, pool_h, pool_w, device, spatial_scale=1, sampling_ratio=-1, dtype=torch.float64): if device is None: device = torch.device("cpu") n_input_channels = in_data.size(1) self.assertEqual(n_input_channels % (pool_h * pool_w), 0, "input channels must be divisible by ph * pw") n_output_channels = int(n_input_channels / (pool_h * pool_w)) out_data = torch.zeros(rois.size(0), n_output_channels, pool_h, pool_w, dtype=dtype, device=device) for r, roi in enumerate(rois): batch_idx = int(roi[0]) j_begin, i_begin, j_end, i_end = (x.item() * spatial_scale - 0.5 for x in roi[1:]) roi_h = i_end - i_begin roi_w = j_end - j_begin bin_h = roi_h / pool_h bin_w = roi_w / pool_w for i in range(0, pool_h): start_h = i_begin + i * bin_h grid_h = sampling_ratio if sampling_ratio > 0 else int(np.ceil(bin_h)) for j in range(0, pool_w): start_w = j_begin + j * bin_w grid_w = sampling_ratio if sampling_ratio > 0 else int(np.ceil(bin_w)) for c_out in range(0, n_output_channels): c_in = c_out * (pool_h * pool_w) + pool_w * i + j val = 0 for iy in range(0, grid_h): y = start_h + (iy + 0.5) * bin_h / grid_h for ix in range(0, grid_w): x = start_w + (ix + 0.5) * bin_w / grid_w val += bilinear_interpolate(in_data[batch_idx, c_in, :, :], y, x, snap_border=True) val /= grid_h * grid_w out_data[r, c_out, i, j] = val return out_data def _test_boxes_shape(self): self._helper_boxes_shape(ops.ps_roi_align) class NMSTester(unittest.TestCase): def reference_nms(self, boxes, scores, iou_threshold): """ Args: box_scores (N, 5): boxes in corner-form and probabilities. iou_threshold: intersection over union threshold. Returns: picked: a list of indexes of the kept boxes """ picked = [] _, indexes = scores.sort(descending=True) while len(indexes) > 0: current = indexes[0] picked.append(current.item()) if len(indexes) == 1: break current_box = boxes[current, :] indexes = indexes[1:] rest_boxes = boxes[indexes, :] iou = ops.box_iou(rest_boxes, current_box.unsqueeze(0)).squeeze(1) indexes = indexes[iou <= iou_threshold] return torch.as_tensor(picked) def _create_tensors_with_iou(self, N, iou_thresh): # force last box to have a pre-defined iou with the first box # let b0 be [x0, y0, x1, y1], and b1 be [x0, y0, x1 + d, y1], # then, in order to satisfy ops.iou(b0, b1) == iou_thresh, # we need to have d = (x1 - x0) * (1 - iou_thresh) / iou_thresh # Adjust the threshold upward a bit with the intent of creating # at least one box that exceeds (barely) the threshold and so # should be suppressed. boxes = torch.rand(N, 4) * 100 boxes[:, 2:] += boxes[:, :2] boxes[-1, :] = boxes[0, :] x0, y0, x1, y1 = boxes[-1].tolist() iou_thresh += 1e-5 boxes[-1, 2] += (x1 - x0) * (1 - iou_thresh) / iou_thresh scores = torch.rand(N) return boxes, scores def test_nms(self): err_msg = 'NMS incompatible between CPU and reference implementation for IoU={}' for iou in [0.2, 0.5, 0.8]: boxes, scores = self._create_tensors_with_iou(1000, iou) keep_ref = self.reference_nms(boxes, scores, iou) keep = ops.nms(boxes, scores, iou) self.assertTrue(torch.allclose(keep, keep_ref), err_msg.format(iou)) self.assertRaises(RuntimeError, ops.nms, torch.rand(4), torch.rand(3), 0.5) self.assertRaises(RuntimeError, ops.nms, torch.rand(3, 5), torch.rand(3), 0.5) self.assertRaises(RuntimeError, ops.nms, torch.rand(3, 4), torch.rand(3, 2), 0.5) self.assertRaises(RuntimeError, ops.nms, torch.rand(3, 4), torch.rand(4), 0.5) @unittest.skipIf(not torch.cuda.is_available(), "CUDA unavailable") def test_nms_cuda(self): err_msg = 'NMS incompatible between CPU and CUDA for IoU={}' for iou in [0.2, 0.5, 0.8]: boxes, scores = self._create_tensors_with_iou(1000, iou) r_cpu = ops.nms(boxes, scores, iou) r_cuda = ops.nms(boxes.cuda(), scores.cuda(), iou) is_eq = torch.allclose(r_cpu, r_cuda.cpu()) if not is_eq: # if the indices are not the same, ensure that it's because the scores # are duplicate is_eq = torch.allclose(scores[r_cpu], scores[r_cuda.cpu()]) self.assertTrue(is_eq, err_msg.format(iou)) class NewEmptyTensorTester(unittest.TestCase): def test_new_empty_tensor(self): input = torch.tensor([2., 2.], requires_grad=True) new_shape = [3, 3] out = torch.ops.torchvision._new_empty_tensor_op(input, new_shape) assert out.size() == torch.Size([3, 3]) assert out.dtype == input.dtype class DeformConvTester(OpTester, unittest.TestCase): def expected_fn(self, x, weight, offset, bias, stride=1, padding=0, dilation=1): stride_h, stride_w = _pair(stride) pad_h, pad_w = _pair(padding) dil_h, dil_w = _pair(dilation) weight_h, weight_w = weight.shape[-2:] n_batches, n_in_channels, in_h, in_w = x.shape n_out_channels = weight.shape[0] out_h = (in_h + 2 * pad_h - (dil_h * (weight_h - 1) + 1)) // stride_h + 1 out_w = (in_w + 2 * pad_w - (dil_w * (weight_w - 1) + 1)) // stride_w + 1 n_offset_grps = offset.shape[1] // (2 * weight_h * weight_w) in_c_per_offset_grp = n_in_channels // n_offset_grps n_weight_grps = n_in_channels // weight.shape[1] in_c_per_weight_grp = weight.shape[1] out_c_per_weight_grp = n_out_channels // n_weight_grps out = torch.zeros(n_batches, n_out_channels, out_h, out_w, device=x.device, dtype=x.dtype) for b in range(n_batches): for c_out in range(n_out_channels): for i in range(out_h): for j in range(out_w): for di in range(weight_h): for dj in range(weight_w): for c in range(in_c_per_weight_grp): weight_grp = c_out // out_c_per_weight_grp c_in = weight_grp * in_c_per_weight_grp + c offset_grp = c_in // in_c_per_offset_grp offset_idx = 2 * (offset_grp * (weight_h * weight_w) + di * weight_w + dj) pi = stride_h * i - pad_h + dil_h * di + offset[b, offset_idx, i, j] pj = stride_w * j - pad_w + dil_w * dj + offset[b, offset_idx + 1, i, j] out[b, c_out, i, j] += (weight[c_out, c, di, dj] * bilinear_interpolate(x[b, c_in, :, :], pi, pj)) out += bias.view(1, n_out_channels, 1, 1) return out def get_fn_args(self, device, contiguous, batch_sz): n_in_channels = 6 n_out_channels = 2 n_weight_grps = 2 n_offset_grps = 3 stride = (2, 1) pad = (1, 0) dilation = (2, 1) stride_h, stride_w = stride pad_h, pad_w = pad dil_h, dil_w = dilation weight_h, weight_w = (3, 2) in_h, in_w = (5, 4) out_h = (in_h + 2 * pad_h - (dil_h * (weight_h - 1) + 1)) // stride_h + 1 out_w = (in_w + 2 * pad_w - (dil_w * (weight_w - 1) + 1)) // stride_w + 1 x = torch.rand(batch_sz, n_in_channels, in_h, in_w, device=device, dtype=self.dtype, requires_grad=True) offset = torch.randn(batch_sz, n_offset_grps * 2 * weight_h * weight_w, out_h, out_w, device=device, dtype=self.dtype, requires_grad=True) weight = torch.randn(n_out_channels, n_in_channels // n_weight_grps, weight_h, weight_w, device=device, dtype=self.dtype, requires_grad=True) bias = torch.randn(n_out_channels, device=device, dtype=self.dtype, requires_grad=True) if not contiguous: x = x.permute(0, 1, 3, 2).contiguous().permute(0, 1, 3, 2) offset = offset.permute(1, 3, 0, 2).contiguous().permute(2, 0, 3, 1) weight = weight.permute(3, 2, 0, 1).contiguous().permute(2, 3, 1, 0) return x, weight, offset, bias, stride, pad, dilation def _test_forward(self, device, contiguous): for batch_sz in [0, 33]: self._test_forward_with_batchsize(device, contiguous, batch_sz) def _test_forward_with_batchsize(self, device, contiguous, batch_sz): x, _, offset, _, stride, padding, dilation = self.get_fn_args(device, contiguous, batch_sz) in_channels = 6 out_channels = 2 kernel_size = (3, 2) groups = 2 layer = ops.DeformConv2d(in_channels, out_channels, kernel_size, stride=stride, padding=padding, dilation=dilation, groups=groups).to(device=x.device, dtype=x.dtype) res = layer(x, offset) weight = layer.weight.data bias = layer.bias.data expected = self.expected_fn(x, weight, offset, bias, stride=stride, padding=padding, dilation=dilation) self.assertTrue(torch.allclose(res, expected), '\nres:\n{}\nexpected:\n{}'.format(res, expected)) # test for wrong sizes with self.assertRaises(RuntimeError): wrong_offset = torch.rand_like(offset[:, :2]) res = layer(x, wrong_offset) def _test_backward(self, device, contiguous): for batch_sz in [0, 33]: self._test_backward_with_batchsize(device, contiguous, batch_sz) def _test_backward_with_batchsize(self, device, contiguous, batch_sz): x, weight, offset, bias, stride, padding, dilation = self.get_fn_args(device, contiguous, batch_sz) def func(x_, offset_, weight_, bias_): return ops.deform_conv2d(x_, offset_, weight_, bias_, stride=stride, padding=padding, dilation=dilation) gradcheck(func, (x, offset, weight, bias), nondet_tol=1e-5) @torch.jit.script def script_func(x_, offset_, weight_, bias_, stride_, pad_, dilation_): # type: (Tensor, Tensor, Tensor, Tensor, Tuple[int, int], Tuple[int, int], Tuple[int, int]) -> Tensor return ops.deform_conv2d(x_, offset_, weight_, bias_, stride=stride_, padding=pad_, dilation=dilation_) gradcheck(lambda z, off, wei, bi: script_func(z, off, wei, bi, stride, padding, dilation), (x, offset, weight, bias), nondet_tol=1e-5) # Test from https://github.com/pytorch/vision/issues/2598 # Run on CUDA only if "cuda" in device.type: # compare grads computed on CUDA with grads computed on CPU true_cpu_grads = None init_weight = torch.randn(9, 9, 3, 3, requires_grad=True) img = torch.randn(8, 9, 1000, 110) offset = torch.rand(8, 2 * 3 * 3, 1000, 110) if not contiguous: img = img.permute(0, 1, 3, 2).contiguous().permute(0, 1, 3, 2) offset = offset.permute(1, 3, 0, 2).contiguous().permute(2, 0, 3, 1) weight = init_weight.permute(3, 2, 0, 1).contiguous().permute(2, 3, 1, 0) else: weight = init_weight for d in ["cpu", "cuda"]: out = ops.deform_conv2d(img.to(d), offset.to(d), weight.to(d), padding=1) out.mean().backward() if true_cpu_grads is None: true_cpu_grads = init_weight.grad self.assertTrue(true_cpu_grads is not None) else: self.assertTrue(init_weight.grad is not None) res_grads = init_weight.grad.to("cpu") self.assertTrue(true_cpu_grads.allclose(res_grads)) class FrozenBNTester(unittest.TestCase): def test_frozenbatchnorm2d_repr(self): num_features = 32 t = ops.misc.FrozenBatchNorm2d(num_features) # Check integrity of object __repr__ attribute expected_string = f"FrozenBatchNorm2d({num_features})" self.assertEqual(t.__repr__(), expected_string) def test_frozenbatchnorm2d_eps(self): sample_size = (4, 32, 28, 28) x = torch.rand(sample_size) state_dict = dict(weight=torch.rand(sample_size[1]), bias=torch.rand(sample_size[1]), running_mean=torch.rand(sample_size[1]), running_var=torch.rand(sample_size[1]), num_batches_tracked=torch.tensor(100)) # Check that default eps is zero for backward-compatibility fbn = ops.misc.FrozenBatchNorm2d(sample_size[1]) fbn.load_state_dict(state_dict, strict=False) bn = torch.nn.BatchNorm2d(sample_size[1], eps=0).eval() bn.load_state_dict(state_dict) # Difference is expected to fall in an acceptable range self.assertTrue(torch.allclose(fbn(x), bn(x), atol=1e-6)) # Check computation for eps > 0 fbn = ops.misc.FrozenBatchNorm2d(sample_size[1], eps=1e-5) fbn.load_state_dict(state_dict, strict=False) bn = torch.nn.BatchNorm2d(sample_size[1], eps=1e-5).eval() bn.load_state_dict(state_dict) self.assertTrue(torch.allclose(fbn(x), bn(x), atol=1e-6)) def test_frozenbatchnorm2d_n_arg(self): """Ensure a warning is thrown when passing `n` kwarg (remove this when support of `n` is dropped)""" self.assertWarns(DeprecationWarning, ops.misc.FrozenBatchNorm2d, 32, eps=1e-5, n=32) class BoxConversionTester(unittest.TestCase): @staticmethod def _get_box_sequences(): # Define here the argument type of `boxes` supported by region pooling operations box_tensor = torch.tensor([[0, 0, 0, 100, 100], [1, 0, 0, 100, 100]], dtype=torch.float) box_list = [torch.tensor([[0, 0, 100, 100]], dtype=torch.float), torch.tensor([[0, 0, 100, 100]], dtype=torch.float)] box_tuple = tuple(box_list) return box_tensor, box_list, box_tuple def test_check_roi_boxes_shape(self): # Ensure common sequences of tensors are supported for box_sequence in self._get_box_sequences(): self.assertIsNone(ops._utils.check_roi_boxes_shape(box_sequence)) def test_convert_boxes_to_roi_format(self): # Ensure common sequences of tensors yield the same result ref_tensor = None for box_sequence in self._get_box_sequences(): if ref_tensor is None: ref_tensor = box_sequence else: self.assertTrue(torch.equal(ref_tensor, ops._utils.convert_boxes_to_roi_format(box_sequence))) class BoxTester(unittest.TestCase): def test_bbox_same(self): box_tensor = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0], [10, 15, 30, 35], [23, 35, 93, 95]], dtype=torch.float) exp_xyxy = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0], [10, 15, 30, 35], [23, 35, 93, 95]], dtype=torch.float) box_same = ops.box_convert(box_tensor, in_fmt="xyxy", out_fmt="xyxy") self.assertEqual(exp_xyxy.size(), torch.Size([4, 4])) self.assertEqual(exp_xyxy.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_same, exp_xyxy)).item() box_same = ops.box_convert(box_tensor, in_fmt="xywh", out_fmt="xywh") self.assertEqual(exp_xyxy.size(), torch.Size([4, 4])) self.assertEqual(exp_xyxy.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_same, exp_xyxy)).item() box_same = ops.box_convert(box_tensor, in_fmt="cxcywh", out_fmt="cxcywh") self.assertEqual(exp_xyxy.size(), torch.Size([4, 4])) self.assertEqual(exp_xyxy.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_same, exp_xyxy)).item() def test_bbox_xyxy_xywh(self): # Simple test convert boxes to xywh and back. Make sure they are same. # box_tensor is in x1 y1 x2 y2 format. box_tensor = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0], [10, 15, 30, 35], [23, 35, 93, 95]], dtype=torch.float) exp_xywh = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0], [10, 15, 20, 20], [23, 35, 70, 60]], dtype=torch.float) box_xywh = ops.box_convert(box_tensor, in_fmt="xyxy", out_fmt="xywh") self.assertEqual(exp_xywh.size(), torch.Size([4, 4])) self.assertEqual(exp_xywh.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_xywh, exp_xywh)).item() # Reverse conversion box_xyxy = ops.box_convert(box_xywh, in_fmt="xywh", out_fmt="xyxy") self.assertEqual(box_xyxy.size(), torch.Size([4, 4])) self.assertEqual(box_xyxy.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_xyxy, box_tensor)).item() def test_bbox_xyxy_cxcywh(self): # Simple test convert boxes to xywh and back. Make sure they are same. # box_tensor is in x1 y1 x2 y2 format. box_tensor = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0], [10, 15, 30, 35], [23, 35, 93, 95]], dtype=torch.float) exp_cxcywh = torch.tensor([[50, 50, 100, 100], [0, 0, 0, 0], [20, 25, 20, 20], [58, 65, 70, 60]], dtype=torch.float) box_cxcywh = ops.box_convert(box_tensor, in_fmt="xyxy", out_fmt="cxcywh") self.assertEqual(exp_cxcywh.size(), torch.Size([4, 4])) self.assertEqual(exp_cxcywh.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_cxcywh, exp_cxcywh)).item() # Reverse conversion box_xyxy = ops.box_convert(box_cxcywh, in_fmt="cxcywh", out_fmt="xyxy") self.assertEqual(box_xyxy.size(), torch.Size([4, 4])) self.assertEqual(box_xyxy.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_xyxy, box_tensor)).item() def test_bbox_xywh_cxcywh(self): box_tensor = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0], [10, 15, 20, 20], [23, 35, 70, 60]], dtype=torch.float) # This is wrong exp_cxcywh = torch.tensor([[50, 50, 100, 100], [0, 0, 0, 0], [20, 25, 20, 20], [58, 65, 70, 60]], dtype=torch.float) box_cxcywh = ops.box_convert(box_tensor, in_fmt="xywh", out_fmt="cxcywh") self.assertEqual(exp_cxcywh.size(), torch.Size([4, 4])) self.assertEqual(exp_cxcywh.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_cxcywh, exp_cxcywh)).item() # Reverse conversion box_xywh = ops.box_convert(box_cxcywh, in_fmt="cxcywh", out_fmt="xywh") self.assertEqual(box_xywh.size(), torch.Size([4, 4])) self.assertEqual(box_xywh.dtype, box_tensor.dtype) assert torch.all(torch.eq(box_xywh, box_tensor)).item() def test_bbox_invalid(self): box_tensor = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0], [10, 15, 20, 20], [23, 35, 70, 60]], dtype=torch.float) invalid_infmts = ["xwyh", "cxwyh"] invalid_outfmts = ["xwcx", "xhwcy"] for inv_infmt in invalid_infmts: for inv_outfmt in invalid_outfmts: self.assertRaises(ValueError, ops.box_convert, box_tensor, inv_infmt, inv_outfmt) def test_bbox_convert_jit(self): box_tensor = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0], [10, 15, 30, 35], [23, 35, 93, 95]], dtype=torch.float) scripted_fn = torch.jit.script(ops.box_convert) TOLERANCE = 1e-3 box_xywh = ops.box_convert(box_tensor, in_fmt="xyxy", out_fmt="xywh") scripted_xywh = scripted_fn(box_tensor, 'xyxy', 'xywh') self.assertTrue((scripted_xywh - box_xywh).abs().max() < TOLERANCE) box_cxcywh = ops.box_convert(box_tensor, in_fmt="xyxy", out_fmt="cxcywh") scripted_cxcywh = scripted_fn(box_tensor, 'xyxy', 'cxcywh') self.assertTrue((scripted_cxcywh - box_cxcywh).abs().max() < TOLERANCE) class BoxAreaTester(unittest.TestCase): def test_box_area(self): # A bounding box of area 10000 and a degenerate case box_tensor = torch.tensor([[0, 0, 100, 100], [0, 0, 0, 0]], dtype=torch.float) expected = torch.tensor([10000, 0]) calc_area = ops.box_area(box_tensor) assert calc_area.size() == torch.Size([2]) assert calc_area.dtype == box_tensor.dtype assert torch.all(torch.eq(calc_area, expected)).item() is True class BoxIouTester(unittest.TestCase): def test_iou(self): # Boxes to test Iou boxes1 = torch.tensor([[0, 0, 100, 100], [0, 0, 50, 50], [200, 200, 300, 300]], dtype=torch.float) boxes2 = torch.tensor([[0, 0, 100, 100], [0, 0, 50, 50], [200, 200, 300, 300]], dtype=torch.float) # Expected IoU matrix for these boxes expected = torch.tensor([[1.0, 0.25, 0.0], [0.25, 1.0, 0.0], [0.0, 0.0, 1.0]]) out = ops.box_iou(boxes1, boxes2) # Check if all elements of tensor are as expected. assert out.size() == torch.Size([3, 3]) tolerance = 1e-4 assert ((out - expected).abs().max() < tolerance).item() is True class GenBoxIouTester(unittest.TestCase): def test_gen_iou(self): # Test Generalized IoU boxes1 = torch.tensor([[0, 0, 100, 100], [0, 0, 50, 50], [200, 200, 300, 300]], dtype=torch.float) boxes2 = torch.tensor([[0, 0, 100, 100], [0, 0, 50, 50], [200, 200, 300, 300]], dtype=torch.float) # Expected gIoU matrix for these boxes expected = torch.tensor([[1.0, 0.25, -0.7778], [0.25, 1.0, -0.8611], [-0.7778, -0.8611, 1.0]]) out = ops.generalized_box_iou(boxes1, boxes2) # Check if all elements of tensor are as expected. assert out.size() == torch.Size([3, 3]) tolerance = 1e-4 assert ((out - expected).abs().max() < tolerance).item() is True if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_quantized_models.py000066400000000000000000000061131376231312300207710ustar00rootroot00000000000000import torchvision from common_utils import TestCase, map_nested_tensor_object from collections import OrderedDict from itertools import product import torch import numpy as np from torchvision import models import unittest import traceback import random def set_rng_seed(seed): torch.manual_seed(seed) random.seed(seed) np.random.seed(seed) def get_available_quantizable_models(): # TODO add a registration mechanism to torchvision.models return [k for k, v in models.quantization.__dict__.items() if callable(v) and k[0].lower() == k[0] and k[0] != "_"] # list of models that are not scriptable scriptable_quantizable_models_blacklist = [] @unittest.skipUnless('fbgemm' in torch.backends.quantized.supported_engines and 'qnnpack' in torch.backends.quantized.supported_engines, "This Pytorch Build has not been built with fbgemm and qnnpack") class ModelTester(TestCase): def check_quantized_model(self, model, input_shape): x = torch.rand(input_shape) model(x) return def check_script(self, model, name): if name in scriptable_quantizable_models_blacklist: return scriptable = True msg = "" try: torch.jit.script(model) except Exception as e: tb = traceback.format_exc() scriptable = False msg = str(e) + str(tb) self.assertTrue(scriptable, msg) def _test_classification_model(self, name, input_shape): # First check if quantize=True provides models that can run with input data model = torchvision.models.quantization.__dict__[name](pretrained=False, quantize=True) self.check_quantized_model(model, input_shape) for eval_mode in [True, False]: model = torchvision.models.quantization.__dict__[name](pretrained=False, quantize=False) if eval_mode: model.eval() model.qconfig = torch.quantization.default_qconfig else: model.train() model.qconfig = torch.quantization.default_qat_qconfig model.fuse_model() if eval_mode: torch.quantization.prepare(model, inplace=True) else: torch.quantization.prepare_qat(model, inplace=True) model.eval() torch.quantization.convert(model, inplace=True) self.check_script(model, name) for model_name in get_available_quantizable_models(): # for-loop bodies don't define scopes, so we have to save the variables # we want to close over in some way def do_test(self, model_name=model_name): input_shape = (1, 3, 224, 224) if model_name in ['inception_v3']: input_shape = (1, 3, 299, 299) self._test_classification_model(model_name, input_shape) # inception_v3 was causing timeouts on circleci # See https://github.com/pytorch/vision/issues/1857 if model_name not in ['inception_v3']: setattr(ModelTester, "test_" + model_name, do_test) if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_transforms.py000066400000000000000000002215121376231312300176220ustar00rootroot00000000000000import os import torch import torchvision.transforms as transforms import torchvision.transforms.functional as F import torchvision.transforms.functional_tensor as F_t from torch._utils_internal import get_file_path_2 from numpy.testing import assert_array_almost_equal import unittest import math import random import numpy as np from PIL import Image try: import accimage except ImportError: accimage = None try: from scipy import stats except ImportError: stats = None from common_utils import cycle_over, int_dtypes, float_dtypes GRACE_HOPPER = get_file_path_2( os.path.dirname(os.path.abspath(__file__)), 'assets', 'grace_hopper_517x606.jpg') class Tester(unittest.TestCase): def test_crop(self): height = random.randint(10, 32) * 2 width = random.randint(10, 32) * 2 oheight = random.randint(5, (height - 2) / 2) * 2 owidth = random.randint(5, (width - 2) / 2) * 2 img = torch.ones(3, height, width) oh1 = (height - oheight) // 2 ow1 = (width - owidth) // 2 imgnarrow = img[:, oh1:oh1 + oheight, ow1:ow1 + owidth] imgnarrow.fill_(0) result = transforms.Compose([ transforms.ToPILImage(), transforms.CenterCrop((oheight, owidth)), transforms.ToTensor(), ])(img) self.assertEqual(result.sum(), 0, "height: {} width: {} oheight: {} owdith: {}".format(height, width, oheight, owidth)) oheight += 1 owidth += 1 result = transforms.Compose([ transforms.ToPILImage(), transforms.CenterCrop((oheight, owidth)), transforms.ToTensor(), ])(img) sum1 = result.sum() self.assertGreater(sum1, 1, "height: {} width: {} oheight: {} owdith: {}".format(height, width, oheight, owidth)) oheight += 1 owidth += 1 result = transforms.Compose([ transforms.ToPILImage(), transforms.CenterCrop((oheight, owidth)), transforms.ToTensor(), ])(img) sum2 = result.sum() self.assertGreater(sum2, 0, "height: {} width: {} oheight: {} owdith: {}".format(height, width, oheight, owidth)) self.assertGreater(sum2, sum1, "height: {} width: {} oheight: {} owdith: {}".format(height, width, oheight, owidth)) def test_five_crop(self): to_pil_image = transforms.ToPILImage() h = random.randint(5, 25) w = random.randint(5, 25) for single_dim in [True, False]: crop_h = random.randint(1, h) crop_w = random.randint(1, w) if single_dim: crop_h = min(crop_h, crop_w) crop_w = crop_h transform = transforms.FiveCrop(crop_h) else: transform = transforms.FiveCrop((crop_h, crop_w)) img = torch.FloatTensor(3, h, w).uniform_() results = transform(to_pil_image(img)) self.assertEqual(len(results), 5) for crop in results: self.assertEqual(crop.size, (crop_w, crop_h)) to_pil_image = transforms.ToPILImage() tl = to_pil_image(img[:, 0:crop_h, 0:crop_w]) tr = to_pil_image(img[:, 0:crop_h, w - crop_w:]) bl = to_pil_image(img[:, h - crop_h:, 0:crop_w]) br = to_pil_image(img[:, h - crop_h:, w - crop_w:]) center = transforms.CenterCrop((crop_h, crop_w))(to_pil_image(img)) expected_output = (tl, tr, bl, br, center) self.assertEqual(results, expected_output) def test_ten_crop(self): to_pil_image = transforms.ToPILImage() h = random.randint(5, 25) w = random.randint(5, 25) for should_vflip in [True, False]: for single_dim in [True, False]: crop_h = random.randint(1, h) crop_w = random.randint(1, w) if single_dim: crop_h = min(crop_h, crop_w) crop_w = crop_h transform = transforms.TenCrop(crop_h, vertical_flip=should_vflip) five_crop = transforms.FiveCrop(crop_h) else: transform = transforms.TenCrop((crop_h, crop_w), vertical_flip=should_vflip) five_crop = transforms.FiveCrop((crop_h, crop_w)) img = to_pil_image(torch.FloatTensor(3, h, w).uniform_()) results = transform(img) expected_output = five_crop(img) # Checking if FiveCrop and TenCrop can be printed as string transform.__repr__() five_crop.__repr__() if should_vflip: vflipped_img = img.transpose(Image.FLIP_TOP_BOTTOM) expected_output += five_crop(vflipped_img) else: hflipped_img = img.transpose(Image.FLIP_LEFT_RIGHT) expected_output += five_crop(hflipped_img) self.assertEqual(len(results), 10) self.assertEqual(results, expected_output) def test_randomresized_params(self): height = random.randint(24, 32) * 2 width = random.randint(24, 32) * 2 img = torch.ones(3, height, width) to_pil_image = transforms.ToPILImage() img = to_pil_image(img) size = 100 epsilon = 0.05 min_scale = 0.25 for _ in range(10): scale_min = max(round(random.random(), 2), min_scale) scale_range = (scale_min, scale_min + round(random.random(), 2)) aspect_min = max(round(random.random(), 2), epsilon) aspect_ratio_range = (aspect_min, aspect_min + round(random.random(), 2)) randresizecrop = transforms.RandomResizedCrop(size, scale_range, aspect_ratio_range) i, j, h, w = randresizecrop.get_params(img, scale_range, aspect_ratio_range) aspect_ratio_obtained = w / h self.assertTrue((min(aspect_ratio_range) - epsilon <= aspect_ratio_obtained and aspect_ratio_obtained <= max(aspect_ratio_range) + epsilon) or aspect_ratio_obtained == 1.0) self.assertIsInstance(i, int) self.assertIsInstance(j, int) self.assertIsInstance(h, int) self.assertIsInstance(w, int) def test_randomperspective(self): for _ in range(10): height = random.randint(24, 32) * 2 width = random.randint(24, 32) * 2 img = torch.ones(3, height, width) to_pil_image = transforms.ToPILImage() img = to_pil_image(img) perp = transforms.RandomPerspective() startpoints, endpoints = perp.get_params(width, height, 0.5) tr_img = F.perspective(img, startpoints, endpoints) tr_img2 = F.to_tensor(F.perspective(tr_img, endpoints, startpoints)) tr_img = F.to_tensor(tr_img) self.assertEqual(img.size[0], width) self.assertEqual(img.size[1], height) self.assertGreater(torch.nn.functional.mse_loss(tr_img, F.to_tensor(img)) + 0.3, torch.nn.functional.mse_loss(tr_img2, F.to_tensor(img))) def test_randomperspective_fill(self): height = 100 width = 100 img = torch.ones(3, height, width) to_pil_image = transforms.ToPILImage() img = to_pil_image(img) modes = ("L", "RGB", "F") nums_bands = [len(mode) for mode in modes] fill = 127 for mode, num_bands in zip(modes, nums_bands): img_conv = img.convert(mode) perspective = transforms.RandomPerspective(p=1, fill=fill) tr_img = perspective(img_conv) pixel = tr_img.getpixel((0, 0)) if not isinstance(pixel, tuple): pixel = (pixel,) self.assertTupleEqual(pixel, tuple([fill] * num_bands)) for mode, num_bands in zip(modes, nums_bands): img_conv = img.convert(mode) startpoints, endpoints = transforms.RandomPerspective.get_params(width, height, 0.5) tr_img = F.perspective(img_conv, startpoints, endpoints, fill=fill) pixel = tr_img.getpixel((0, 0)) if not isinstance(pixel, tuple): pixel = (pixel,) self.assertTupleEqual(pixel, tuple([fill] * num_bands)) for wrong_num_bands in set(nums_bands) - {num_bands}: with self.assertRaises(ValueError): F.perspective(img_conv, startpoints, endpoints, fill=tuple([fill] * wrong_num_bands)) def test_resize(self): height = random.randint(24, 32) * 2 width = random.randint(24, 32) * 2 osize = random.randint(5, 12) * 2 # TODO: Check output size check for bug-fix, improve this later t = transforms.Resize(osize) self.assertTrue(isinstance(t.size, int)) self.assertEqual(t.size, osize) img = torch.ones(3, height, width) result = transforms.Compose([ transforms.ToPILImage(), transforms.Resize(osize), transforms.ToTensor(), ])(img) self.assertIn(osize, result.size()) if height < width: self.assertLessEqual(result.size(1), result.size(2)) elif width < height: self.assertGreaterEqual(result.size(1), result.size(2)) result = transforms.Compose([ transforms.ToPILImage(), transforms.Resize([osize, osize]), transforms.ToTensor(), ])(img) self.assertIn(osize, result.size()) self.assertEqual(result.size(1), osize) self.assertEqual(result.size(2), osize) oheight = random.randint(5, 12) * 2 owidth = random.randint(5, 12) * 2 result = transforms.Compose([ transforms.ToPILImage(), transforms.Resize((oheight, owidth)), transforms.ToTensor(), ])(img) self.assertEqual(result.size(1), oheight) self.assertEqual(result.size(2), owidth) result = transforms.Compose([ transforms.ToPILImage(), transforms.Resize([oheight, owidth]), transforms.ToTensor(), ])(img) self.assertEqual(result.size(1), oheight) self.assertEqual(result.size(2), owidth) def test_random_crop(self): height = random.randint(10, 32) * 2 width = random.randint(10, 32) * 2 oheight = random.randint(5, (height - 2) / 2) * 2 owidth = random.randint(5, (width - 2) / 2) * 2 img = torch.ones(3, height, width) result = transforms.Compose([ transforms.ToPILImage(), transforms.RandomCrop((oheight, owidth)), transforms.ToTensor(), ])(img) self.assertEqual(result.size(1), oheight) self.assertEqual(result.size(2), owidth) padding = random.randint(1, 20) result = transforms.Compose([ transforms.ToPILImage(), transforms.RandomCrop((oheight, owidth), padding=padding), transforms.ToTensor(), ])(img) self.assertEqual(result.size(1), oheight) self.assertEqual(result.size(2), owidth) result = transforms.Compose([ transforms.ToPILImage(), transforms.RandomCrop((height, width)), transforms.ToTensor() ])(img) self.assertEqual(result.size(1), height) self.assertEqual(result.size(2), width) self.assertTrue(np.allclose(img.numpy(), result.numpy())) result = transforms.Compose([ transforms.ToPILImage(), transforms.RandomCrop((height + 1, width + 1), pad_if_needed=True), transforms.ToTensor(), ])(img) self.assertEqual(result.size(1), height + 1) self.assertEqual(result.size(2), width + 1) t = transforms.RandomCrop(48) img = torch.ones(3, 32, 32) with self.assertRaisesRegex(ValueError, r"Required crop size .+ is larger then input image size .+"): t(img) def test_pad(self): height = random.randint(10, 32) * 2 width = random.randint(10, 32) * 2 img = torch.ones(3, height, width) padding = random.randint(1, 20) fill = random.randint(1, 50) result = transforms.Compose([ transforms.ToPILImage(), transforms.Pad(padding, fill=fill), transforms.ToTensor(), ])(img) self.assertEqual(result.size(1), height + 2 * padding) self.assertEqual(result.size(2), width + 2 * padding) # check that all elements in the padded region correspond # to the pad value fill_v = fill / 255 eps = 1e-5 self.assertTrue((result[:, :padding, :] - fill_v).abs().max() < eps) self.assertTrue((result[:, :, :padding] - fill_v).abs().max() < eps) self.assertRaises(ValueError, transforms.Pad(padding, fill=(1, 2)), transforms.ToPILImage()(img)) def test_pad_with_tuple_of_pad_values(self): height = random.randint(10, 32) * 2 width = random.randint(10, 32) * 2 img = transforms.ToPILImage()(torch.ones(3, height, width)) padding = tuple([random.randint(1, 20) for _ in range(2)]) output = transforms.Pad(padding)(img) self.assertEqual(output.size, (width + padding[0] * 2, height + padding[1] * 2)) padding = tuple([random.randint(1, 20) for _ in range(4)]) output = transforms.Pad(padding)(img) self.assertEqual(output.size[0], width + padding[0] + padding[2]) self.assertEqual(output.size[1], height + padding[1] + padding[3]) # Checking if Padding can be printed as string transforms.Pad(padding).__repr__() def test_pad_with_non_constant_padding_modes(self): """Unit tests for edge, reflect, symmetric padding""" img = torch.zeros(3, 27, 27).byte() img[:, :, 0] = 1 # Constant value added to leftmost edge img = transforms.ToPILImage()(img) img = F.pad(img, 1, (200, 200, 200)) # pad 3 to all sidess edge_padded_img = F.pad(img, 3, padding_mode='edge') # First 6 elements of leftmost edge in the middle of the image, values are in order: # edge_pad, edge_pad, edge_pad, constant_pad, constant value added to leftmost edge, 0 edge_middle_slice = np.asarray(edge_padded_img).transpose(2, 0, 1)[0][17][:6] self.assertTrue(np.all(edge_middle_slice == np.asarray([200, 200, 200, 200, 1, 0]))) self.assertEqual(transforms.ToTensor()(edge_padded_img).size(), (3, 35, 35)) # Pad 3 to left/right, 2 to top/bottom reflect_padded_img = F.pad(img, (3, 2), padding_mode='reflect') # First 6 elements of leftmost edge in the middle of the image, values are in order: # reflect_pad, reflect_pad, reflect_pad, constant_pad, constant value added to leftmost edge, 0 reflect_middle_slice = np.asarray(reflect_padded_img).transpose(2, 0, 1)[0][17][:6] self.assertTrue(np.all(reflect_middle_slice == np.asarray([0, 0, 1, 200, 1, 0]))) self.assertEqual(transforms.ToTensor()(reflect_padded_img).size(), (3, 33, 35)) # Pad 3 to left, 2 to top, 2 to right, 1 to bottom symmetric_padded_img = F.pad(img, (3, 2, 2, 1), padding_mode='symmetric') # First 6 elements of leftmost edge in the middle of the image, values are in order: # sym_pad, sym_pad, sym_pad, constant_pad, constant value added to leftmost edge, 0 symmetric_middle_slice = np.asarray(symmetric_padded_img).transpose(2, 0, 1)[0][17][:6] self.assertTrue(np.all(symmetric_middle_slice == np.asarray([0, 1, 200, 200, 1, 0]))) self.assertEqual(transforms.ToTensor()(symmetric_padded_img).size(), (3, 32, 34)) # Check negative padding explicitly for symmetric case, since it is not # implemented for tensor case to compare to # Crop 1 to left, pad 2 to top, pad 3 to right, crop 3 to bottom symmetric_padded_img_neg = F.pad(img, (-1, 2, 3, -3), padding_mode='symmetric') symmetric_neg_middle_left = np.asarray(symmetric_padded_img_neg).transpose(2, 0, 1)[0][17][:3] symmetric_neg_middle_right = np.asarray(symmetric_padded_img_neg).transpose(2, 0, 1)[0][17][-4:] self.assertTrue(np.all(symmetric_neg_middle_left == np.asarray([1, 0, 0]))) self.assertTrue(np.all(symmetric_neg_middle_right == np.asarray([200, 200, 0, 0]))) self.assertEqual(transforms.ToTensor()(symmetric_padded_img_neg).size(), (3, 28, 31)) def test_pad_raises_with_invalid_pad_sequence_len(self): with self.assertRaises(ValueError): transforms.Pad(()) with self.assertRaises(ValueError): transforms.Pad((1, 2, 3)) with self.assertRaises(ValueError): transforms.Pad((1, 2, 3, 4, 5)) def test_pad_with_mode_F_images(self): pad = 2 transform = transforms.Pad(pad) img = Image.new("F", (10, 10)) padded_img = transform(img) self.assertSequenceEqual(padded_img.size, [edge_size + 2 * pad for edge_size in img.size]) def test_lambda(self): trans = transforms.Lambda(lambda x: x.add(10)) x = torch.randn(10) y = trans(x) self.assertTrue(y.equal(torch.add(x, 10))) trans = transforms.Lambda(lambda x: x.add_(10)) x = torch.randn(10) y = trans(x) self.assertTrue(y.equal(x)) # Checking if Lambda can be printed as string trans.__repr__() @unittest.skipIf(stats is None, 'scipy.stats not available') def test_random_apply(self): random_state = random.getstate() random.seed(42) random_apply_transform = transforms.RandomApply( [ transforms.RandomRotation((-45, 45)), transforms.RandomHorizontalFlip(), transforms.RandomVerticalFlip(), ], p=0.75 ) img = transforms.ToPILImage()(torch.rand(3, 10, 10)) num_samples = 250 num_applies = 0 for _ in range(num_samples): out = random_apply_transform(img) if out != img: num_applies += 1 p_value = stats.binom_test(num_applies, num_samples, p=0.75) random.setstate(random_state) self.assertGreater(p_value, 0.0001) # Checking if RandomApply can be printed as string random_apply_transform.__repr__() @unittest.skipIf(stats is None, 'scipy.stats not available') def test_random_choice(self): random_state = random.getstate() random.seed(42) random_choice_transform = transforms.RandomChoice( [ transforms.Resize(15), transforms.Resize(20), transforms.CenterCrop(10) ] ) img = transforms.ToPILImage()(torch.rand(3, 25, 25)) num_samples = 250 num_resize_15 = 0 num_resize_20 = 0 num_crop_10 = 0 for _ in range(num_samples): out = random_choice_transform(img) if out.size == (15, 15): num_resize_15 += 1 elif out.size == (20, 20): num_resize_20 += 1 elif out.size == (10, 10): num_crop_10 += 1 p_value = stats.binom_test(num_resize_15, num_samples, p=0.33333) self.assertGreater(p_value, 0.0001) p_value = stats.binom_test(num_resize_20, num_samples, p=0.33333) self.assertGreater(p_value, 0.0001) p_value = stats.binom_test(num_crop_10, num_samples, p=0.33333) self.assertGreater(p_value, 0.0001) random.setstate(random_state) # Checking if RandomChoice can be printed as string random_choice_transform.__repr__() @unittest.skipIf(stats is None, 'scipy.stats not available') def test_random_order(self): random_state = random.getstate() random.seed(42) random_order_transform = transforms.RandomOrder( [ transforms.Resize(20), transforms.CenterCrop(10) ] ) img = transforms.ToPILImage()(torch.rand(3, 25, 25)) num_samples = 250 num_normal_order = 0 resize_crop_out = transforms.CenterCrop(10)(transforms.Resize(20)(img)) for _ in range(num_samples): out = random_order_transform(img) if out == resize_crop_out: num_normal_order += 1 p_value = stats.binom_test(num_normal_order, num_samples, p=0.5) random.setstate(random_state) self.assertGreater(p_value, 0.0001) # Checking if RandomOrder can be printed as string random_order_transform.__repr__() def test_to_tensor(self): test_channels = [1, 3, 4] height, width = 4, 4 trans = transforms.ToTensor() with self.assertRaises(TypeError): trans(np.random.rand(1, height, width).tolist()) with self.assertRaises(ValueError): trans(np.random.rand(height)) trans(np.random.rand(1, 1, height, width)) for channels in test_channels: input_data = torch.ByteTensor(channels, height, width).random_(0, 255).float().div_(255) img = transforms.ToPILImage()(input_data) output = trans(img) self.assertTrue(np.allclose(input_data.numpy(), output.numpy())) ndarray = np.random.randint(low=0, high=255, size=(height, width, channels)).astype(np.uint8) output = trans(ndarray) expected_output = ndarray.transpose((2, 0, 1)) / 255.0 self.assertTrue(np.allclose(output.numpy(), expected_output)) ndarray = np.random.rand(height, width, channels).astype(np.float32) output = trans(ndarray) expected_output = ndarray.transpose((2, 0, 1)) self.assertTrue(np.allclose(output.numpy(), expected_output)) # separate test for mode '1' PIL images input_data = torch.ByteTensor(1, height, width).bernoulli_() img = transforms.ToPILImage()(input_data.mul(255)).convert('1') output = trans(img) self.assertTrue(np.allclose(input_data.numpy(), output.numpy())) def test_max_value(self): for dtype in int_dtypes(): self.assertEqual(F_t._max_value(dtype), torch.iinfo(dtype).max) for dtype in float_dtypes(): self.assertGreater(F_t._max_value(dtype), torch.finfo(dtype).max) def test_convert_image_dtype_float_to_float(self): for input_dtype, output_dtypes in cycle_over(float_dtypes()): input_image = torch.tensor((0.0, 1.0), dtype=input_dtype) for output_dtype in output_dtypes: with self.subTest(input_dtype=input_dtype, output_dtype=output_dtype): transform = transforms.ConvertImageDtype(output_dtype) transform_script = torch.jit.script(F.convert_image_dtype) output_image = transform(input_image) output_image_script = transform_script(input_image, output_dtype) script_diff = output_image_script - output_image self.assertLess(script_diff.abs().max(), 1e-6) actual_min, actual_max = output_image.tolist() desired_min, desired_max = 0.0, 1.0 self.assertAlmostEqual(actual_min, desired_min) self.assertAlmostEqual(actual_max, desired_max) def test_convert_image_dtype_float_to_int(self): for input_dtype in float_dtypes(): input_image = torch.tensor((0.0, 1.0), dtype=input_dtype) for output_dtype in int_dtypes(): with self.subTest(input_dtype=input_dtype, output_dtype=output_dtype): transform = transforms.ConvertImageDtype(output_dtype) transform_script = torch.jit.script(F.convert_image_dtype) if (input_dtype == torch.float32 and output_dtype in (torch.int32, torch.int64)) or ( input_dtype == torch.float64 and output_dtype == torch.int64 ): with self.assertRaises(RuntimeError): transform(input_image) else: output_image = transform(input_image) output_image_script = transform_script(input_image, output_dtype) script_diff = output_image_script - output_image self.assertLess(script_diff.abs().max(), 1e-6) actual_min, actual_max = output_image.tolist() desired_min, desired_max = 0, torch.iinfo(output_dtype).max self.assertEqual(actual_min, desired_min) self.assertEqual(actual_max, desired_max) def test_convert_image_dtype_int_to_float(self): for input_dtype in int_dtypes(): input_image = torch.tensor((0, torch.iinfo(input_dtype).max), dtype=input_dtype) for output_dtype in float_dtypes(): with self.subTest(input_dtype=input_dtype, output_dtype=output_dtype): transform = transforms.ConvertImageDtype(output_dtype) transform_script = torch.jit.script(F.convert_image_dtype) output_image = transform(input_image) output_image_script = transform_script(input_image, output_dtype) script_diff = output_image_script - output_image self.assertLess(script_diff.abs().max(), 1e-6) actual_min, actual_max = output_image.tolist() desired_min, desired_max = 0.0, 1.0 self.assertAlmostEqual(actual_min, desired_min) self.assertGreaterEqual(actual_min, desired_min) self.assertAlmostEqual(actual_max, desired_max) self.assertLessEqual(actual_max, desired_max) def test_convert_image_dtype_int_to_int(self): for input_dtype, output_dtypes in cycle_over(int_dtypes()): input_max = torch.iinfo(input_dtype).max input_image = torch.tensor((0, input_max), dtype=input_dtype) for output_dtype in output_dtypes: output_max = torch.iinfo(output_dtype).max with self.subTest(input_dtype=input_dtype, output_dtype=output_dtype): transform = transforms.ConvertImageDtype(output_dtype) transform_script = torch.jit.script(F.convert_image_dtype) output_image = transform(input_image) output_image_script = transform_script(input_image, output_dtype) script_diff = output_image_script.float() - output_image.float() self.assertLess( script_diff.abs().max(), 1e-6, msg="{} vs {}".format(output_image_script, output_image) ) actual_min, actual_max = output_image.tolist() desired_min, desired_max = 0, output_max # see https://github.com/pytorch/vision/pull/2078#issuecomment-641036236 for details if input_max >= output_max: error_term = 0 else: error_term = 1 - (torch.iinfo(output_dtype).max + 1) // (torch.iinfo(input_dtype).max + 1) self.assertEqual(actual_min, desired_min) self.assertEqual(actual_max, desired_max + error_term) def test_convert_image_dtype_int_to_int_consistency(self): for input_dtype, output_dtypes in cycle_over(int_dtypes()): input_max = torch.iinfo(input_dtype).max input_image = torch.tensor((0, input_max), dtype=input_dtype) for output_dtype in output_dtypes: output_max = torch.iinfo(output_dtype).max if output_max <= input_max: continue with self.subTest(input_dtype=input_dtype, output_dtype=output_dtype): transform = transforms.ConvertImageDtype(output_dtype) inverse_transfrom = transforms.ConvertImageDtype(input_dtype) output_image = inverse_transfrom(transform(input_image)) actual_min, actual_max = output_image.tolist() desired_min, desired_max = 0, input_max self.assertEqual(actual_min, desired_min) self.assertEqual(actual_max, desired_max) @unittest.skipIf(accimage is None, 'accimage not available') def test_accimage_to_tensor(self): trans = transforms.ToTensor() expected_output = trans(Image.open(GRACE_HOPPER).convert('RGB')) output = trans(accimage.Image(GRACE_HOPPER)) self.assertEqual(expected_output.size(), output.size()) self.assertTrue(np.allclose(output.numpy(), expected_output.numpy())) def test_pil_to_tensor(self): test_channels = [1, 3, 4] height, width = 4, 4 trans = transforms.PILToTensor() with self.assertRaises(TypeError): trans(np.random.rand(1, height, width).tolist()) trans(np.random.rand(1, height, width)) for channels in test_channels: input_data = torch.ByteTensor(channels, height, width).random_(0, 255) img = transforms.ToPILImage()(input_data) output = trans(img) self.assertTrue(np.allclose(input_data.numpy(), output.numpy())) input_data = np.random.randint(low=0, high=255, size=(height, width, channels)).astype(np.uint8) img = transforms.ToPILImage()(input_data) output = trans(img) expected_output = input_data.transpose((2, 0, 1)) self.assertTrue(np.allclose(output.numpy(), expected_output)) input_data = torch.as_tensor(np.random.rand(channels, height, width).astype(np.float32)) img = transforms.ToPILImage()(input_data) # CHW -> HWC and (* 255).byte() output = trans(img) # HWC -> CHW expected_output = (input_data * 255).byte() self.assertTrue(np.allclose(output.numpy(), expected_output.numpy())) # separate test for mode '1' PIL images input_data = torch.ByteTensor(1, height, width).bernoulli_() img = transforms.ToPILImage()(input_data.mul(255)).convert('1') output = trans(img) self.assertTrue(np.allclose(input_data.numpy(), output.numpy())) @unittest.skipIf(accimage is None, 'accimage not available') def test_accimage_pil_to_tensor(self): trans = transforms.PILToTensor() expected_output = trans(Image.open(GRACE_HOPPER).convert('RGB')) output = trans(accimage.Image(GRACE_HOPPER)) self.assertEqual(expected_output.size(), output.size()) self.assertTrue(np.allclose(output.numpy(), expected_output.numpy())) @unittest.skipIf(accimage is None, 'accimage not available') def test_accimage_resize(self): trans = transforms.Compose([ transforms.Resize(256, interpolation=Image.LINEAR), transforms.ToTensor(), ]) # Checking if Compose, Resize and ToTensor can be printed as string trans.__repr__() expected_output = trans(Image.open(GRACE_HOPPER).convert('RGB')) output = trans(accimage.Image(GRACE_HOPPER)) self.assertEqual(expected_output.size(), output.size()) self.assertLess(np.abs((expected_output - output).mean()), 1e-3) self.assertLess((expected_output - output).var(), 1e-5) # note the high absolute tolerance self.assertTrue(np.allclose(output.numpy(), expected_output.numpy(), atol=5e-2)) @unittest.skipIf(accimage is None, 'accimage not available') def test_accimage_crop(self): trans = transforms.Compose([ transforms.CenterCrop(256), transforms.ToTensor(), ]) # Checking if Compose, CenterCrop and ToTensor can be printed as string trans.__repr__() expected_output = trans(Image.open(GRACE_HOPPER).convert('RGB')) output = trans(accimage.Image(GRACE_HOPPER)) self.assertEqual(expected_output.size(), output.size()) self.assertTrue(np.allclose(output.numpy(), expected_output.numpy())) def test_1_channel_tensor_to_pil_image(self): to_tensor = transforms.ToTensor() img_data_float = torch.Tensor(1, 4, 4).uniform_() img_data_byte = torch.ByteTensor(1, 4, 4).random_(0, 255) img_data_short = torch.ShortTensor(1, 4, 4).random_() img_data_int = torch.IntTensor(1, 4, 4).random_() inputs = [img_data_float, img_data_byte, img_data_short, img_data_int] expected_outputs = [img_data_float.mul(255).int().float().div(255).numpy(), img_data_byte.float().div(255.0).numpy(), img_data_short.numpy(), img_data_int.numpy()] expected_modes = ['L', 'L', 'I;16', 'I'] for img_data, expected_output, mode in zip(inputs, expected_outputs, expected_modes): for transform in [transforms.ToPILImage(), transforms.ToPILImage(mode=mode)]: img = transform(img_data) self.assertEqual(img.mode, mode) self.assertTrue(np.allclose(expected_output, to_tensor(img).numpy())) # 'F' mode for torch.FloatTensor img_F_mode = transforms.ToPILImage(mode='F')(img_data_float) self.assertEqual(img_F_mode.mode, 'F') self.assertTrue(np.allclose(np.array(Image.fromarray(img_data_float.squeeze(0).numpy(), mode='F')), np.array(img_F_mode))) def test_1_channel_ndarray_to_pil_image(self): img_data_float = torch.Tensor(4, 4, 1).uniform_().numpy() img_data_byte = torch.ByteTensor(4, 4, 1).random_(0, 255).numpy() img_data_short = torch.ShortTensor(4, 4, 1).random_().numpy() img_data_int = torch.IntTensor(4, 4, 1).random_().numpy() inputs = [img_data_float, img_data_byte, img_data_short, img_data_int] expected_modes = ['F', 'L', 'I;16', 'I'] for img_data, mode in zip(inputs, expected_modes): for transform in [transforms.ToPILImage(), transforms.ToPILImage(mode=mode)]: img = transform(img_data) self.assertEqual(img.mode, mode) self.assertTrue(np.allclose(img_data[:, :, 0], img)) def test_2_channel_ndarray_to_pil_image(self): def verify_img_data(img_data, mode): if mode is None: img = transforms.ToPILImage()(img_data) self.assertEqual(img.mode, 'LA') # default should assume LA else: img = transforms.ToPILImage(mode=mode)(img_data) self.assertEqual(img.mode, mode) split = img.split() for i in range(2): self.assertTrue(np.allclose(img_data[:, :, i], split[i])) img_data = torch.ByteTensor(4, 4, 2).random_(0, 255).numpy() for mode in [None, 'LA']: verify_img_data(img_data, mode) transforms.ToPILImage().__repr__() with self.assertRaises(ValueError): # should raise if we try a mode for 4 or 1 or 3 channel images transforms.ToPILImage(mode='RGBA')(img_data) transforms.ToPILImage(mode='P')(img_data) transforms.ToPILImage(mode='RGB')(img_data) def test_2_channel_tensor_to_pil_image(self): def verify_img_data(img_data, expected_output, mode): if mode is None: img = transforms.ToPILImage()(img_data) self.assertEqual(img.mode, 'LA') # default should assume LA else: img = transforms.ToPILImage(mode=mode)(img_data) self.assertEqual(img.mode, mode) split = img.split() for i in range(2): self.assertTrue(np.allclose(expected_output[i].numpy(), F.to_tensor(split[i]).numpy())) img_data = torch.Tensor(2, 4, 4).uniform_() expected_output = img_data.mul(255).int().float().div(255) for mode in [None, 'LA']: verify_img_data(img_data, expected_output, mode=mode) with self.assertRaises(ValueError): # should raise if we try a mode for 4 or 1 or 3 channel images transforms.ToPILImage(mode='RGBA')(img_data) transforms.ToPILImage(mode='P')(img_data) transforms.ToPILImage(mode='RGB')(img_data) def test_3_channel_tensor_to_pil_image(self): def verify_img_data(img_data, expected_output, mode): if mode is None: img = transforms.ToPILImage()(img_data) self.assertEqual(img.mode, 'RGB') # default should assume RGB else: img = transforms.ToPILImage(mode=mode)(img_data) self.assertEqual(img.mode, mode) split = img.split() for i in range(3): self.assertTrue(np.allclose(expected_output[i].numpy(), F.to_tensor(split[i]).numpy())) img_data = torch.Tensor(3, 4, 4).uniform_() expected_output = img_data.mul(255).int().float().div(255) for mode in [None, 'RGB', 'HSV', 'YCbCr']: verify_img_data(img_data, expected_output, mode=mode) with self.assertRaises(ValueError): # should raise if we try a mode for 4 or 1 or 2 channel images transforms.ToPILImage(mode='RGBA')(img_data) transforms.ToPILImage(mode='P')(img_data) transforms.ToPILImage(mode='LA')(img_data) with self.assertRaises(ValueError): transforms.ToPILImage()(torch.Tensor(1, 3, 4, 4).uniform_()) def test_3_channel_ndarray_to_pil_image(self): def verify_img_data(img_data, mode): if mode is None: img = transforms.ToPILImage()(img_data) self.assertEqual(img.mode, 'RGB') # default should assume RGB else: img = transforms.ToPILImage(mode=mode)(img_data) self.assertEqual(img.mode, mode) split = img.split() for i in range(3): self.assertTrue(np.allclose(img_data[:, :, i], split[i])) img_data = torch.ByteTensor(4, 4, 3).random_(0, 255).numpy() for mode in [None, 'RGB', 'HSV', 'YCbCr']: verify_img_data(img_data, mode) # Checking if ToPILImage can be printed as string transforms.ToPILImage().__repr__() with self.assertRaises(ValueError): # should raise if we try a mode for 4 or 1 or 2 channel images transforms.ToPILImage(mode='RGBA')(img_data) transforms.ToPILImage(mode='P')(img_data) transforms.ToPILImage(mode='LA')(img_data) def test_4_channel_tensor_to_pil_image(self): def verify_img_data(img_data, expected_output, mode): if mode is None: img = transforms.ToPILImage()(img_data) self.assertEqual(img.mode, 'RGBA') # default should assume RGBA else: img = transforms.ToPILImage(mode=mode)(img_data) self.assertEqual(img.mode, mode) split = img.split() for i in range(4): self.assertTrue(np.allclose(expected_output[i].numpy(), F.to_tensor(split[i]).numpy())) img_data = torch.Tensor(4, 4, 4).uniform_() expected_output = img_data.mul(255).int().float().div(255) for mode in [None, 'RGBA', 'CMYK', 'RGBX']: verify_img_data(img_data, expected_output, mode) with self.assertRaises(ValueError): # should raise if we try a mode for 3 or 1 or 2 channel images transforms.ToPILImage(mode='RGB')(img_data) transforms.ToPILImage(mode='P')(img_data) transforms.ToPILImage(mode='LA')(img_data) def test_4_channel_ndarray_to_pil_image(self): def verify_img_data(img_data, mode): if mode is None: img = transforms.ToPILImage()(img_data) self.assertEqual(img.mode, 'RGBA') # default should assume RGBA else: img = transforms.ToPILImage(mode=mode)(img_data) self.assertEqual(img.mode, mode) split = img.split() for i in range(4): self.assertTrue(np.allclose(img_data[:, :, i], split[i])) img_data = torch.ByteTensor(4, 4, 4).random_(0, 255).numpy() for mode in [None, 'RGBA', 'CMYK', 'RGBX']: verify_img_data(img_data, mode) with self.assertRaises(ValueError): # should raise if we try a mode for 3 or 1 or 2 channel images transforms.ToPILImage(mode='RGB')(img_data) transforms.ToPILImage(mode='P')(img_data) transforms.ToPILImage(mode='LA')(img_data) def test_2d_tensor_to_pil_image(self): to_tensor = transforms.ToTensor() img_data_float = torch.Tensor(4, 4).uniform_() img_data_byte = torch.ByteTensor(4, 4).random_(0, 255) img_data_short = torch.ShortTensor(4, 4).random_() img_data_int = torch.IntTensor(4, 4).random_() inputs = [img_data_float, img_data_byte, img_data_short, img_data_int] expected_outputs = [img_data_float.mul(255).int().float().div(255).numpy(), img_data_byte.float().div(255.0).numpy(), img_data_short.numpy(), img_data_int.numpy()] expected_modes = ['L', 'L', 'I;16', 'I'] for img_data, expected_output, mode in zip(inputs, expected_outputs, expected_modes): for transform in [transforms.ToPILImage(), transforms.ToPILImage(mode=mode)]: img = transform(img_data) self.assertEqual(img.mode, mode) self.assertTrue(np.allclose(expected_output, to_tensor(img).numpy())) def test_2d_ndarray_to_pil_image(self): img_data_float = torch.Tensor(4, 4).uniform_().numpy() img_data_byte = torch.ByteTensor(4, 4).random_(0, 255).numpy() img_data_short = torch.ShortTensor(4, 4).random_().numpy() img_data_int = torch.IntTensor(4, 4).random_().numpy() inputs = [img_data_float, img_data_byte, img_data_short, img_data_int] expected_modes = ['F', 'L', 'I;16', 'I'] for img_data, mode in zip(inputs, expected_modes): for transform in [transforms.ToPILImage(), transforms.ToPILImage(mode=mode)]: img = transform(img_data) self.assertEqual(img.mode, mode) self.assertTrue(np.allclose(img_data, img)) def test_tensor_bad_types_to_pil_image(self): with self.assertRaises(ValueError): transforms.ToPILImage()(torch.ones(1, 3, 4, 4)) def test_ndarray_bad_types_to_pil_image(self): trans = transforms.ToPILImage() with self.assertRaises(TypeError): trans(np.ones([4, 4, 1], np.int64)) trans(np.ones([4, 4, 1], np.uint16)) trans(np.ones([4, 4, 1], np.uint32)) trans(np.ones([4, 4, 1], np.float64)) with self.assertRaises(ValueError): transforms.ToPILImage()(np.ones([1, 4, 4, 3])) @unittest.skipIf(stats is None, 'scipy.stats not available') def test_random_vertical_flip(self): random_state = random.getstate() random.seed(42) img = transforms.ToPILImage()(torch.rand(3, 10, 10)) vimg = img.transpose(Image.FLIP_TOP_BOTTOM) num_samples = 250 num_vertical = 0 for _ in range(num_samples): out = transforms.RandomVerticalFlip()(img) if out == vimg: num_vertical += 1 p_value = stats.binom_test(num_vertical, num_samples, p=0.5) random.setstate(random_state) self.assertGreater(p_value, 0.0001) num_samples = 250 num_vertical = 0 for _ in range(num_samples): out = transforms.RandomVerticalFlip(p=0.7)(img) if out == vimg: num_vertical += 1 p_value = stats.binom_test(num_vertical, num_samples, p=0.7) random.setstate(random_state) self.assertGreater(p_value, 0.0001) # Checking if RandomVerticalFlip can be printed as string transforms.RandomVerticalFlip().__repr__() @unittest.skipIf(stats is None, 'scipy.stats not available') def test_random_horizontal_flip(self): random_state = random.getstate() random.seed(42) img = transforms.ToPILImage()(torch.rand(3, 10, 10)) himg = img.transpose(Image.FLIP_LEFT_RIGHT) num_samples = 250 num_horizontal = 0 for _ in range(num_samples): out = transforms.RandomHorizontalFlip()(img) if out == himg: num_horizontal += 1 p_value = stats.binom_test(num_horizontal, num_samples, p=0.5) random.setstate(random_state) self.assertGreater(p_value, 0.0001) num_samples = 250 num_horizontal = 0 for _ in range(num_samples): out = transforms.RandomHorizontalFlip(p=0.7)(img) if out == himg: num_horizontal += 1 p_value = stats.binom_test(num_horizontal, num_samples, p=0.7) random.setstate(random_state) self.assertGreater(p_value, 0.0001) # Checking if RandomHorizontalFlip can be printed as string transforms.RandomHorizontalFlip().__repr__() @unittest.skipIf(stats is None, 'scipy.stats is not available') def test_normalize(self): def samples_from_standard_normal(tensor): p_value = stats.kstest(list(tensor.view(-1)), 'norm', args=(0, 1)).pvalue return p_value > 0.0001 random_state = random.getstate() random.seed(42) for channels in [1, 3]: img = torch.rand(channels, 10, 10) mean = [img[c].mean() for c in range(channels)] std = [img[c].std() for c in range(channels)] normalized = transforms.Normalize(mean, std)(img) self.assertTrue(samples_from_standard_normal(normalized)) random.setstate(random_state) # Checking if Normalize can be printed as string transforms.Normalize(mean, std).__repr__() # Checking the optional in-place behaviour tensor = torch.rand((1, 16, 16)) tensor_inplace = transforms.Normalize((0.5,), (0.5,), inplace=True)(tensor) self.assertTrue(torch.equal(tensor, tensor_inplace)) def test_normalize_different_dtype(self): for dtype1 in [torch.float32, torch.float64]: img = torch.rand(3, 10, 10, dtype=dtype1) for dtype2 in [torch.int64, torch.float32, torch.float64]: mean = torch.tensor([1, 2, 3], dtype=dtype2) std = torch.tensor([1, 2, 1], dtype=dtype2) # checks that it doesn't crash transforms.functional.normalize(img, mean, std) def test_normalize_3d_tensor(self): torch.manual_seed(28) n_channels = 3 img_size = 10 mean = torch.rand(n_channels) std = torch.rand(n_channels) img = torch.rand(n_channels, img_size, img_size) target = F.normalize(img, mean, std).numpy() mean_unsqueezed = mean.view(-1, 1, 1) std_unsqueezed = std.view(-1, 1, 1) result1 = F.normalize(img, mean_unsqueezed, std_unsqueezed) result2 = F.normalize(img, mean_unsqueezed.repeat(1, img_size, img_size), std_unsqueezed.repeat(1, img_size, img_size)) assert_array_almost_equal(target, result1.numpy()) assert_array_almost_equal(target, result2.numpy()) def test_adjust_brightness(self): x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_pil = Image.fromarray(x_np, mode='RGB') # test 0 y_pil = F.adjust_brightness(x_pil, 1) y_np = np.array(y_pil) self.assertTrue(np.allclose(y_np, x_np)) # test 1 y_pil = F.adjust_brightness(x_pil, 0.5) y_np = np.array(y_pil) y_ans = [0, 2, 6, 27, 67, 113, 18, 4, 117, 45, 127, 0] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) # test 2 y_pil = F.adjust_brightness(x_pil, 2) y_np = np.array(y_pil) y_ans = [0, 10, 26, 108, 255, 255, 74, 16, 255, 180, 255, 2] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) def test_adjust_contrast(self): x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_pil = Image.fromarray(x_np, mode='RGB') # test 0 y_pil = F.adjust_contrast(x_pil, 1) y_np = np.array(y_pil) self.assertTrue(np.allclose(y_np, x_np)) # test 1 y_pil = F.adjust_contrast(x_pil, 0.5) y_np = np.array(y_pil) y_ans = [43, 45, 49, 70, 110, 156, 61, 47, 160, 88, 170, 43] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) # test 2 y_pil = F.adjust_contrast(x_pil, 2) y_np = np.array(y_pil) y_ans = [0, 0, 0, 22, 184, 255, 0, 0, 255, 94, 255, 0] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) @unittest.skipIf(Image.__version__ >= '7', "Temporarily disabled") def test_adjust_saturation(self): x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_pil = Image.fromarray(x_np, mode='RGB') # test 0 y_pil = F.adjust_saturation(x_pil, 1) y_np = np.array(y_pil) self.assertTrue(np.allclose(y_np, x_np)) # test 1 y_pil = F.adjust_saturation(x_pil, 0.5) y_np = np.array(y_pil) y_ans = [2, 4, 8, 87, 128, 173, 39, 25, 138, 133, 215, 88] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) # test 2 y_pil = F.adjust_saturation(x_pil, 2) y_np = np.array(y_pil) y_ans = [0, 6, 22, 0, 149, 255, 32, 0, 255, 4, 255, 0] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) def test_adjust_hue(self): x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_pil = Image.fromarray(x_np, mode='RGB') with self.assertRaises(ValueError): F.adjust_hue(x_pil, -0.7) F.adjust_hue(x_pil, 1) # test 0: almost same as x_data but not exact. # probably because hsv <-> rgb floating point ops y_pil = F.adjust_hue(x_pil, 0) y_np = np.array(y_pil) y_ans = [0, 5, 13, 54, 139, 226, 35, 8, 234, 91, 255, 1] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) # test 1 y_pil = F.adjust_hue(x_pil, 0.25) y_np = np.array(y_pil) y_ans = [13, 0, 12, 224, 54, 226, 234, 8, 99, 1, 222, 255] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) # test 2 y_pil = F.adjust_hue(x_pil, -0.25) y_np = np.array(y_pil) y_ans = [0, 13, 2, 54, 226, 58, 8, 234, 152, 255, 43, 1] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) def test_adjust_gamma(self): x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_pil = Image.fromarray(x_np, mode='RGB') # test 0 y_pil = F.adjust_gamma(x_pil, 1) y_np = np.array(y_pil) self.assertTrue(np.allclose(y_np, x_np)) # test 1 y_pil = F.adjust_gamma(x_pil, 0.5) y_np = np.array(y_pil) y_ans = [0, 35, 57, 117, 186, 241, 97, 45, 245, 152, 255, 16] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) # test 2 y_pil = F.adjust_gamma(x_pil, 2) y_np = np.array(y_pil) y_ans = [0, 0, 0, 11, 71, 201, 5, 0, 215, 31, 255, 0] y_ans = np.array(y_ans, dtype=np.uint8).reshape(x_shape) self.assertTrue(np.allclose(y_np, y_ans)) def test_adjusts_L_mode(self): x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_rgb = Image.fromarray(x_np, mode='RGB') x_l = x_rgb.convert('L') self.assertEqual(F.adjust_brightness(x_l, 2).mode, 'L') self.assertEqual(F.adjust_saturation(x_l, 2).mode, 'L') self.assertEqual(F.adjust_contrast(x_l, 2).mode, 'L') self.assertEqual(F.adjust_hue(x_l, 0.4).mode, 'L') self.assertEqual(F.adjust_gamma(x_l, 0.5).mode, 'L') def test_color_jitter(self): color_jitter = transforms.ColorJitter(2, 2, 2, 0.1) x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_pil = Image.fromarray(x_np, mode='RGB') x_pil_2 = x_pil.convert('L') for i in range(10): y_pil = color_jitter(x_pil) self.assertEqual(y_pil.mode, x_pil.mode) y_pil_2 = color_jitter(x_pil_2) self.assertEqual(y_pil_2.mode, x_pil_2.mode) # Checking if ColorJitter can be printed as string color_jitter.__repr__() def test_linear_transformation(self): num_samples = 1000 x = torch.randn(num_samples, 3, 10, 10) flat_x = x.view(x.size(0), x.size(1) * x.size(2) * x.size(3)) # compute principal components sigma = torch.mm(flat_x.t(), flat_x) / flat_x.size(0) u, s, _ = np.linalg.svd(sigma.numpy()) zca_epsilon = 1e-10 # avoid division by 0 d = torch.Tensor(np.diag(1. / np.sqrt(s + zca_epsilon))) u = torch.Tensor(u) principal_components = torch.mm(torch.mm(u, d), u.t()) mean_vector = (torch.sum(flat_x, dim=0) / flat_x.size(0)) # initialize whitening matrix whitening = transforms.LinearTransformation(principal_components, mean_vector) # estimate covariance and mean using weak law of large number num_features = flat_x.size(1) cov = 0.0 mean = 0.0 for i in x: xwhite = whitening(i) xwhite = xwhite.view(1, -1).numpy() cov += np.dot(xwhite, xwhite.T) / num_features mean += np.sum(xwhite) / num_features # if rtol for std = 1e-3 then rtol for cov = 2e-3 as std**2 = cov self.assertTrue(np.allclose(cov / num_samples, np.identity(1), rtol=2e-3), "cov not close to 1") self.assertTrue(np.allclose(mean / num_samples, 0, rtol=1e-3), "mean not close to 0") # Checking if LinearTransformation can be printed as string whitening.__repr__() def test_rotate(self): x = np.zeros((100, 100, 3), dtype=np.uint8) x[40, 40] = [255, 255, 255] with self.assertRaisesRegex(TypeError, r"img should be PIL Image"): F.rotate(x, 10) img = F.to_pil_image(x) result = F.rotate(img, 45) self.assertEqual(result.size, (100, 100)) r, c, ch = np.where(result) self.assertTrue(all(x in r for x in [49, 50])) self.assertTrue(all(x in c for x in [36])) self.assertTrue(all(x in ch for x in [0, 1, 2])) result = F.rotate(img, 45, expand=True) self.assertEqual(result.size, (142, 142)) r, c, ch = np.where(result) self.assertTrue(all(x in r for x in [70, 71])) self.assertTrue(all(x in c for x in [57])) self.assertTrue(all(x in ch for x in [0, 1, 2])) result = F.rotate(img, 45, center=(40, 40)) self.assertEqual(result.size, (100, 100)) r, c, ch = np.where(result) self.assertTrue(all(x in r for x in [40])) self.assertTrue(all(x in c for x in [40])) self.assertTrue(all(x in ch for x in [0, 1, 2])) result_a = F.rotate(img, 90) result_b = F.rotate(img, -270) self.assertTrue(np.all(np.array(result_a) == np.array(result_b))) def test_rotate_fill(self): img = F.to_pil_image(np.ones((100, 100, 3), dtype=np.uint8) * 255, "RGB") modes = ("L", "RGB", "F") nums_bands = [len(mode) for mode in modes] fill = 127 for mode, num_bands in zip(modes, nums_bands): img_conv = img.convert(mode) img_rot = F.rotate(img_conv, 45.0, fill=fill) pixel = img_rot.getpixel((0, 0)) if not isinstance(pixel, tuple): pixel = (pixel,) self.assertTupleEqual(pixel, tuple([fill] * num_bands)) for wrong_num_bands in set(nums_bands) - {num_bands}: with self.assertRaises(ValueError): F.rotate(img_conv, 45.0, fill=tuple([fill] * wrong_num_bands)) def test_affine(self): input_img = np.zeros((40, 40, 3), dtype=np.uint8) cnt = [20, 20] for pt in [(16, 16), (20, 16), (20, 20)]: for i in range(-5, 5): for j in range(-5, 5): input_img[pt[0] + i, pt[1] + j, :] = [255, 155, 55] with self.assertRaises(TypeError, msg="Argument translate should be a sequence"): F.affine(input_img, 10, translate=0, scale=1, shear=1) pil_img = F.to_pil_image(input_img) def _to_3x3_inv(inv_result_matrix): result_matrix = np.zeros((3, 3)) result_matrix[:2, :] = np.array(inv_result_matrix).reshape((2, 3)) result_matrix[2, 2] = 1 return np.linalg.inv(result_matrix) def _test_transformation(a, t, s, sh): a_rad = math.radians(a) s_rad = [math.radians(sh_) for sh_ in sh] cx, cy = cnt tx, ty = t sx, sy = s_rad rot = a_rad # 1) Check transformation matrix: C = np.array([[1, 0, cx], [0, 1, cy], [0, 0, 1]]) T = np.array([[1, 0, tx], [0, 1, ty], [0, 0, 1]]) Cinv = np.linalg.inv(C) RS = np.array( [[s * math.cos(rot), -s * math.sin(rot), 0], [s * math.sin(rot), s * math.cos(rot), 0], [0, 0, 1]]) SHx = np.array([[1, -math.tan(sx), 0], [0, 1, 0], [0, 0, 1]]) SHy = np.array([[1, 0, 0], [-math.tan(sy), 1, 0], [0, 0, 1]]) RSS = np.matmul(RS, np.matmul(SHy, SHx)) true_matrix = np.matmul(T, np.matmul(C, np.matmul(RSS, Cinv))) result_matrix = _to_3x3_inv(F._get_inverse_affine_matrix(center=cnt, angle=a, translate=t, scale=s, shear=sh)) self.assertLess(np.sum(np.abs(true_matrix - result_matrix)), 1e-10) # 2) Perform inverse mapping: true_result = np.zeros((40, 40, 3), dtype=np.uint8) inv_true_matrix = np.linalg.inv(true_matrix) for y in range(true_result.shape[0]): for x in range(true_result.shape[1]): # Same as for PIL: # https://github.com/python-pillow/Pillow/blob/71f8ec6a0cfc1008076a023c0756542539d057ab/ # src/libImaging/Geometry.c#L1060 input_pt = np.array([x + 0.5, y + 0.5, 1.0]) res = np.floor(np.dot(inv_true_matrix, input_pt)).astype(np.int) _x, _y = res[:2] if 0 <= _x < input_img.shape[1] and 0 <= _y < input_img.shape[0]: true_result[y, x, :] = input_img[_y, _x, :] result = F.affine(pil_img, angle=a, translate=t, scale=s, shear=sh) self.assertEqual(result.size, pil_img.size) # Compute number of different pixels: np_result = np.array(result) n_diff_pixels = np.sum(np_result != true_result) / 3 # Accept 3 wrong pixels self.assertLess(n_diff_pixels, 3, "a={}, t={}, s={}, sh={}\n".format(a, t, s, sh) + "n diff pixels={}\n".format(np.sum(np.array(result)[:, :, 0] != true_result[:, :, 0]))) # Test rotation a = 45 _test_transformation(a=a, t=(0, 0), s=1.0, sh=(0.0, 0.0)) # Test translation t = [10, 15] _test_transformation(a=0.0, t=t, s=1.0, sh=(0.0, 0.0)) # Test scale s = 1.2 _test_transformation(a=0.0, t=(0.0, 0.0), s=s, sh=(0.0, 0.0)) # Test shear sh = [45.0, 25.0] _test_transformation(a=0.0, t=(0.0, 0.0), s=1.0, sh=sh) # Test rotation, scale, translation, shear for a in range(-90, 90, 25): for t1 in range(-10, 10, 5): for s in [0.75, 0.98, 1.0, 1.2, 1.4]: for sh in range(-15, 15, 5): _test_transformation(a=a, t=(t1, t1), s=s, sh=(sh, sh)) def test_random_rotation(self): with self.assertRaises(ValueError): transforms.RandomRotation(-0.7) transforms.RandomRotation([-0.7]) transforms.RandomRotation([-0.7, 0, 0.7]) t = transforms.RandomRotation(10) angle = t.get_params(t.degrees) self.assertTrue(angle > -10 and angle < 10) t = transforms.RandomRotation((-10, 10)) angle = t.get_params(t.degrees) self.assertTrue(angle > -10 and angle < 10) # Checking if RandomRotation can be printed as string t.__repr__() def test_random_affine(self): with self.assertRaises(ValueError): transforms.RandomAffine(-0.7) transforms.RandomAffine([-0.7]) transforms.RandomAffine([-0.7, 0, 0.7]) transforms.RandomAffine([-90, 90], translate=2.0) transforms.RandomAffine([-90, 90], translate=[-1.0, 1.0]) transforms.RandomAffine([-90, 90], translate=[-1.0, 0.0, 1.0]) transforms.RandomAffine([-90, 90], translate=[0.2, 0.2], scale=[0.0]) transforms.RandomAffine([-90, 90], translate=[0.2, 0.2], scale=[-1.0, 1.0]) transforms.RandomAffine([-90, 90], translate=[0.2, 0.2], scale=[0.5, -0.5]) transforms.RandomAffine([-90, 90], translate=[0.2, 0.2], scale=[0.5, 3.0, -0.5]) transforms.RandomAffine([-90, 90], translate=[0.2, 0.2], scale=[0.5, 0.5], shear=-7) transforms.RandomAffine([-90, 90], translate=[0.2, 0.2], scale=[0.5, 0.5], shear=[-10]) transforms.RandomAffine([-90, 90], translate=[0.2, 0.2], scale=[0.5, 0.5], shear=[-10, 0, 10]) transforms.RandomAffine([-90, 90], translate=[0.2, 0.2], scale=[0.5, 0.5], shear=[-10, 0, 10, 0, 10]) x = np.zeros((100, 100, 3), dtype=np.uint8) img = F.to_pil_image(x) t = transforms.RandomAffine(10, translate=[0.5, 0.3], scale=[0.7, 1.3], shear=[-10, 10, 20, 40]) for _ in range(100): angle, translations, scale, shear = t.get_params(t.degrees, t.translate, t.scale, t.shear, img_size=img.size) self.assertTrue(-10 < angle < 10) self.assertTrue(-img.size[0] * 0.5 <= translations[0] <= img.size[0] * 0.5, "{} vs {}".format(translations[0], img.size[0] * 0.5)) self.assertTrue(-img.size[1] * 0.5 <= translations[1] <= img.size[1] * 0.5, "{} vs {}".format(translations[1], img.size[1] * 0.5)) self.assertTrue(0.7 < scale < 1.3) self.assertTrue(-10 < shear[0] < 10) self.assertTrue(-20 < shear[1] < 40) # Checking if RandomAffine can be printed as string t.__repr__() t = transforms.RandomAffine(10, resample=Image.BILINEAR) self.assertIn("Image.BILINEAR", t.__repr__()) def test_to_grayscale(self): """Unit tests for grayscale transform""" x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_pil = Image.fromarray(x_np, mode='RGB') x_pil_2 = x_pil.convert('L') gray_np = np.array(x_pil_2) # Test Set: Grayscale an image with desired number of output channels # Case 1: RGB -> 1 channel grayscale trans1 = transforms.Grayscale(num_output_channels=1) gray_pil_1 = trans1(x_pil) gray_np_1 = np.array(gray_pil_1) self.assertEqual(gray_pil_1.mode, 'L', 'mode should be L') self.assertEqual(gray_np_1.shape, tuple(x_shape[0:2]), 'should be 1 channel') np.testing.assert_equal(gray_np, gray_np_1) # Case 2: RGB -> 3 channel grayscale trans2 = transforms.Grayscale(num_output_channels=3) gray_pil_2 = trans2(x_pil) gray_np_2 = np.array(gray_pil_2) self.assertEqual(gray_pil_2.mode, 'RGB', 'mode should be RGB') self.assertEqual(gray_np_2.shape, tuple(x_shape), 'should be 3 channel') np.testing.assert_equal(gray_np_2[:, :, 0], gray_np_2[:, :, 1]) np.testing.assert_equal(gray_np_2[:, :, 1], gray_np_2[:, :, 2]) np.testing.assert_equal(gray_np, gray_np_2[:, :, 0]) # Case 3: 1 channel grayscale -> 1 channel grayscale trans3 = transforms.Grayscale(num_output_channels=1) gray_pil_3 = trans3(x_pil_2) gray_np_3 = np.array(gray_pil_3) self.assertEqual(gray_pil_3.mode, 'L', 'mode should be L') self.assertEqual(gray_np_3.shape, tuple(x_shape[0:2]), 'should be 1 channel') np.testing.assert_equal(gray_np, gray_np_3) # Case 4: 1 channel grayscale -> 3 channel grayscale trans4 = transforms.Grayscale(num_output_channels=3) gray_pil_4 = trans4(x_pil_2) gray_np_4 = np.array(gray_pil_4) self.assertEqual(gray_pil_4.mode, 'RGB', 'mode should be RGB') self.assertEqual(gray_np_4.shape, tuple(x_shape), 'should be 3 channel') np.testing.assert_equal(gray_np_4[:, :, 0], gray_np_4[:, :, 1]) np.testing.assert_equal(gray_np_4[:, :, 1], gray_np_4[:, :, 2]) np.testing.assert_equal(gray_np, gray_np_4[:, :, 0]) # Checking if Grayscale can be printed as string trans4.__repr__() @unittest.skipIf(stats is None, 'scipy.stats not available') def test_random_grayscale(self): """Unit tests for random grayscale transform""" # Test Set 1: RGB -> 3 channel grayscale random_state = random.getstate() random.seed(42) x_shape = [2, 2, 3] x_np = np.random.randint(0, 256, x_shape, np.uint8) x_pil = Image.fromarray(x_np, mode='RGB') x_pil_2 = x_pil.convert('L') gray_np = np.array(x_pil_2) num_samples = 250 num_gray = 0 for _ in range(num_samples): gray_pil_2 = transforms.RandomGrayscale(p=0.5)(x_pil) gray_np_2 = np.array(gray_pil_2) if np.array_equal(gray_np_2[:, :, 0], gray_np_2[:, :, 1]) and \ np.array_equal(gray_np_2[:, :, 1], gray_np_2[:, :, 2]) and \ np.array_equal(gray_np, gray_np_2[:, :, 0]): num_gray = num_gray + 1 p_value = stats.binom_test(num_gray, num_samples, p=0.5) random.setstate(random_state) self.assertGreater(p_value, 0.0001) # Test Set 2: grayscale -> 1 channel grayscale random_state = random.getstate() random.seed(42) x_shape = [2, 2, 3] x_np = np.random.randint(0, 256, x_shape, np.uint8) x_pil = Image.fromarray(x_np, mode='RGB') x_pil_2 = x_pil.convert('L') gray_np = np.array(x_pil_2) num_samples = 250 num_gray = 0 for _ in range(num_samples): gray_pil_3 = transforms.RandomGrayscale(p=0.5)(x_pil_2) gray_np_3 = np.array(gray_pil_3) if np.array_equal(gray_np, gray_np_3): num_gray = num_gray + 1 p_value = stats.binom_test(num_gray, num_samples, p=1.0) # Note: grayscale is always unchanged random.setstate(random_state) self.assertGreater(p_value, 0.0001) # Test set 3: Explicit tests x_shape = [2, 2, 3] x_data = [0, 5, 13, 54, 135, 226, 37, 8, 234, 90, 255, 1] x_np = np.array(x_data, dtype=np.uint8).reshape(x_shape) x_pil = Image.fromarray(x_np, mode='RGB') x_pil_2 = x_pil.convert('L') gray_np = np.array(x_pil_2) # Case 3a: RGB -> 3 channel grayscale (grayscaled) trans2 = transforms.RandomGrayscale(p=1.0) gray_pil_2 = trans2(x_pil) gray_np_2 = np.array(gray_pil_2) self.assertEqual(gray_pil_2.mode, 'RGB', 'mode should be RGB') self.assertEqual(gray_np_2.shape, tuple(x_shape), 'should be 3 channel') np.testing.assert_equal(gray_np_2[:, :, 0], gray_np_2[:, :, 1]) np.testing.assert_equal(gray_np_2[:, :, 1], gray_np_2[:, :, 2]) np.testing.assert_equal(gray_np, gray_np_2[:, :, 0]) # Case 3b: RGB -> 3 channel grayscale (unchanged) trans2 = transforms.RandomGrayscale(p=0.0) gray_pil_2 = trans2(x_pil) gray_np_2 = np.array(gray_pil_2) self.assertEqual(gray_pil_2.mode, 'RGB', 'mode should be RGB') self.assertEqual(gray_np_2.shape, tuple(x_shape), 'should be 3 channel') np.testing.assert_equal(x_np, gray_np_2) # Case 3c: 1 channel grayscale -> 1 channel grayscale (grayscaled) trans3 = transforms.RandomGrayscale(p=1.0) gray_pil_3 = trans3(x_pil_2) gray_np_3 = np.array(gray_pil_3) self.assertEqual(gray_pil_3.mode, 'L', 'mode should be L') self.assertEqual(gray_np_3.shape, tuple(x_shape[0:2]), 'should be 1 channel') np.testing.assert_equal(gray_np, gray_np_3) # Case 3d: 1 channel grayscale -> 1 channel grayscale (unchanged) trans3 = transforms.RandomGrayscale(p=0.0) gray_pil_3 = trans3(x_pil_2) gray_np_3 = np.array(gray_pil_3) self.assertEqual(gray_pil_3.mode, 'L', 'mode should be L') self.assertEqual(gray_np_3.shape, tuple(x_shape[0:2]), 'should be 1 channel') np.testing.assert_equal(gray_np, gray_np_3) # Checking if RandomGrayscale can be printed as string trans3.__repr__() def test_gaussian_blur_asserts(self): np_img = np.ones((100, 100, 3), dtype=np.uint8) * 255 img = F.to_pil_image(np_img, "RGB") with self.assertRaisesRegex(ValueError, r"If kernel_size is a sequence its length should be 2"): F.gaussian_blur(img, [3]) with self.assertRaisesRegex(ValueError, r"If kernel_size is a sequence its length should be 2"): F.gaussian_blur(img, [3, 3, 3]) with self.assertRaisesRegex(ValueError, r"Kernel size should be a tuple/list of two integers"): transforms.GaussianBlur([3, 3, 3]) with self.assertRaisesRegex(ValueError, r"kernel_size should have odd and positive integers"): F.gaussian_blur(img, [4, 4]) with self.assertRaisesRegex(ValueError, r"Kernel size value should be an odd and positive number"): transforms.GaussianBlur([4, 4]) with self.assertRaisesRegex(ValueError, r"kernel_size should have odd and positive integers"): F.gaussian_blur(img, [-3, -3]) with self.assertRaisesRegex(ValueError, r"Kernel size value should be an odd and positive number"): transforms.GaussianBlur([-3, -3]) with self.assertRaisesRegex(ValueError, r"If sigma is a sequence, its length should be 2"): F.gaussian_blur(img, 3, [1, 1, 1]) with self.assertRaisesRegex(ValueError, r"sigma should be a single number or a list/tuple with length 2"): transforms.GaussianBlur(3, [1, 1, 1]) with self.assertRaisesRegex(ValueError, r"sigma should have positive values"): F.gaussian_blur(img, 3, -1.0) with self.assertRaisesRegex(ValueError, r"If sigma is a single number, it must be positive"): transforms.GaussianBlur(3, -1.0) with self.assertRaisesRegex(TypeError, r"kernel_size should be int or a sequence of integers"): F.gaussian_blur(img, "kernel_size_string") with self.assertRaisesRegex(ValueError, r"Kernel size should be a tuple/list of two integers"): transforms.GaussianBlur("kernel_size_string") with self.assertRaisesRegex(TypeError, r"sigma should be either float or sequence of floats"): F.gaussian_blur(img, 3, "sigma_string") with self.assertRaisesRegex(ValueError, r"sigma should be a single number or a list/tuple with length 2"): transforms.GaussianBlur(3, "sigma_string") if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_transforms_tensor.py000066400000000000000000000632711376231312300212220ustar00rootroot00000000000000import os import torch from torchvision import transforms as T from torchvision.transforms import functional as F from PIL.Image import NEAREST, BILINEAR, BICUBIC import numpy as np import unittest from common_utils import TransformsTester, get_tmp_dir, int_dtypes, float_dtypes class Tester(TransformsTester): def setUp(self): self.device = "cpu" def _test_functional_op(self, func, fn_kwargs): if fn_kwargs is None: fn_kwargs = {} f = getattr(F, func) tensor, pil_img = self._create_data(height=10, width=10, device=self.device) transformed_tensor = f(tensor, **fn_kwargs) transformed_pil_img = f(pil_img, **fn_kwargs) self.compareTensorToPIL(transformed_tensor, transformed_pil_img) def _test_transform_vs_scripted(self, transform, s_transform, tensor, msg=None): torch.manual_seed(12) out1 = transform(tensor) torch.manual_seed(12) out2 = s_transform(tensor) self.assertTrue(out1.equal(out2), msg=msg) def _test_transform_vs_scripted_on_batch(self, transform, s_transform, batch_tensors, msg=None): torch.manual_seed(12) transformed_batch = transform(batch_tensors) for i in range(len(batch_tensors)): img_tensor = batch_tensors[i, ...] torch.manual_seed(12) transformed_img = transform(img_tensor) self.assertTrue(transformed_img.equal(transformed_batch[i, ...]), msg=msg) torch.manual_seed(12) s_transformed_batch = s_transform(batch_tensors) self.assertTrue(transformed_batch.equal(s_transformed_batch), msg=msg) def _test_class_op(self, method, meth_kwargs=None, test_exact_match=True, **match_kwargs): if meth_kwargs is None: meth_kwargs = {} # test for class interface f = getattr(T, method)(**meth_kwargs) scripted_fn = torch.jit.script(f) tensor, pil_img = self._create_data(26, 34, device=self.device) # set seed to reproduce the same transformation for tensor and PIL image torch.manual_seed(12) transformed_tensor = f(tensor) torch.manual_seed(12) transformed_pil_img = f(pil_img) if test_exact_match: self.compareTensorToPIL(transformed_tensor, transformed_pil_img, **match_kwargs) else: self.approxEqualTensorToPIL(transformed_tensor.float(), transformed_pil_img, **match_kwargs) torch.manual_seed(12) transformed_tensor_script = scripted_fn(tensor) self.assertTrue(transformed_tensor.equal(transformed_tensor_script)) batch_tensors = self._create_data_batch(height=23, width=34, channels=3, num_samples=4, device=self.device) self._test_transform_vs_scripted_on_batch(f, scripted_fn, batch_tensors) with get_tmp_dir() as tmp_dir: scripted_fn.save(os.path.join(tmp_dir, "t_{}.pt".format(method))) def _test_op(self, func, method, fn_kwargs=None, meth_kwargs=None): self._test_functional_op(func, fn_kwargs) self._test_class_op(method, meth_kwargs) def test_random_horizontal_flip(self): self._test_op('hflip', 'RandomHorizontalFlip') def test_random_vertical_flip(self): self._test_op('vflip', 'RandomVerticalFlip') def test_color_jitter(self): tol = 1.0 + 1e-10 for f in [0.1, 0.5, 1.0, 1.34, (0.3, 0.7), [0.4, 0.5]]: meth_kwargs = {"brightness": f} self._test_class_op( "ColorJitter", meth_kwargs=meth_kwargs, test_exact_match=False, tol=tol, agg_method="max" ) for f in [0.2, 0.5, 1.0, 1.5, (0.3, 0.7), [0.4, 0.5]]: meth_kwargs = {"contrast": f} self._test_class_op( "ColorJitter", meth_kwargs=meth_kwargs, test_exact_match=False, tol=tol, agg_method="max" ) for f in [0.5, 0.75, 1.0, 1.25, (0.3, 0.7), [0.3, 0.4]]: meth_kwargs = {"saturation": f} self._test_class_op( "ColorJitter", meth_kwargs=meth_kwargs, test_exact_match=False, tol=tol, agg_method="max" ) for f in [0.2, 0.5, (-0.2, 0.3), [-0.4, 0.5]]: meth_kwargs = {"hue": f} self._test_class_op( "ColorJitter", meth_kwargs=meth_kwargs, test_exact_match=False, tol=0.1, agg_method="mean" ) # All 4 parameters together meth_kwargs = {"brightness": 0.2, "contrast": 0.2, "saturation": 0.2, "hue": 0.2} self._test_class_op( "ColorJitter", meth_kwargs=meth_kwargs, test_exact_match=False, tol=0.1, agg_method="mean" ) def test_pad(self): for m in ["constant", "edge", "reflect", "symmetric"]: fill = 127 if m == "constant" else 0 for mul in [1, -1]: # Test functional.pad (PIL and Tensor) with padding as single int self._test_functional_op( "pad", fn_kwargs={"padding": mul * 2, "fill": fill, "padding_mode": m} ) # Test functional.pad and transforms.Pad with padding as [int, ] fn_kwargs = meth_kwargs = {"padding": [mul * 2, ], "fill": fill, "padding_mode": m} self._test_op( "pad", "Pad", fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) # Test functional.pad and transforms.Pad with padding as list fn_kwargs = meth_kwargs = {"padding": [mul * 4, 4], "fill": fill, "padding_mode": m} self._test_op( "pad", "Pad", fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) # Test functional.pad and transforms.Pad with padding as tuple fn_kwargs = meth_kwargs = {"padding": (mul * 2, 2, 2, mul * 2), "fill": fill, "padding_mode": m} self._test_op( "pad", "Pad", fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) def test_crop(self): fn_kwargs = {"top": 2, "left": 3, "height": 4, "width": 5} # Test transforms.RandomCrop with size and padding as tuple meth_kwargs = {"size": (4, 5), "padding": (4, 4), "pad_if_needed": True, } self._test_op( 'crop', 'RandomCrop', fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) sizes = [5, [5, ], [6, 6]] padding_configs = [ {"padding_mode": "constant", "fill": 0}, {"padding_mode": "constant", "fill": 10}, {"padding_mode": "constant", "fill": 20}, {"padding_mode": "edge"}, {"padding_mode": "reflect"}, ] for size in sizes: for padding_config in padding_configs: config = dict(padding_config) config["size"] = size self._test_class_op("RandomCrop", config) def test_center_crop(self): fn_kwargs = {"output_size": (4, 5)} meth_kwargs = {"size": (4, 5), } self._test_op( "center_crop", "CenterCrop", fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) fn_kwargs = {"output_size": (5,)} meth_kwargs = {"size": (5, )} self._test_op( "center_crop", "CenterCrop", fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) tensor = torch.randint(0, 255, (3, 10, 10), dtype=torch.uint8, device=self.device) # Test torchscript of transforms.CenterCrop with size as int f = T.CenterCrop(size=5) scripted_fn = torch.jit.script(f) scripted_fn(tensor) # Test torchscript of transforms.CenterCrop with size as [int, ] f = T.CenterCrop(size=[5, ]) scripted_fn = torch.jit.script(f) scripted_fn(tensor) # Test torchscript of transforms.CenterCrop with size as tuple f = T.CenterCrop(size=(6, 6)) scripted_fn = torch.jit.script(f) scripted_fn(tensor) with get_tmp_dir() as tmp_dir: scripted_fn.save(os.path.join(tmp_dir, "t_center_crop.pt")) def _test_op_list_output(self, func, method, out_length, fn_kwargs=None, meth_kwargs=None): if fn_kwargs is None: fn_kwargs = {} if meth_kwargs is None: meth_kwargs = {} fn = getattr(F, func) scripted_fn = torch.jit.script(fn) tensor, pil_img = self._create_data(height=20, width=20, device=self.device) transformed_t_list = fn(tensor, **fn_kwargs) transformed_p_list = fn(pil_img, **fn_kwargs) self.assertEqual(len(transformed_t_list), len(transformed_p_list)) self.assertEqual(len(transformed_t_list), out_length) for transformed_tensor, transformed_pil_img in zip(transformed_t_list, transformed_p_list): self.compareTensorToPIL(transformed_tensor, transformed_pil_img) transformed_t_list_script = scripted_fn(tensor.detach().clone(), **fn_kwargs) self.assertEqual(len(transformed_t_list), len(transformed_t_list_script)) self.assertEqual(len(transformed_t_list_script), out_length) for transformed_tensor, transformed_tensor_script in zip(transformed_t_list, transformed_t_list_script): self.assertTrue(transformed_tensor.equal(transformed_tensor_script), msg="{} vs {}".format(transformed_tensor, transformed_tensor_script)) # test for class interface fn = getattr(T, method)(**meth_kwargs) scripted_fn = torch.jit.script(fn) output = scripted_fn(tensor) self.assertEqual(len(output), len(transformed_t_list_script)) # test on batch of tensors batch_tensors = self._create_data_batch(height=23, width=34, channels=3, num_samples=4, device=self.device) torch.manual_seed(12) transformed_batch_list = fn(batch_tensors) for i in range(len(batch_tensors)): img_tensor = batch_tensors[i, ...] torch.manual_seed(12) transformed_img_list = fn(img_tensor) for transformed_img, transformed_batch in zip(transformed_img_list, transformed_batch_list): self.assertTrue(transformed_img.equal(transformed_batch[i, ...]), msg="{} vs {}".format(transformed_img, transformed_batch[i, ...])) with get_tmp_dir() as tmp_dir: scripted_fn.save(os.path.join(tmp_dir, "t_op_list_{}.pt".format(method))) def test_five_crop(self): fn_kwargs = meth_kwargs = {"size": (5,)} self._test_op_list_output( "five_crop", "FiveCrop", out_length=5, fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) fn_kwargs = meth_kwargs = {"size": [5, ]} self._test_op_list_output( "five_crop", "FiveCrop", out_length=5, fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) fn_kwargs = meth_kwargs = {"size": (4, 5)} self._test_op_list_output( "five_crop", "FiveCrop", out_length=5, fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) fn_kwargs = meth_kwargs = {"size": [4, 5]} self._test_op_list_output( "five_crop", "FiveCrop", out_length=5, fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) def test_ten_crop(self): fn_kwargs = meth_kwargs = {"size": (5,)} self._test_op_list_output( "ten_crop", "TenCrop", out_length=10, fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) fn_kwargs = meth_kwargs = {"size": [5, ]} self._test_op_list_output( "ten_crop", "TenCrop", out_length=10, fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) fn_kwargs = meth_kwargs = {"size": (4, 5)} self._test_op_list_output( "ten_crop", "TenCrop", out_length=10, fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) fn_kwargs = meth_kwargs = {"size": [4, 5]} self._test_op_list_output( "ten_crop", "TenCrop", out_length=10, fn_kwargs=fn_kwargs, meth_kwargs=meth_kwargs ) def test_resize(self): # TODO: Minimal check for bug-fix, improve this later x = torch.rand(3, 32, 46) t = T.Resize(size=38) y = t(x) # If size is an int, smaller edge of the image will be matched to this number. # i.e, if height > width, then image will be rescaled to (size * height / width, size). self.assertTrue(isinstance(y, torch.Tensor)) self.assertEqual(y.shape[1], 38) self.assertEqual(y.shape[2], int(38 * 46 / 32)) tensor, _ = self._create_data(height=34, width=36, device=self.device) batch_tensors = torch.randint(0, 255, size=(4, 3, 44, 56), dtype=torch.uint8, device=self.device) script_fn = torch.jit.script(F.resize) for dt in [None, torch.float32, torch.float64]: if dt is not None: # This is a trivial cast to float of uint8 data to test all cases tensor = tensor.to(dt) for size in [32, 34, [32, ], [32, 32], (32, 32), [34, 35]]: for interpolation in [BILINEAR, BICUBIC, NEAREST]: resized_tensor = F.resize(tensor, size=size, interpolation=interpolation) if isinstance(size, int): script_size = [size, ] else: script_size = size s_resized_tensor = script_fn(tensor, size=script_size, interpolation=interpolation) self.assertTrue(s_resized_tensor.equal(resized_tensor)) transform = T.Resize(size=script_size, interpolation=interpolation) s_transform = torch.jit.script(transform) self._test_transform_vs_scripted(transform, s_transform, tensor) self._test_transform_vs_scripted_on_batch(transform, s_transform, batch_tensors) with get_tmp_dir() as tmp_dir: script_fn.save(os.path.join(tmp_dir, "t_resize.pt")) def test_resized_crop(self): tensor = torch.randint(0, 255, size=(3, 44, 56), dtype=torch.uint8, device=self.device) batch_tensors = torch.randint(0, 255, size=(4, 3, 44, 56), dtype=torch.uint8, device=self.device) for scale in [(0.7, 1.2), [0.7, 1.2]]: for ratio in [(0.75, 1.333), [0.75, 1.333]]: for size in [(32, ), [44, ], [32, ], [32, 32], (32, 32), [44, 55]]: for interpolation in [NEAREST, BILINEAR, BICUBIC]: transform = T.RandomResizedCrop( size=size, scale=scale, ratio=ratio, interpolation=interpolation ) s_transform = torch.jit.script(transform) self._test_transform_vs_scripted(transform, s_transform, tensor) self._test_transform_vs_scripted_on_batch(transform, s_transform, batch_tensors) with get_tmp_dir() as tmp_dir: s_transform.save(os.path.join(tmp_dir, "t_resized_crop.pt")) def test_random_affine(self): tensor = torch.randint(0, 255, size=(3, 44, 56), dtype=torch.uint8, device=self.device) batch_tensors = torch.randint(0, 255, size=(4, 3, 44, 56), dtype=torch.uint8, device=self.device) for shear in [15, 10.0, (5.0, 10.0), [-15, 15], [-10.0, 10.0, -11.0, 11.0]]: for scale in [(0.7, 1.2), [0.7, 1.2]]: for translate in [(0.1, 0.2), [0.2, 0.1]]: for degrees in [45, 35.0, (-45, 45), [-90.0, 90.0]]: for interpolation in [NEAREST, BILINEAR]: transform = T.RandomAffine( degrees=degrees, translate=translate, scale=scale, shear=shear, resample=interpolation ) s_transform = torch.jit.script(transform) self._test_transform_vs_scripted(transform, s_transform, tensor) self._test_transform_vs_scripted_on_batch(transform, s_transform, batch_tensors) with get_tmp_dir() as tmp_dir: s_transform.save(os.path.join(tmp_dir, "t_random_affine.pt")) def test_random_rotate(self): tensor = torch.randint(0, 255, size=(3, 44, 56), dtype=torch.uint8, device=self.device) batch_tensors = torch.randint(0, 255, size=(4, 3, 44, 56), dtype=torch.uint8, device=self.device) for center in [(0, 0), [10, 10], None, (56, 44)]: for expand in [True, False]: for degrees in [45, 35.0, (-45, 45), [-90.0, 90.0]]: for interpolation in [NEAREST, BILINEAR]: transform = T.RandomRotation( degrees=degrees, resample=interpolation, expand=expand, center=center ) s_transform = torch.jit.script(transform) self._test_transform_vs_scripted(transform, s_transform, tensor) self._test_transform_vs_scripted_on_batch(transform, s_transform, batch_tensors) with get_tmp_dir() as tmp_dir: s_transform.save(os.path.join(tmp_dir, "t_random_rotate.pt")) def test_random_perspective(self): tensor = torch.randint(0, 255, size=(3, 44, 56), dtype=torch.uint8, device=self.device) batch_tensors = torch.randint(0, 255, size=(4, 3, 44, 56), dtype=torch.uint8, device=self.device) for distortion_scale in np.linspace(0.1, 1.0, num=20): for interpolation in [NEAREST, BILINEAR]: transform = T.RandomPerspective( distortion_scale=distortion_scale, interpolation=interpolation ) s_transform = torch.jit.script(transform) self._test_transform_vs_scripted(transform, s_transform, tensor) self._test_transform_vs_scripted_on_batch(transform, s_transform, batch_tensors) with get_tmp_dir() as tmp_dir: s_transform.save(os.path.join(tmp_dir, "t_perspective.pt")) def test_to_grayscale(self): meth_kwargs = {"num_output_channels": 1} tol = 1.0 + 1e-10 self._test_class_op( "Grayscale", meth_kwargs=meth_kwargs, test_exact_match=False, tol=tol, agg_method="max" ) meth_kwargs = {"num_output_channels": 3} self._test_class_op( "Grayscale", meth_kwargs=meth_kwargs, test_exact_match=False, tol=tol, agg_method="max" ) meth_kwargs = {} self._test_class_op( "RandomGrayscale", meth_kwargs=meth_kwargs, test_exact_match=False, tol=tol, agg_method="max" ) def test_normalize(self): tensor, _ = self._create_data(26, 34, device=self.device) batch_tensors = torch.rand(4, 3, 44, 56, device=self.device) tensor = tensor.to(dtype=torch.float32) / 255.0 # test for class interface fn = T.Normalize((0.5, 0.5, 0.5), (0.5, 0.5, 0.5)) scripted_fn = torch.jit.script(fn) self._test_transform_vs_scripted(fn, scripted_fn, tensor) self._test_transform_vs_scripted_on_batch(fn, scripted_fn, batch_tensors) with get_tmp_dir() as tmp_dir: scripted_fn.save(os.path.join(tmp_dir, "t_norm.pt")) def test_linear_transformation(self): c, h, w = 3, 24, 32 tensor, _ = self._create_data(h, w, channels=c, device=self.device) matrix = torch.rand(c * h * w, c * h * w, device=self.device) mean_vector = torch.rand(c * h * w, device=self.device) fn = T.LinearTransformation(matrix, mean_vector) scripted_fn = torch.jit.script(fn) self._test_transform_vs_scripted(fn, scripted_fn, tensor) batch_tensors = torch.rand(4, c, h, w, device=self.device) # We skip some tests from _test_transform_vs_scripted_on_batch as # results for scripted and non-scripted transformations are not exactly the same torch.manual_seed(12) transformed_batch = fn(batch_tensors) torch.manual_seed(12) s_transformed_batch = scripted_fn(batch_tensors) self.assertTrue(transformed_batch.equal(s_transformed_batch)) with get_tmp_dir() as tmp_dir: scripted_fn.save(os.path.join(tmp_dir, "t_norm.pt")) def test_compose(self): tensor, _ = self._create_data(26, 34, device=self.device) tensor = tensor.to(dtype=torch.float32) / 255.0 transforms = T.Compose([ T.CenterCrop(10), T.Normalize((0.485, 0.456, 0.406), (0.229, 0.224, 0.225)), ]) s_transforms = torch.nn.Sequential(*transforms.transforms) scripted_fn = torch.jit.script(s_transforms) torch.manual_seed(12) transformed_tensor = transforms(tensor) torch.manual_seed(12) transformed_tensor_script = scripted_fn(tensor) self.assertTrue(transformed_tensor.equal(transformed_tensor_script), msg="{}".format(transforms)) t = T.Compose([ lambda x: x, ]) with self.assertRaisesRegex(RuntimeError, r"Could not get name of python class object"): torch.jit.script(t) def test_random_apply(self): tensor, _ = self._create_data(26, 34, device=self.device) tensor = tensor.to(dtype=torch.float32) / 255.0 transforms = T.RandomApply([ T.RandomHorizontalFlip(), T.ColorJitter(), ], p=0.4) s_transforms = T.RandomApply(torch.nn.ModuleList([ T.RandomHorizontalFlip(), T.ColorJitter(), ]), p=0.4) scripted_fn = torch.jit.script(s_transforms) torch.manual_seed(12) transformed_tensor = transforms(tensor) torch.manual_seed(12) transformed_tensor_script = scripted_fn(tensor) self.assertTrue(transformed_tensor.equal(transformed_tensor_script), msg="{}".format(transforms)) if torch.device(self.device).type == "cpu": # Can't check this twice, otherwise # "Can't redefine method: forward on class: __torch__.torchvision.transforms.transforms.RandomApply" transforms = T.RandomApply([ T.ColorJitter(), ], p=0.3) with self.assertRaisesRegex(RuntimeError, r"Module 'RandomApply' has no attribute 'transforms'"): torch.jit.script(transforms) def test_gaussian_blur(self): tol = 1.0 + 1e-10 self._test_class_op( "GaussianBlur", meth_kwargs={"kernel_size": 3, "sigma": 0.75}, test_exact_match=False, agg_method="max", tol=tol ) self._test_class_op( "GaussianBlur", meth_kwargs={"kernel_size": 23, "sigma": [0.1, 2.0]}, test_exact_match=False, agg_method="max", tol=tol ) self._test_class_op( "GaussianBlur", meth_kwargs={"kernel_size": 23, "sigma": (0.1, 2.0)}, test_exact_match=False, agg_method="max", tol=tol ) self._test_class_op( "GaussianBlur", meth_kwargs={"kernel_size": [3, 3], "sigma": (1.0, 1.0)}, test_exact_match=False, agg_method="max", tol=tol ) self._test_class_op( "GaussianBlur", meth_kwargs={"kernel_size": (3, 3), "sigma": (0.1, 2.0)}, test_exact_match=False, agg_method="max", tol=tol ) self._test_class_op( "GaussianBlur", meth_kwargs={"kernel_size": [23], "sigma": 0.75}, test_exact_match=False, agg_method="max", tol=tol ) def test_random_erasing(self): img = torch.rand(3, 60, 60) # Test Set 0: invalid value random_erasing = T.RandomErasing(value=(0.1, 0.2, 0.3, 0.4), p=1.0) with self.assertRaises(ValueError, msg="If value is a sequence, it should have either a single value or 3"): random_erasing(img) tensor, _ = self._create_data(24, 32, channels=3, device=self.device) batch_tensors = torch.rand(4, 3, 44, 56, device=self.device) test_configs = [ {"value": 0.2}, {"value": "random"}, {"value": (0.2, 0.2, 0.2)}, {"value": "random", "ratio": (0.1, 0.2)}, ] for config in test_configs: fn = T.RandomErasing(**config) scripted_fn = torch.jit.script(fn) self._test_transform_vs_scripted(fn, scripted_fn, tensor) self._test_transform_vs_scripted_on_batch(fn, scripted_fn, batch_tensors) with get_tmp_dir() as tmp_dir: scripted_fn.save(os.path.join(tmp_dir, "t_random_erasing.pt")) def test_convert_image_dtype(self): tensor, _ = self._create_data(26, 34, device=self.device) batch_tensors = torch.rand(4, 3, 44, 56, device=self.device) for in_dtype in int_dtypes() + float_dtypes(): in_tensor = tensor.to(in_dtype) in_batch_tensors = batch_tensors.to(in_dtype) for out_dtype in int_dtypes() + float_dtypes(): fn = T.ConvertImageDtype(dtype=out_dtype) scripted_fn = torch.jit.script(fn) if (in_dtype == torch.float32 and out_dtype in (torch.int32, torch.int64)) or \ (in_dtype == torch.float64 and out_dtype == torch.int64): with self.assertRaisesRegex(RuntimeError, r"cannot be performed safely"): self._test_transform_vs_scripted(fn, scripted_fn, in_tensor) with self.assertRaisesRegex(RuntimeError, r"cannot be performed safely"): self._test_transform_vs_scripted_on_batch(fn, scripted_fn, in_batch_tensors) continue self._test_transform_vs_scripted(fn, scripted_fn, in_tensor) self._test_transform_vs_scripted_on_batch(fn, scripted_fn, in_batch_tensors) with get_tmp_dir() as tmp_dir: scripted_fn.save(os.path.join(tmp_dir, "t_convert_dtype.pt")) @unittest.skipIf(not torch.cuda.is_available(), reason="Skip if no CUDA device") class CUDATester(Tester): def setUp(self): self.device = "cuda" if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_transforms_video.py000066400000000000000000000146371376231312300210200ustar00rootroot00000000000000import torch import torchvision.transforms._transforms_video as transforms from torchvision.transforms import Compose import unittest import random import numpy as np try: from scipy import stats except ImportError: stats = None class TestVideoTransforms(unittest.TestCase): def test_random_crop_video(self): numFrames = random.randint(4, 128) height = random.randint(10, 32) * 2 width = random.randint(10, 32) * 2 oheight = random.randint(5, (height - 2) / 2) * 2 owidth = random.randint(5, (width - 2) / 2) * 2 clip = torch.randint(0, 256, (numFrames, height, width, 3), dtype=torch.uint8) result = Compose([ transforms.ToTensorVideo(), transforms.RandomCropVideo((oheight, owidth)), ])(clip) self.assertEqual(result.size(2), oheight) self.assertEqual(result.size(3), owidth) transforms.RandomCropVideo((oheight, owidth)).__repr__() def test_random_resized_crop_video(self): numFrames = random.randint(4, 128) height = random.randint(10, 32) * 2 width = random.randint(10, 32) * 2 oheight = random.randint(5, (height - 2) / 2) * 2 owidth = random.randint(5, (width - 2) / 2) * 2 clip = torch.randint(0, 256, (numFrames, height, width, 3), dtype=torch.uint8) result = Compose([ transforms.ToTensorVideo(), transforms.RandomResizedCropVideo((oheight, owidth)), ])(clip) self.assertEqual(result.size(2), oheight) self.assertEqual(result.size(3), owidth) transforms.RandomResizedCropVideo((oheight, owidth)).__repr__() def test_center_crop_video(self): numFrames = random.randint(4, 128) height = random.randint(10, 32) * 2 width = random.randint(10, 32) * 2 oheight = random.randint(5, (height - 2) / 2) * 2 owidth = random.randint(5, (width - 2) / 2) * 2 clip = torch.ones((numFrames, height, width, 3), dtype=torch.uint8) * 255 oh1 = (height - oheight) // 2 ow1 = (width - owidth) // 2 clipNarrow = clip[:, oh1:oh1 + oheight, ow1:ow1 + owidth, :] clipNarrow.fill_(0) result = Compose([ transforms.ToTensorVideo(), transforms.CenterCropVideo((oheight, owidth)), ])(clip) msg = "height: " + str(height) + " width: " \ + str(width) + " oheight: " + str(oheight) + " owidth: " + str(owidth) self.assertEqual(result.sum().item(), 0, msg) oheight += 1 owidth += 1 result = Compose([ transforms.ToTensorVideo(), transforms.CenterCropVideo((oheight, owidth)), ])(clip) sum1 = result.sum() msg = "height: " + str(height) + " width: " \ + str(width) + " oheight: " + str(oheight) + " owidth: " + str(owidth) self.assertEqual(sum1.item() > 1, True, msg) oheight += 1 owidth += 1 result = Compose([ transforms.ToTensorVideo(), transforms.CenterCropVideo((oheight, owidth)), ])(clip) sum2 = result.sum() msg = "height: " + str(height) + " width: " \ + str(width) + " oheight: " + str(oheight) + " owidth: " + str(owidth) self.assertTrue(sum2.item() > 1, msg) self.assertTrue(sum2.item() > sum1.item(), msg) @unittest.skipIf(stats is None, 'scipy.stats is not available') def test_normalize_video(self): def samples_from_standard_normal(tensor): p_value = stats.kstest(list(tensor.view(-1)), 'norm', args=(0, 1)).pvalue return p_value > 0.0001 random_state = random.getstate() random.seed(42) for channels in [1, 3]: numFrames = random.randint(4, 128) height = random.randint(32, 256) width = random.randint(32, 256) mean = random.random() std = random.random() clip = torch.normal(mean, std, size=(channels, numFrames, height, width)) mean = [clip[c].mean().item() for c in range(channels)] std = [clip[c].std().item() for c in range(channels)] normalized = transforms.NormalizeVideo(mean, std)(clip) self.assertTrue(samples_from_standard_normal(normalized)) random.setstate(random_state) # Checking the optional in-place behaviour tensor = torch.rand((3, 128, 16, 16)) tensor_inplace = transforms.NormalizeVideo((0.5, 0.5, 0.5), (0.5, 0.5, 0.5), inplace=True)(tensor) self.assertTrue(torch.equal(tensor, tensor_inplace)) transforms.NormalizeVideo((0.5, 0.5, 0.5), (0.5, 0.5, 0.5), inplace=True).__repr__() def test_to_tensor_video(self): numFrames, height, width = 64, 4, 4 trans = transforms.ToTensorVideo() with self.assertRaises(TypeError): trans(np.random.rand(numFrames, height, width, 1).tolist()) trans(torch.rand((numFrames, height, width, 1), dtype=torch.float)) with self.assertRaises(ValueError): trans(torch.ones((3, numFrames, height, width, 3), dtype=torch.uint8)) trans(torch.ones((height, width, 3), dtype=torch.uint8)) trans(torch.ones((width, 3), dtype=torch.uint8)) trans(torch.ones((3), dtype=torch.uint8)) trans.__repr__() @unittest.skipIf(stats is None, 'scipy.stats not available') def test_random_horizontal_flip_video(self): random_state = random.getstate() random.seed(42) clip = torch.rand((3, 4, 112, 112), dtype=torch.float) hclip = clip.flip((-1)) num_samples = 250 num_horizontal = 0 for _ in range(num_samples): out = transforms.RandomHorizontalFlipVideo()(clip) if torch.all(torch.eq(out, hclip)): num_horizontal += 1 p_value = stats.binom_test(num_horizontal, num_samples, p=0.5) random.setstate(random_state) self.assertGreater(p_value, 0.0001) num_samples = 250 num_horizontal = 0 for _ in range(num_samples): out = transforms.RandomHorizontalFlipVideo(p=0.7)(clip) if torch.all(torch.eq(out, hclip)): num_horizontal += 1 p_value = stats.binom_test(num_horizontal, num_samples, p=0.7) random.setstate(random_state) self.assertGreater(p_value, 0.0001) transforms.RandomHorizontalFlipVideo().__repr__() if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_utils.py000066400000000000000000000065371376231312300165740ustar00rootroot00000000000000import os import sys import tempfile import torch import torchvision.utils as utils import unittest from io import BytesIO import torchvision.transforms.functional as F from PIL import Image class Tester(unittest.TestCase): def test_make_grid_not_inplace(self): t = torch.rand(5, 3, 10, 10) t_clone = t.clone() utils.make_grid(t, normalize=False) self.assertTrue(torch.equal(t, t_clone), 'make_grid modified tensor in-place') utils.make_grid(t, normalize=True, scale_each=False) self.assertTrue(torch.equal(t, t_clone), 'make_grid modified tensor in-place') utils.make_grid(t, normalize=True, scale_each=True) self.assertTrue(torch.equal(t, t_clone), 'make_grid modified tensor in-place') def test_normalize_in_make_grid(self): t = torch.rand(5, 3, 10, 10) * 255 norm_max = torch.tensor(1.0) norm_min = torch.tensor(0.0) grid = utils.make_grid(t, normalize=True) grid_max = torch.max(grid) grid_min = torch.min(grid) # Rounding the result to one decimal for comparison n_digits = 1 rounded_grid_max = torch.round(grid_max * 10 ** n_digits) / (10 ** n_digits) rounded_grid_min = torch.round(grid_min * 10 ** n_digits) / (10 ** n_digits) self.assertTrue(torch.equal(norm_max, rounded_grid_max), 'Normalized max is not equal to 1') self.assertTrue(torch.equal(norm_min, rounded_grid_min), 'Normalized min is not equal to 0') @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_save_image(self): with tempfile.NamedTemporaryFile(suffix='.png') as f: t = torch.rand(2, 3, 64, 64) utils.save_image(t, f.name) self.assertTrue(os.path.exists(f.name), 'The image is not present after save') @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_save_image_single_pixel(self): with tempfile.NamedTemporaryFile(suffix='.png') as f: t = torch.rand(1, 3, 1, 1) utils.save_image(t, f.name) self.assertTrue(os.path.exists(f.name), 'The pixel image is not present after save') @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_save_image_file_object(self): with tempfile.NamedTemporaryFile(suffix='.png') as f: t = torch.rand(2, 3, 64, 64) utils.save_image(t, f.name) img_orig = Image.open(f.name) fp = BytesIO() utils.save_image(t, fp, format='png') img_bytes = Image.open(fp) self.assertTrue(torch.equal(F.to_tensor(img_orig), F.to_tensor(img_bytes)), 'Image not stored in file object') @unittest.skipIf('win' in sys.platform, 'temporarily disabled on Windows') def test_save_image_single_pixel_file_object(self): with tempfile.NamedTemporaryFile(suffix='.png') as f: t = torch.rand(1, 3, 1, 1) utils.save_image(t, f.name) img_orig = Image.open(f.name) fp = BytesIO() utils.save_image(t, fp, format='png') img_bytes = Image.open(fp) self.assertTrue(torch.equal(F.to_tensor(img_orig), F.to_tensor(img_bytes)), 'Pixel Image not stored in file object') if __name__ == '__main__': unittest.main() vision-0.8.2/test/test_video.py000066400000000000000000000324651376231312300165410ustar00rootroot00000000000000import os import collections import contextlib import tempfile import unittest import random import itertools import numpy as np import torch import torchvision from torchvision.io import _HAS_VIDEO_OPT, VideoReader try: import av # Do a version test too torchvision.io.video._check_av_available() except ImportError: av = None VIDEO_DIR = os.path.join(os.path.dirname(os.path.abspath(__file__)), "assets", "videos") CheckerConfig = [ "duration", "video_fps", "audio_sample_rate", # We find for some videos (e.g. HMDB51 videos), the decoded audio frames and pts are # slightly different between TorchVision decoder and PyAv decoder. So omit it during check "check_aframes", "check_aframe_pts", ] GroundTruth = collections.namedtuple("GroundTruth", " ".join(CheckerConfig)) all_check_config = GroundTruth( duration=0, video_fps=0, audio_sample_rate=0, check_aframes=True, check_aframe_pts=True, ) test_videos = { "RATRACE_wave_f_nm_np1_fr_goo_37.avi": GroundTruth( duration=2.0, video_fps=30.0, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "SchoolRulesHowTheyHelpUs_wave_f_nm_np1_ba_med_0.avi": GroundTruth( duration=2.0, video_fps=30.0, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "TrumanShow_wave_f_nm_np1_fr_med_26.avi": GroundTruth( duration=2.0, video_fps=30.0, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "v_SoccerJuggling_g23_c01.avi": GroundTruth( duration=8.0, video_fps=29.97, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "v_SoccerJuggling_g24_c01.avi": GroundTruth( duration=8.0, video_fps=29.97, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), # Last three test segfault on video reader (see issues) "R6llTwEh07w.mp4": GroundTruth( duration=10.0, video_fps=30.0, audio_sample_rate=44100, # PyAv miss one audio frame at the beginning (pts=0) check_aframes=False, check_aframe_pts=False, ), "SOX5yA1l24A.mp4": GroundTruth( duration=11.0, video_fps=29.97, audio_sample_rate=48000, # PyAv miss one audio frame at the beginning (pts=0) check_aframes=False, check_aframe_pts=False, ), "WUzgd7C1pWA.mp4": GroundTruth( duration=11.0, video_fps=29.97, audio_sample_rate=48000, # PyAv miss one audio frame at the beginning (pts=0) check_aframes=False, check_aframe_pts=False, ), } DecoderResult = collections.namedtuple( "DecoderResult", "vframes vframe_pts vtimebase aframes aframe_pts atimebase" ) def _read_from_stream( container, start_pts, end_pts, stream, stream_name, buffer_size=4 ): """ Args: container: pyav container start_pts/end_pts: the starting/ending Presentation TimeStamp where frames are read stream: pyav stream stream_name: a dictionary of streams. For example, {"video": 0} means video stream at stream index 0 buffer_size: pts of frames decoded by PyAv is not guaranteed to be in ascending order. We need to decode more frames even when we meet end pts """ # seeking in the stream is imprecise. Thus, seek to an ealier PTS by a margin margin = 1 seek_offset = max(start_pts - margin, 0) container.seek(seek_offset, any_frame=False, backward=True, stream=stream) frames = {} buffer_count = 0 for frame in container.decode(**stream_name): if frame.pts < start_pts: continue if frame.pts <= end_pts: frames[frame.pts] = frame else: buffer_count += 1 if buffer_count >= buffer_size: break result = [frames[pts] for pts in sorted(frames)] return result def _fraction_to_tensor(fraction): ret = torch.zeros([2], dtype=torch.int32) ret[0] = fraction.numerator ret[1] = fraction.denominator return ret def _decode_frames_by_av_module( full_path, video_start_pts=0, video_end_pts=None, audio_start_pts=0, audio_end_pts=None, ): """ Use PyAv to decode video frames. This provides a reference for our decoder to compare the decoding results. Input arguments: full_path: video file path video_start_pts/video_end_pts: the starting/ending Presentation TimeStamp where frames are read """ if video_end_pts is None: video_end_pts = float("inf") if audio_end_pts is None: audio_end_pts = float("inf") container = av.open(full_path) video_frames = [] vtimebase = torch.zeros([0], dtype=torch.int32) if container.streams.video: video_frames = _read_from_stream( container, video_start_pts, video_end_pts, container.streams.video[0], {"video": 0}, ) # container.streams.video[0].average_rate is not a reliable estimator of # frame rate. It can be wrong for certain codec, such as VP80 # So we do not return video fps here vtimebase = _fraction_to_tensor(container.streams.video[0].time_base) audio_frames = [] atimebase = torch.zeros([0], dtype=torch.int32) if container.streams.audio: audio_frames = _read_from_stream( container, audio_start_pts, audio_end_pts, container.streams.audio[0], {"audio": 0}, ) atimebase = _fraction_to_tensor(container.streams.audio[0].time_base) container.close() vframes = [frame.to_rgb().to_ndarray() for frame in video_frames] vframes = torch.as_tensor(np.stack(vframes)) vframe_pts = torch.tensor([frame.pts for frame in video_frames], dtype=torch.int64) aframes = [frame.to_ndarray() for frame in audio_frames] if aframes: aframes = np.transpose(np.concatenate(aframes, axis=1)) aframes = torch.as_tensor(aframes) else: aframes = torch.empty((1, 0), dtype=torch.float32) aframe_pts = torch.tensor( [audio_frame.pts for audio_frame in audio_frames], dtype=torch.int64 ) return DecoderResult( vframes=vframes.permute(0, 3, 1, 2), vframe_pts=vframe_pts, vtimebase=vtimebase, aframes=aframes, aframe_pts=aframe_pts, atimebase=atimebase, ) def _template_read_video(video_object, s=0, e=None): if e is None: e = float("inf") if e < s: raise ValueError( "end time should be larger than start time, got " "start time={} and end time={}".format(s, e) ) video_object.set_current_stream("video") video_object.seek(s) video_frames = torch.empty(0) frames = [] video_pts = [] for frame in itertools.takewhile(lambda x: x['pts'] <= e, video_object): if frame['pts'] < s: continue frames.append(frame['data']) video_pts.append(frame['pts']) if len(frames) > 0: video_frames = torch.stack(frames, 0) video_object.set_current_stream("audio") video_object.seek(s) audio_frames = torch.empty(0) frames = [] audio_pts = [] for frame in itertools.takewhile(lambda x: x['pts'] <= e, video_object): if frame['pts'] < s: continue frames.append(frame['data']) audio_pts.append(frame['pts']) if len(frames) > 0: audio_frames = torch.stack(frames, 0) return DecoderResult( vframes=video_frames, vframe_pts=video_pts, vtimebase=None, aframes=audio_frames, aframe_pts=audio_pts, atimebase=None, ) return video_frames, audio_frames, video_object.get_metadata() @unittest.skip("ffmpeg isn't included in this release skip these tests") @unittest.skipIf(_HAS_VIDEO_OPT is False, "Didn't compile with ffmpeg") class TestVideo(unittest.TestCase): @unittest.skipIf(av is None, "PyAV unavailable") def test_read_video_tensor(self): """ Check if reading the video using the `next` based API yields the same sized tensors as the pyav alternative. """ torchvision.set_video_backend("pyav") for test_video, config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) # pass 1: decode all frames using existing TV decoder tv_result, _, _ = torchvision.io.read_video(full_path, pts_unit="sec") tv_result = tv_result.permute(0, 3, 1, 2) # pass 2: decode all frames using new api reader = VideoReader(full_path, "video") frames = [] for frame in reader: frames.append(frame['data']) new_api = torch.stack(frames, 0) self.assertEqual(tv_result.size(), new_api.size()) # def test_partial_video_reading_fn(self): # torchvision.set_video_backend("video_reader") # for test_video, config in test_videos.items(): # full_path = os.path.join(VIDEO_DIR, test_video) # # select two random points between 0 and duration # r = [] # r.append(random.uniform(0, config.duration)) # r.append(random.uniform(0, config.duration)) # s = min(r) # e = max(r) # reader = VideoReader(full_path, "video") # results = _template_read_video(reader, s, e) # tv_video, tv_audio, info = torchvision.io.read_video( # full_path, start_pts=s, end_pts=e, pts_unit="sec" # ) # self.assertAlmostEqual(tv_video.size(0), results.vframes.size(0), delta=2.0) # def test_pts(self): # """ # Check if every frame read from # """ # torchvision.set_video_backend("video_reader") # for test_video, config in test_videos.items(): # full_path = os.path.join(VIDEO_DIR, test_video) # tv_timestamps, _ = torchvision.io.read_video_timestamps( # full_path, pts_unit="sec" # ) # # pass 2: decode all frames using new api # reader = VideoReader(full_path, "video") # pts = [] # t, p = next(reader) # while t.numel() > 0: # THIS NEEDS TO BE FIXED # pts.append(p) # t, p = next(reader) # tv_timestamps = [float(p) for p in tv_timestamps] # napi_pts = [float(p) for p in pts] # for i in range(len(napi_pts)): # self.assertAlmostEqual(napi_pts[i], tv_timestamps[i], delta=0.001) # # check if pts of video frames are sorted in ascending order # for i in range(len(napi_pts) - 1): # self.assertEqual(napi_pts[i] < napi_pts[i + 1], True) @unittest.skipIf(av is None, "PyAV unavailable") def test_metadata(self): """ Test that the metadata returned via pyav corresponds to the one returned by the new video decoder API """ torchvision.set_video_backend("pyav") for test_video, config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) reader = VideoReader(full_path, "video") reader_md = reader.get_metadata() self.assertAlmostEqual( config.video_fps, reader_md["video"]["fps"][0], delta=0.0001 ) self.assertAlmostEqual( config.duration, reader_md["video"]["duration"][0], delta=0.5 ) @unittest.skipIf(av is None, "PyAV unavailable") def test_video_reading_fn(self): """ Test that the outputs of the pyav and ffmpeg outputs are mostly the same """ for test_video, config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) ref_result = _decode_frames_by_av_module(full_path) reader = VideoReader(full_path, "video") newapi_result = _template_read_video(reader) # First we check if the frames are approximately the same # (note that every codec context has signature artefacts which # make a direct comparison not feasible) if newapi_result.vframes.numel() > 0 and ref_result.vframes.numel() > 0: mean_delta = torch.mean( torch.abs( newapi_result.vframes.float() - ref_result.vframes.float() ) ) self.assertAlmostEqual(mean_delta, 0, delta=8.0) # Just a sanity check: are the two of the correct size? self.assertEqual(newapi_result.vframes.size(), ref_result.vframes.size()) # Lastly, we compare the resulting audio streams if ( config.check_aframes and newapi_result.aframes.numel() > 0 and ref_result.aframes.numel() > 0 ): """Audio stream is available and audio frame is required to return from decoder""" is_same = torch.all( torch.eq(newapi_result.aframes, ref_result.aframes) ).item() self.assertEqual(is_same, True) if __name__ == "__main__": unittest.main() vision-0.8.2/test/test_video_reader.py000066400000000000000000001316111376231312300200540ustar00rootroot00000000000000import collections import math import os import time import unittest from fractions import Fraction import numpy as np import torch import torchvision.io as io from numpy.random import randint from torchvision.io import _HAS_VIDEO_OPT try: import av # Do a version test too io.video._check_av_available() except ImportError: av = None from urllib.error import URLError VIDEO_DIR = os.path.join(os.path.dirname(os.path.abspath(__file__)), "assets", "videos") CheckerConfig = [ "duration", "video_fps", "audio_sample_rate", # We find for some videos (e.g. HMDB51 videos), the decoded audio frames and pts are # slightly different between TorchVision decoder and PyAv decoder. So omit it during check "check_aframes", "check_aframe_pts", ] GroundTruth = collections.namedtuple("GroundTruth", " ".join(CheckerConfig)) all_check_config = GroundTruth( duration=0, video_fps=0, audio_sample_rate=0, check_aframes=True, check_aframe_pts=True, ) test_videos = { "RATRACE_wave_f_nm_np1_fr_goo_37.avi": GroundTruth( duration=2.0, video_fps=30.0, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "SchoolRulesHowTheyHelpUs_wave_f_nm_np1_ba_med_0.avi": GroundTruth( duration=2.0, video_fps=30.0, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "TrumanShow_wave_f_nm_np1_fr_med_26.avi": GroundTruth( duration=2.0, video_fps=30.0, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "v_SoccerJuggling_g23_c01.avi": GroundTruth( duration=8.0, video_fps=29.97, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "v_SoccerJuggling_g24_c01.avi": GroundTruth( duration=8.0, video_fps=29.97, audio_sample_rate=None, check_aframes=True, check_aframe_pts=True, ), "R6llTwEh07w.mp4": GroundTruth( duration=10.0, video_fps=30.0, audio_sample_rate=44100, # PyAv miss one audio frame at the beginning (pts=0) check_aframes=False, check_aframe_pts=False, ), "SOX5yA1l24A.mp4": GroundTruth( duration=11.0, video_fps=29.97, audio_sample_rate=48000, # PyAv miss one audio frame at the beginning (pts=0) check_aframes=False, check_aframe_pts=False, ), "WUzgd7C1pWA.mp4": GroundTruth( duration=11.0, video_fps=29.97, audio_sample_rate=48000, # PyAv miss one audio frame at the beginning (pts=0) check_aframes=False, check_aframe_pts=False, ), } DecoderResult = collections.namedtuple( "DecoderResult", "vframes vframe_pts vtimebase aframes aframe_pts atimebase" ) """av_seek_frame is imprecise so seek to a timestamp earlier by a margin The unit of margin is second""" seek_frame_margin = 0.25 def _read_from_stream( container, start_pts, end_pts, stream, stream_name, buffer_size=4 ): """ Args: container: pyav container start_pts/end_pts: the starting/ending Presentation TimeStamp where frames are read stream: pyav stream stream_name: a dictionary of streams. For example, {"video": 0} means video stream at stream index 0 buffer_size: pts of frames decoded by PyAv is not guaranteed to be in ascending order. We need to decode more frames even when we meet end pts """ # seeking in the stream is imprecise. Thus, seek to an ealier PTS by a margin margin = 1 seek_offset = max(start_pts - margin, 0) container.seek(seek_offset, any_frame=False, backward=True, stream=stream) frames = {} buffer_count = 0 for frame in container.decode(**stream_name): if frame.pts < start_pts: continue if frame.pts <= end_pts: frames[frame.pts] = frame else: buffer_count += 1 if buffer_count >= buffer_size: break result = [frames[pts] for pts in sorted(frames)] return result def _get_timebase_by_av_module(full_path): container = av.open(full_path) video_time_base = container.streams.video[0].time_base if container.streams.audio: audio_time_base = container.streams.audio[0].time_base else: audio_time_base = None return video_time_base, audio_time_base def _fraction_to_tensor(fraction): ret = torch.zeros([2], dtype=torch.int32) ret[0] = fraction.numerator ret[1] = fraction.denominator return ret def _decode_frames_by_av_module( full_path, video_start_pts=0, video_end_pts=None, audio_start_pts=0, audio_end_pts=None, ): """ Use PyAv to decode video frames. This provides a reference for our decoder to compare the decoding results. Input arguments: full_path: video file path video_start_pts/video_end_pts: the starting/ending Presentation TimeStamp where frames are read """ if video_end_pts is None: video_end_pts = float("inf") if audio_end_pts is None: audio_end_pts = float("inf") container = av.open(full_path) video_frames = [] vtimebase = torch.zeros([0], dtype=torch.int32) if container.streams.video: video_frames = _read_from_stream( container, video_start_pts, video_end_pts, container.streams.video[0], {"video": 0}, ) # container.streams.video[0].average_rate is not a reliable estimator of # frame rate. It can be wrong for certain codec, such as VP80 # So we do not return video fps here vtimebase = _fraction_to_tensor(container.streams.video[0].time_base) audio_frames = [] atimebase = torch.zeros([0], dtype=torch.int32) if container.streams.audio: audio_frames = _read_from_stream( container, audio_start_pts, audio_end_pts, container.streams.audio[0], {"audio": 0}, ) atimebase = _fraction_to_tensor(container.streams.audio[0].time_base) container.close() vframes = [frame.to_rgb().to_ndarray() for frame in video_frames] vframes = torch.as_tensor(np.stack(vframes)) vframe_pts = torch.tensor([frame.pts for frame in video_frames], dtype=torch.int64) aframes = [frame.to_ndarray() for frame in audio_frames] if aframes: aframes = np.transpose(np.concatenate(aframes, axis=1)) aframes = torch.as_tensor(aframes) else: aframes = torch.empty((1, 0), dtype=torch.float32) aframe_pts = torch.tensor( [audio_frame.pts for audio_frame in audio_frames], dtype=torch.int64 ) return DecoderResult( vframes=vframes, vframe_pts=vframe_pts, vtimebase=vtimebase, aframes=aframes, aframe_pts=aframe_pts, atimebase=atimebase, ) def _pts_convert(pts, timebase_from, timebase_to, round_func=math.floor): """convert pts between different time bases Args: pts: presentation timestamp, float timebase_from: original timebase. Fraction timebase_to: new timebase. Fraction round_func: rounding function. """ new_pts = Fraction(pts, 1) * timebase_from / timebase_to return int(round_func(new_pts)) def _get_video_tensor(video_dir, video_file): """open a video file, and represent the video data by a PT tensor""" full_path = os.path.join(video_dir, video_file) assert os.path.exists(full_path), "File not found: %s" % full_path with open(full_path, "rb") as fp: video_tensor = torch.from_numpy(np.frombuffer(fp.read(), dtype=np.uint8)) return full_path, video_tensor @unittest.skip("ffmpeg was not included in this release") @unittest.skipIf(av is None, "PyAV unavailable") @unittest.skipIf(_HAS_VIDEO_OPT is False, "Didn't compile with ffmpeg") class TestVideoReader(unittest.TestCase): def check_separate_decoding_result(self, tv_result, config): """check the decoding results from TorchVision decoder """ vframes, vframe_pts, vtimebase, vfps, vduration, \ aframes, aframe_pts, atimebase, asample_rate, aduration = ( tv_result ) video_duration = vduration.item() * Fraction( vtimebase[0].item(), vtimebase[1].item() ) self.assertAlmostEqual(video_duration, config.duration, delta=0.5) self.assertAlmostEqual(vfps.item(), config.video_fps, delta=0.5) if asample_rate.numel() > 0: self.assertEqual(asample_rate.item(), config.audio_sample_rate) audio_duration = aduration.item() * Fraction( atimebase[0].item(), atimebase[1].item() ) self.assertAlmostEqual(audio_duration, config.duration, delta=0.5) # check if pts of video frames are sorted in ascending order for i in range(len(vframe_pts) - 1): self.assertEqual(vframe_pts[i] < vframe_pts[i + 1], True) if len(aframe_pts) > 1: # check if pts of audio frames are sorted in ascending order for i in range(len(aframe_pts) - 1): self.assertEqual(aframe_pts[i] < aframe_pts[i + 1], True) def check_probe_result(self, result, config): vtimebase, vfps, vduration, atimebase, asample_rate, aduration = result video_duration = vduration.item() * Fraction( vtimebase[0].item(), vtimebase[1].item() ) self.assertAlmostEqual(video_duration, config.duration, delta=0.5) self.assertAlmostEqual(vfps.item(), config.video_fps, delta=0.5) if asample_rate.numel() > 0: self.assertEqual(asample_rate.item(), config.audio_sample_rate) audio_duration = aduration.item() * Fraction( atimebase[0].item(), atimebase[1].item() ) self.assertAlmostEqual(audio_duration, config.duration, delta=0.5) def check_meta_result(self, result, config): self.assertAlmostEqual(result.video_duration, config.duration, delta=0.5) self.assertAlmostEqual(result.video_fps, config.video_fps, delta=0.5) if result.has_audio > 0: self.assertEqual(result.audio_sample_rate, config.audio_sample_rate) self.assertAlmostEqual(result.audio_duration, config.duration, delta=0.5) def compare_decoding_result(self, tv_result, ref_result, config=all_check_config): """ Compare decoding results from two sources. Args: tv_result: decoding results from TorchVision decoder ref_result: reference decoding results which can be from either PyAv decoder or TorchVision decoder with getPtsOnly = 1 config: config of decoding results checker """ vframes, vframe_pts, vtimebase, _vfps, _vduration, \ aframes, aframe_pts, atimebase, _asample_rate, _aduration = ( tv_result ) if isinstance(ref_result, list): # the ref_result is from new video_reader decoder ref_result = DecoderResult( vframes=ref_result[0], vframe_pts=ref_result[1], vtimebase=ref_result[2], aframes=ref_result[5], aframe_pts=ref_result[6], atimebase=ref_result[7], ) if vframes.numel() > 0 and ref_result.vframes.numel() > 0: mean_delta = torch.mean( torch.abs(vframes.float() - ref_result.vframes.float()) ) self.assertAlmostEqual(mean_delta, 0, delta=8.0) mean_delta = torch.mean( torch.abs(vframe_pts.float() - ref_result.vframe_pts.float()) ) self.assertAlmostEqual(mean_delta, 0, delta=1.0) is_same = torch.all(torch.eq(vtimebase, ref_result.vtimebase)).item() self.assertEqual(is_same, True) if ( config.check_aframes and aframes.numel() > 0 and ref_result.aframes.numel() > 0 ): """Audio stream is available and audio frame is required to return from decoder""" is_same = torch.all(torch.eq(aframes, ref_result.aframes)).item() self.assertEqual(is_same, True) if ( config.check_aframe_pts and aframe_pts.numel() > 0 and ref_result.aframe_pts.numel() > 0 ): """Audio stream is available""" is_same = torch.all(torch.eq(aframe_pts, ref_result.aframe_pts)).item() self.assertEqual(is_same, True) is_same = torch.all(torch.eq(atimebase, ref_result.atimebase)).item() self.assertEqual(is_same, True) @unittest.skip( "This stress test will iteratively decode the same set of videos." "It helps to detect memory leak but it takes lots of time to run." "By default, it is disabled" ) def test_stress_test_read_video_from_file(self): num_iter = 10000 # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for _i in range(num_iter): for test_video, _config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) # pass 1: decode all frames using new decoder torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) def test_read_video_from_file(self): """ Test the case when decoder starts with a video file to decode frames. """ # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) # pass 1: decode all frames using new decoder tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) # pass 2: decode all frames using av pyav_result = _decode_frames_by_av_module(full_path) # check results from TorchVision decoder self.check_separate_decoding_result(tv_result, config) # compare decoding results self.compare_decoding_result(tv_result, pyav_result, config) def test_read_video_from_file_read_single_stream_only(self): """ Test the case when decoder starts with a video file to decode frames, and only reads video stream and ignores audio stream """ # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) for readVideoStream, readAudioStream in [(1, 0), (0, 1)]: # decode all frames using new decoder tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly readVideoStream, width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, readAudioStream, samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) vframes, vframe_pts, vtimebase, vfps, vduration, \ aframes, aframe_pts, atimebase, asample_rate, aduration = ( tv_result ) self.assertEqual(vframes.numel() > 0, readVideoStream) self.assertEqual(vframe_pts.numel() > 0, readVideoStream) self.assertEqual(vtimebase.numel() > 0, readVideoStream) self.assertEqual(vfps.numel() > 0, readVideoStream) expect_audio_data = ( readAudioStream == 1 and config.audio_sample_rate is not None ) self.assertEqual(aframes.numel() > 0, expect_audio_data) self.assertEqual(aframe_pts.numel() > 0, expect_audio_data) self.assertEqual(atimebase.numel() > 0, expect_audio_data) self.assertEqual(asample_rate.numel() > 0, expect_audio_data) def test_read_video_from_file_rescale_min_dimension(self): """ Test the case when decoder starts with a video file to decode frames, and video min dimension between height and width is set. """ # video related width, height, min_dimension, max_dimension = 0, 0, 128, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, _config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.assertEqual( min_dimension, min(tv_result[0].size(1), tv_result[0].size(2)) ) def test_read_video_from_file_rescale_max_dimension(self): """ Test the case when decoder starts with a video file to decode frames, and video min dimension between height and width is set. """ # video related width, height, min_dimension, max_dimension = 0, 0, 0, 85 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, _config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.assertEqual( max_dimension, max(tv_result[0].size(1), tv_result[0].size(2)) ) def test_read_video_from_file_rescale_both_min_max_dimension(self): """ Test the case when decoder starts with a video file to decode frames, and video min dimension between height and width is set. """ # video related width, height, min_dimension, max_dimension = 0, 0, 64, 85 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, _config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.assertEqual( min_dimension, min(tv_result[0].size(1), tv_result[0].size(2)) ) self.assertEqual( max_dimension, max(tv_result[0].size(1), tv_result[0].size(2)) ) def test_read_video_from_file_rescale_width(self): """ Test the case when decoder starts with a video file to decode frames, and video width is set. """ # video related width, height, min_dimension, max_dimension = 256, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, _config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.assertEqual(tv_result[0].size(2), width) def test_read_video_from_file_rescale_height(self): """ Test the case when decoder starts with a video file to decode frames, and video height is set. """ # video related width, height, min_dimension, max_dimension = 0, 224, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, _config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.assertEqual(tv_result[0].size(1), height) def test_read_video_from_file_rescale_width_and_height(self): """ Test the case when decoder starts with a video file to decode frames, and both video height and width are set. """ # video related width, height, min_dimension, max_dimension = 320, 240, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, _config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.assertEqual(tv_result[0].size(1), height) self.assertEqual(tv_result[0].size(2), width) def test_read_video_from_file_audio_resampling(self): """ Test the case when decoder starts with a video file to decode frames, and audio waveform are resampled """ for samples in [9600, 96000]: # downsampling # upsampling # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related channels = 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, _config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) tv_result = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) vframes, vframe_pts, vtimebase, vfps, vduration, \ aframes, aframe_pts, atimebase, asample_rate, aduration = ( tv_result ) if aframes.numel() > 0: self.assertEqual(samples, asample_rate.item()) self.assertEqual(1, aframes.size(1)) # when audio stream is found duration = ( float(aframe_pts[-1]) * float(atimebase[0]) / float(atimebase[1]) ) self.assertAlmostEqual( aframes.size(0), int(duration * asample_rate.item()), delta=0.1 * asample_rate.item(), ) def test_compare_read_video_from_memory_and_file(self): """ Test the case when video is already in memory, and decoder reads data in memory """ # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, config in test_videos.items(): full_path, video_tensor = _get_video_tensor(VIDEO_DIR, test_video) # pass 1: decode all frames using cpp decoder tv_result_memory = torch.ops.video_reader.read_video_from_memory( video_tensor, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.check_separate_decoding_result(tv_result_memory, config) # pass 2: decode all frames from file tv_result_file = torch.ops.video_reader.read_video_from_file( full_path, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.check_separate_decoding_result(tv_result_file, config) # finally, compare results decoded from memory and file self.compare_decoding_result(tv_result_memory, tv_result_file) def test_read_video_from_memory(self): """ Test the case when video is already in memory, and decoder reads data in memory """ # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, config in test_videos.items(): full_path, video_tensor = _get_video_tensor(VIDEO_DIR, test_video) # pass 1: decode all frames using cpp decoder tv_result = torch.ops.video_reader.read_video_from_memory( video_tensor, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) # pass 2: decode all frames using av pyav_result = _decode_frames_by_av_module(full_path) self.check_separate_decoding_result(tv_result, config) self.compare_decoding_result(tv_result, pyav_result, config) def test_read_video_from_memory_get_pts_only(self): """ Test the case when video is already in memory, and decoder reads data in memory. Compare frame pts between decoding for pts only and full decoding for both pts and frame data """ # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 for test_video, config in test_videos.items(): full_path, video_tensor = _get_video_tensor(VIDEO_DIR, test_video) # pass 1: decode all frames using cpp decoder tv_result = torch.ops.video_reader.read_video_from_memory( video_tensor, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.assertAlmostEqual(config.video_fps, tv_result[3].item(), delta=0.01) # pass 2: decode all frames to get PTS only using cpp decoder tv_result_pts_only = torch.ops.video_reader.read_video_from_memory( video_tensor, seek_frame_margin, 1, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) self.assertEqual(tv_result_pts_only[0].numel(), 0) self.assertEqual(tv_result_pts_only[5].numel(), 0) self.compare_decoding_result(tv_result, tv_result_pts_only) def test_read_video_in_range_from_memory(self): """ Test the case when video is already in memory, and decoder reads data in memory. In addition, decoder takes meaningful start- and end PTS as input, and decode frames within that interval """ for test_video, config in test_videos.items(): full_path, video_tensor = _get_video_tensor(VIDEO_DIR, test_video) # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 # pass 1: decode all frames using new decoder tv_result = torch.ops.video_reader.read_video_from_memory( video_tensor, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) vframes, vframe_pts, vtimebase, vfps, vduration, \ aframes, aframe_pts, atimebase, asample_rate, aduration = ( tv_result ) self.assertAlmostEqual(config.video_fps, vfps.item(), delta=0.01) for num_frames in [4, 8, 16, 32, 64, 128]: start_pts_ind_max = vframe_pts.size(0) - num_frames if start_pts_ind_max <= 0: continue # randomly pick start pts start_pts_ind = randint(0, start_pts_ind_max) end_pts_ind = start_pts_ind + num_frames - 1 video_start_pts = vframe_pts[start_pts_ind] video_end_pts = vframe_pts[end_pts_ind] video_timebase_num, video_timebase_den = vtimebase[0], vtimebase[1] if len(atimebase) > 0: # when audio stream is available audio_timebase_num, audio_timebase_den = atimebase[0], atimebase[1] audio_start_pts = _pts_convert( video_start_pts.item(), Fraction(video_timebase_num.item(), video_timebase_den.item()), Fraction(audio_timebase_num.item(), audio_timebase_den.item()), math.floor, ) audio_end_pts = _pts_convert( video_end_pts.item(), Fraction(video_timebase_num.item(), video_timebase_den.item()), Fraction(audio_timebase_num.item(), audio_timebase_den.item()), math.ceil, ) # pass 2: decode frames in the randomly generated range tv_result = torch.ops.video_reader.read_video_from_memory( video_tensor, seek_frame_margin, 0, # getPtsOnly 1, # readVideoStream width, height, min_dimension, max_dimension, video_start_pts, video_end_pts, video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, audio_start_pts, audio_end_pts, audio_timebase_num, audio_timebase_den, ) # pass 3: decode frames in range using PyAv video_timebase_av, audio_timebase_av = _get_timebase_by_av_module( full_path ) video_start_pts_av = _pts_convert( video_start_pts.item(), Fraction(video_timebase_num.item(), video_timebase_den.item()), Fraction( video_timebase_av.numerator, video_timebase_av.denominator ), math.floor, ) video_end_pts_av = _pts_convert( video_end_pts.item(), Fraction(video_timebase_num.item(), video_timebase_den.item()), Fraction( video_timebase_av.numerator, video_timebase_av.denominator ), math.ceil, ) if audio_timebase_av: audio_start_pts = _pts_convert( video_start_pts.item(), Fraction(video_timebase_num.item(), video_timebase_den.item()), Fraction( audio_timebase_av.numerator, audio_timebase_av.denominator ), math.floor, ) audio_end_pts = _pts_convert( video_end_pts.item(), Fraction(video_timebase_num.item(), video_timebase_den.item()), Fraction( audio_timebase_av.numerator, audio_timebase_av.denominator ), math.ceil, ) pyav_result = _decode_frames_by_av_module( full_path, video_start_pts_av, video_end_pts_av, audio_start_pts, audio_end_pts, ) self.assertEqual(tv_result[0].size(0), num_frames) if pyav_result.vframes.size(0) == num_frames: # if PyAv decodes a different number of video frames, skip # comparing the decoding results between Torchvision video reader # and PyAv self.compare_decoding_result(tv_result, pyav_result, config) def test_probe_video_from_file(self): """ Test the case when decoder probes a video file """ for test_video, config in test_videos.items(): full_path = os.path.join(VIDEO_DIR, test_video) probe_result = torch.ops.video_reader.probe_video_from_file(full_path) self.check_probe_result(probe_result, config) def test_probe_video_from_memory(self): """ Test the case when decoder probes a video in memory """ for test_video, config in test_videos.items(): full_path, video_tensor = _get_video_tensor(VIDEO_DIR, test_video) probe_result = torch.ops.video_reader.probe_video_from_memory(video_tensor) self.check_probe_result(probe_result, config) def test_probe_video_from_memory_script(self): scripted_fun = torch.jit.script(io._probe_video_from_memory) self.assertIsNotNone(scripted_fun) for test_video, config in test_videos.items(): full_path, video_tensor = _get_video_tensor(VIDEO_DIR, test_video) probe_result = scripted_fun(video_tensor) self.check_meta_result(probe_result, config) def test_read_video_from_memory_scripted(self): """ Test the case when video is already in memory, and decoder reads data in memory """ # video related width, height, min_dimension, max_dimension = 0, 0, 0, 0 video_start_pts, video_end_pts = 0, -1 video_timebase_num, video_timebase_den = 0, 1 # audio related samples, channels = 0, 0 audio_start_pts, audio_end_pts = 0, -1 audio_timebase_num, audio_timebase_den = 0, 1 scripted_fun = torch.jit.script(io._read_video_from_memory) self.assertIsNotNone(scripted_fun) for test_video, _config in test_videos.items(): full_path, video_tensor = _get_video_tensor(VIDEO_DIR, test_video) # decode all frames using cpp decoder scripted_fun( video_tensor, seek_frame_margin, 1, # readVideoStream width, height, min_dimension, max_dimension, [video_start_pts, video_end_pts], video_timebase_num, video_timebase_den, 1, # readAudioStream samples, channels, [audio_start_pts, audio_end_pts], audio_timebase_num, audio_timebase_den, ) # FUTURE: check value of video / audio frames if __name__ == "__main__": unittest.main() vision-0.8.2/test/tracing/000077500000000000000000000000001376231312300154375ustar00rootroot00000000000000vision-0.8.2/test/tracing/frcnn/000077500000000000000000000000001376231312300165455ustar00rootroot00000000000000vision-0.8.2/test/tracing/frcnn/CMakeLists.txt000066400000000000000000000010141376231312300213010ustar00rootroot00000000000000cmake_minimum_required(VERSION 3.1 FATAL_ERROR) project(test_frcnn_tracing) find_package(Torch REQUIRED) find_package(TorchVision REQUIRED) # This due to some headers importing Python.h find_package(Python3 COMPONENTS Development) add_executable(test_frcnn_tracing test_frcnn_tracing.cpp) target_compile_features(test_frcnn_tracing PUBLIC cxx_range_for) target_link_libraries(test_frcnn_tracing ${TORCH_LIBRARIES} TorchVision::TorchVision Python3::Python) set_property(TARGET test_frcnn_tracing PROPERTY CXX_STANDARD 14) vision-0.8.2/test/tracing/frcnn/test_frcnn_tracing.cpp000066400000000000000000000034021376231312300231240ustar00rootroot00000000000000#include #include #include #include #include #include #ifdef _WIN32 // Windows only // This is necessary until operators are automatically registered on include static auto _nms = &nms_cpu; #endif int main() { torch::DeviceType device_type; device_type = torch::kCPU; torch::jit::script::Module module; try { std::cout << "Loading model\n"; // Deserialize the ScriptModule from a file using torch::jit::load(). module = torch::jit::load("fasterrcnn_resnet50_fpn.pt"); std::cout << "Model loaded\n"; } catch (const torch::Error& e) { std::cout << "error loading the model\n"; return -1; } catch (const std::exception& e) { std::cout << "Other error: " << e.what() << "\n"; return -1; } // TorchScript models require a List[IValue] as input std::vector inputs; // Faster RCNN accepts a List[Tensor] as main input std::vector images; images.push_back(torch::rand({3, 256, 275})); images.push_back(torch::rand({3, 256, 275})); inputs.push_back(images); auto output = module.forward(inputs); std::cout << "ok\n"; std::cout << "output" << output << "\n"; if (torch::cuda::is_available()) { // Move traced model to GPU module.to(torch::kCUDA); // Add GPU inputs images.clear(); inputs.clear(); torch::TensorOptions options = torch::TensorOptions{torch::kCUDA}; images.push_back(torch::rand({3, 256, 275}, options)); images.push_back(torch::rand({3, 256, 275}, options)); inputs.push_back(images); auto output = module.forward(inputs); std::cout << "ok\n"; std::cout << "output" << output << "\n"; } return 0; } vision-0.8.2/test/tracing/frcnn/trace_model.py000066400000000000000000000005001376231312300213700ustar00rootroot00000000000000 import os.path as osp import torch import torchvision HERE = osp.dirname(osp.abspath(__file__)) ASSETS = osp.dirname(osp.dirname(HERE)) model = torchvision.models.detection.fasterrcnn_resnet50_fpn(pretrained=False) model.eval() traced_model = torch.jit.script(model) traced_model.save("fasterrcnn_resnet50_fpn.pt") vision-0.8.2/torchvision/000077500000000000000000000000001376231312300154005ustar00rootroot00000000000000vision-0.8.2/torchvision/__init__.py000066400000000000000000000053241376231312300175150ustar00rootroot00000000000000import warnings import os from .extension import _HAS_OPS from torchvision import models from torchvision import datasets from torchvision import ops from torchvision import transforms from torchvision import utils from torchvision import io import torch try: from .version import __version__ # noqa: F401 except ImportError: pass # Check if torchvision is being imported within the root folder if (not _HAS_OPS and os.path.dirname(os.path.realpath(__file__)) == os.path.join(os.path.realpath(os.getcwd()), 'torchvision')): message = ('You are importing torchvision within its own root folder ({}). ' 'This is not expected to work and may give errors. Please exit the ' 'torchvision project source and relaunch your python interpreter.') warnings.warn(message.format(os.getcwd())) _image_backend = 'PIL' _video_backend = "pyav" def set_image_backend(backend): """ Specifies the package used to load images. Args: backend (string): Name of the image backend. one of {'PIL', 'accimage'}. The :mod:`accimage` package uses the Intel IPP library. It is generally faster than PIL, but does not support as many operations. """ global _image_backend if backend not in ['PIL', 'accimage']: raise ValueError("Invalid backend '{}'. Options are 'PIL' and 'accimage'" .format(backend)) _image_backend = backend def get_image_backend(): """ Gets the name of the package used to load images """ return _image_backend def set_video_backend(backend): """ Specifies the package used to decode videos. Args: backend (string): Name of the video backend. one of {'pyav', 'video_reader'}. The :mod:`pyav` package uses the 3rd party PyAv library. It is a Pythonic binding for the FFmpeg libraries. The :mod:`video_reader` package includes a native C++ implementation on top of FFMPEG libraries, and a python API of TorchScript custom operator. It is generally decoding faster than :mod:`pyav`, but perhaps is less robust. """ global _video_backend if backend not in ["pyav", "video_reader"]: raise ValueError( "Invalid video backend '%s'. Options are 'pyav' and 'video_reader'" % backend ) if backend == "video_reader" and not io._HAS_VIDEO_OPT: message = ( "video_reader video backend is not available." " Please compile torchvision from source and try again" ) warnings.warn(message) else: _video_backend = backend def get_video_backend(): return _video_backend def _is_tracing(): return torch._C._get_tracing_state() vision-0.8.2/torchvision/csrc/000077500000000000000000000000001376231312300163325ustar00rootroot00000000000000vision-0.8.2/torchvision/csrc/DeformConv.h000066400000000000000000000126371376231312300205560ustar00rootroot00000000000000#pragma once #include "cpu/vision_cpu.h" #ifdef WITH_CUDA #include "cuda/vision_cuda.h" #endif #ifdef WITH_HIP #include "hip/vision_cuda.h" #endif at::Tensor DeformConv2d_forward( const at::Tensor& input, const at::Tensor& weight, const at::Tensor& offset, const at::Tensor& bias, const std::pair& stride, const std::pair& padding, const std::pair& dilation, const int groups, const int offset_groups) { if (input.is_cuda()) { #if defined(WITH_CUDA) || defined(WITH_HIP) return DeformConv2d_forward_cuda( input.contiguous(), weight.contiguous(), offset.contiguous(), bias.contiguous(), stride, padding, dilation, groups, offset_groups); #else TORCH_CHECK(false, "Not compiled with GPU support"); #endif } return DeformConv2d_forward_cpu( input.contiguous(), weight.contiguous(), offset.contiguous(), bias.contiguous(), stride, padding, dilation, groups, offset_groups); } std::tuple DeformConv2d_backward( const at::Tensor& grad, const at::Tensor& input, const at::Tensor& weight, const at::Tensor& offset, const at::Tensor& bias, const std::pair& stride, const std::pair& padding, const std::pair& dilation, const int groups, const int offset_groups) { if (grad.is_cuda()) { #if defined(WITH_CUDA) || defined(WITH_HIP) return DeformConv2d_backward_cuda( grad.contiguous(), input.contiguous(), weight.contiguous(), offset.contiguous(), bias.contiguous(), stride, padding, dilation, groups, offset_groups); #else TORCH_CHECK(false, "Not compiled with GPU support"); #endif } return DeformConv2d_backward_cpu( grad.contiguous(), input.contiguous(), weight.contiguous(), offset.contiguous(), bias.contiguous(), stride, padding, dilation, groups, offset_groups); } class DeformConv2dFunction : public torch::autograd::Function { public: static torch::autograd::variable_list forward( torch::autograd::AutogradContext* ctx, torch::autograd::Variable input, torch::autograd::Variable weight, torch::autograd::Variable offset, torch::autograd::Variable bias, int64_t stride_h, int64_t stride_w, int64_t pad_h, int64_t pad_w, int64_t dilation_h, int64_t dilation_w, int64_t groups, int64_t offset_groups) { auto output = DeformConv2d_forward( input, weight, offset, bias, {stride_h, stride_w}, {pad_h, pad_w}, {dilation_h, dilation_w}, groups, offset_groups); ctx->save_for_backward({input, weight, offset, bias}); ctx->saved_data["stride_h"] = stride_h; ctx->saved_data["stride_w"] = stride_w; ctx->saved_data["pad_h"] = pad_h; ctx->saved_data["pad_w"] = pad_w; ctx->saved_data["dilation_h"] = dilation_h; ctx->saved_data["dilation_w"] = dilation_w; ctx->saved_data["groups"] = groups; ctx->saved_data["offset_groups"] = offset_groups; return { output, }; } static torch::autograd::variable_list backward( torch::autograd::AutogradContext* ctx, torch::autograd::variable_list grad_output) { auto saved = ctx->get_saved_variables(); auto input = saved[0]; auto weight = saved[1]; auto offset = saved[2]; auto bias = saved[3]; auto stride_h = ctx->saved_data["stride_h"].toInt(); auto stride_w = ctx->saved_data["stride_w"].toInt(); auto pad_h = ctx->saved_data["pad_h"].toInt(); auto pad_w = ctx->saved_data["pad_w"].toInt(); auto dilation_h = ctx->saved_data["dilation_h"].toInt(); auto dilation_w = ctx->saved_data["dilation_w"].toInt(); auto groups = ctx->saved_data["groups"].toInt(); auto offset_groups = ctx->saved_data["offset_groups"].toInt(); auto grads = DeformConv2d_backward( grad_output[0], input, weight, offset, bias, {stride_h, stride_w}, {pad_h, pad_w}, {dilation_h, dilation_w}, groups, offset_groups); auto grad_input = std::get<0>(grads); auto grad_weight = std::get<1>(grads); auto grad_offset = std::get<2>(grads); auto grad_bias = std::get<3>(grads); return { grad_input, grad_weight, grad_offset, grad_bias, torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), }; } }; at::Tensor deform_conv2d( const at::Tensor& input, const at::Tensor& weight, const at::Tensor& offset, const at::Tensor& bias, int64_t stride_h, int64_t stride_w, int64_t pad_h, int64_t pad_w, int64_t dilation_h, int64_t dilation_w, int64_t groups, int64_t offset_groups) { auto result = DeformConv2dFunction::apply( input, weight, offset, bias, stride_h, stride_w, pad_h, pad_w, dilation_h, dilation_w, groups, offset_groups); return result[0]; } vision-0.8.2/torchvision/csrc/PSROIAlign.h000066400000000000000000000102671376231312300203600ustar00rootroot00000000000000#pragma once #include "cpu/vision_cpu.h" #ifdef WITH_CUDA #include "cuda/vision_cuda.h" #endif #ifdef WITH_HIP #include "hip/vision_cuda.h" #endif #include std::tuple PSROIAlign_forward( const at::Tensor& input, const at::Tensor& rois, const float spatial_scale, const int pooled_height, const int pooled_width, const int sampling_ratio) { if (input.is_cuda()) { #if defined(WITH_CUDA) || defined(WITH_HIP) return PSROIAlign_forward_cuda( input, rois, spatial_scale, pooled_height, pooled_width, sampling_ratio); #else TORCH_CHECK(false, "Not compiled with GPU support"); #endif } return PSROIAlign_forward_cpu( input, rois, spatial_scale, pooled_height, pooled_width, sampling_ratio); } at::Tensor PSROIAlign_backward( const at::Tensor& grad, const at::Tensor& rois, const at::Tensor& mapping_channel, const float spatial_scale, const int pooled_height, const int pooled_width, const int sampling_ratio, const int batch_size, const int channels, const int height, const int width) { if (grad.is_cuda()) { #if defined(WITH_CUDA) || defined(WITH_HIP) return PSROIAlign_backward_cuda( grad, rois, mapping_channel, spatial_scale, pooled_height, pooled_width, sampling_ratio, batch_size, channels, height, width); #else TORCH_CHECK(false, "Not compiled with GPU support"); #endif } return PSROIAlign_backward_cpu( grad, rois, mapping_channel, spatial_scale, pooled_height, pooled_width, sampling_ratio, batch_size, channels, height, width); } class PSROIAlignFunction : public torch::autograd::Function { public: static torch::autograd::variable_list forward( torch::autograd::AutogradContext* ctx, torch::autograd::Variable input, torch::autograd::Variable rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t sampling_ratio) { ctx->saved_data["spatial_scale"] = spatial_scale; ctx->saved_data["pooled_height"] = pooled_height; ctx->saved_data["pooled_width"] = pooled_width; ctx->saved_data["sampling_ratio"] = sampling_ratio; ctx->saved_data["input_shape"] = input.sizes(); auto result = PSROIAlign_forward( input, rois, spatial_scale, pooled_height, pooled_width, sampling_ratio); auto output = std::get<0>(result); auto channel_mapping = std::get<1>(result); ctx->save_for_backward({rois, channel_mapping}); ctx->mark_non_differentiable({channel_mapping}); return {output, channel_mapping}; } static torch::autograd::variable_list backward( torch::autograd::AutogradContext* ctx, torch::autograd::variable_list grad_output) { // Use data saved in forward auto saved = ctx->get_saved_variables(); auto rois = saved[0]; auto channel_mapping = saved[1]; auto input_shape = ctx->saved_data["input_shape"].toIntList(); auto grad_in = PSROIAlign_backward( grad_output[0], rois, channel_mapping, ctx->saved_data["spatial_scale"].toDouble(), ctx->saved_data["pooled_height"].toInt(), ctx->saved_data["pooled_width"].toInt(), ctx->saved_data["sampling_ratio"].toInt(), input_shape[0], input_shape[1], input_shape[2], input_shape[3]); return {grad_in, torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable()}; } }; std::tuple ps_roi_align( const at::Tensor& input, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t sampling_ratio) { auto result = PSROIAlignFunction::apply( input, rois, spatial_scale, pooled_height, pooled_width, sampling_ratio); return std::tuple(result[0], result[1]); } vision-0.8.2/torchvision/csrc/PSROIPool.h000066400000000000000000000072761376231312300202450ustar00rootroot00000000000000#pragma once #include "cpu/vision_cpu.h" #ifdef WITH_CUDA #include "cuda/vision_cuda.h" #endif #ifdef WITH_HIP #include "hip/vision_cuda.h" #endif std::tuple PSROIPool_forward( const at::Tensor& input, const at::Tensor& rois, const float spatial_scale, const int pooled_height, const int pooled_width) { if (input.is_cuda()) { #if defined(WITH_CUDA) || defined(WITH_HIP) return PSROIPool_forward_cuda( input, rois, spatial_scale, pooled_height, pooled_width); #else TORCH_CHECK(false, "Not compiled with GPU support"); #endif } return PSROIPool_forward_cpu( input, rois, spatial_scale, pooled_height, pooled_width); } at::Tensor PSROIPool_backward( const at::Tensor& grad, const at::Tensor& rois, const at::Tensor& mapping_channel, const float spatial_scale, const int pooled_height, const int pooled_width, const int batch_size, const int channels, const int height, const int width) { if (grad.is_cuda()) { #if defined(WITH_CUDA) || defined(WITH_HIP) return PSROIPool_backward_cuda( grad, rois, mapping_channel, spatial_scale, pooled_height, pooled_width, batch_size, channels, height, width); #else TORCH_CHECK(false, "Not compiled with GPU support"); #endif } return PSROIPool_backward_cpu( grad, rois, mapping_channel, spatial_scale, pooled_height, pooled_width, batch_size, channels, height, width); } class PSROIPoolFunction : public torch::autograd::Function { public: static torch::autograd::variable_list forward( torch::autograd::AutogradContext* ctx, torch::autograd::Variable input, torch::autograd::Variable rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width) { ctx->saved_data["spatial_scale"] = spatial_scale; ctx->saved_data["pooled_height"] = pooled_height; ctx->saved_data["pooled_width"] = pooled_width; ctx->saved_data["input_shape"] = input.sizes(); auto result = PSROIPool_forward( input, rois, spatial_scale, pooled_height, pooled_width); auto output = std::get<0>(result); auto channel_mapping = std::get<1>(result); ctx->save_for_backward({rois, channel_mapping}); ctx->mark_non_differentiable({channel_mapping}); return {output, channel_mapping}; } static torch::autograd::variable_list backward( torch::autograd::AutogradContext* ctx, torch::autograd::variable_list grad_output) { // Use data saved in forward auto saved = ctx->get_saved_variables(); auto rois = saved[0]; auto channel_mapping = saved[1]; auto input_shape = ctx->saved_data["input_shape"].toIntList(); auto grad_in = PSROIPool_backward( grad_output[0], rois, channel_mapping, ctx->saved_data["spatial_scale"].toDouble(), ctx->saved_data["pooled_height"].toInt(), ctx->saved_data["pooled_width"].toInt(), input_shape[0], input_shape[1], input_shape[2], input_shape[3]); return {grad_in, torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable()}; } }; std::tuple ps_roi_pool( const at::Tensor& input, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width) { auto result = PSROIPoolFunction::apply( input, rois, spatial_scale, pooled_height, pooled_width); return std::tuple(result[0], result[1]); } vision-0.8.2/torchvision/csrc/ROIAlign.h000066400000000000000000000150461376231312300201150ustar00rootroot00000000000000#pragma once #include "cpu/vision_cpu.h" #ifdef WITH_CUDA #include "autocast.h" #include "cuda/vision_cuda.h" #endif #ifdef WITH_HIP #include "autocast.h" #include "hip/vision_cuda.h" #endif // TODO: put this stuff in torchvision namespace // roi_align dispatch nexus at::Tensor roi_align( const at::Tensor& input, // Input feature map. const at::Tensor& rois, // List of ROIs to pool over. const double spatial_scale, // The scale of the image features. ROIs will be // scaled to this. const int64_t pooled_height, // The height of the pooled feature map. const int64_t pooled_width, // The width of the pooled feature const int64_t sampling_ratio, // The number of points to sample in each bin const bool aligned) // The flag for pixel shift // along each axis. { static auto op = c10::Dispatcher::singleton() .findSchemaOrThrow("torchvision::roi_align", "") .typed(); return op.call( input, rois, spatial_scale, pooled_height, pooled_width, sampling_ratio, aligned); } #if defined(WITH_CUDA) || defined(WITH_HIP) at::Tensor ROIAlign_autocast( const at::Tensor& input, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t sampling_ratio, const bool aligned) { c10::impl::ExcludeDispatchKeyGuard no_autocast(c10::DispatchKey::Autocast); return roi_align( at::autocast::cached_cast(at::kFloat, input), at::autocast::cached_cast(at::kFloat, rois), spatial_scale, pooled_height, pooled_width, sampling_ratio, aligned) .to(input.scalar_type()); } #endif at::Tensor _roi_align_backward( const at::Tensor& grad, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t batch_size, const int64_t channels, const int64_t height, const int64_t width, const int64_t sampling_ratio, const bool aligned) { static auto op = c10::Dispatcher::singleton() .findSchemaOrThrow("torchvision::_roi_align_backward", "") .typed(); return op.call( grad, rois, spatial_scale, pooled_height, pooled_width, batch_size, channels, height, width, sampling_ratio, aligned); } class ROIAlignFunction : public torch::autograd::Function { public: static torch::autograd::variable_list forward( torch::autograd::AutogradContext* ctx, torch::autograd::Variable input, torch::autograd::Variable rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t sampling_ratio, const bool aligned) { ctx->saved_data["spatial_scale"] = spatial_scale; ctx->saved_data["pooled_height"] = pooled_height; ctx->saved_data["pooled_width"] = pooled_width; ctx->saved_data["sampling_ratio"] = sampling_ratio; ctx->saved_data["aligned"] = aligned; ctx->saved_data["input_shape"] = input.sizes(); ctx->save_for_backward({rois}); at::AutoNonVariableTypeMode g; auto result = roi_align( input, rois, spatial_scale, pooled_height, pooled_width, sampling_ratio, aligned); return {result}; } static torch::autograd::variable_list backward( torch::autograd::AutogradContext* ctx, torch::autograd::variable_list grad_output) { // Use data saved in forward auto saved = ctx->get_saved_variables(); auto rois = saved[0]; auto input_shape = ctx->saved_data["input_shape"].toIntList(); auto grad_in = _roi_align_backward( grad_output[0], rois, ctx->saved_data["spatial_scale"].toDouble(), ctx->saved_data["pooled_height"].toInt(), ctx->saved_data["pooled_width"].toInt(), input_shape[0], input_shape[1], input_shape[2], input_shape[3], ctx->saved_data["sampling_ratio"].toInt(), ctx->saved_data["aligned"].toBool()); return {grad_in, torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable()}; } }; // TODO: There should be an easier way to do this class ROIAlignBackwardFunction : public torch::autograd::Function { public: static torch::autograd::variable_list forward( torch::autograd::AutogradContext* ctx, torch::autograd::Variable grad, torch::autograd::Variable rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t batch_size, const int64_t channels, const int64_t height, const int64_t width, const int64_t sampling_ratio, const bool aligned) { at::AutoNonVariableTypeMode g; auto result = _roi_align_backward( grad, rois, spatial_scale, pooled_height, pooled_width, batch_size, channels, height, width, sampling_ratio, aligned); return {result}; } static torch::autograd::variable_list backward( torch::autograd::AutogradContext* ctx, torch::autograd::variable_list grad_output) { TORCH_CHECK(0, "double backwards on roi_align not supported"); } }; at::Tensor ROIAlign_autograd( const at::Tensor& input, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t sampling_ratio, const bool aligned) { return ROIAlignFunction::apply( input, rois, spatial_scale, pooled_height, pooled_width, sampling_ratio, aligned)[0]; } at::Tensor ROIAlign_backward_autograd( const at::Tensor& grad, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t batch_size, const int64_t channels, const int64_t height, const int64_t width, const int64_t sampling_ratio, const bool aligned) { return ROIAlignBackwardFunction::apply( grad, rois, spatial_scale, pooled_height, pooled_width, batch_size, channels, height, width, sampling_ratio, aligned)[0]; } vision-0.8.2/torchvision/csrc/ROIPool.h000066400000000000000000000071351376231312300177740ustar00rootroot00000000000000#pragma once #include "cpu/vision_cpu.h" #ifdef WITH_CUDA #include "cuda/vision_cuda.h" #endif #ifdef WITH_HIP #include "hip/vision_cuda.h" #endif std::tuple ROIPool_forward( const at::Tensor& input, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width) { if (input.is_cuda()) { #if defined(WITH_CUDA) || defined(WITH_HIP) return ROIPool_forward_cuda( input, rois, spatial_scale, pooled_height, pooled_width); #else TORCH_CHECK(false, "Not compiled with GPU support"); #endif } return ROIPool_forward_cpu( input, rois, spatial_scale, pooled_height, pooled_width); } at::Tensor ROIPool_backward( const at::Tensor& grad, const at::Tensor& rois, const at::Tensor& argmax, const float spatial_scale, const int pooled_height, const int pooled_width, const int batch_size, const int channels, const int height, const int width) { if (grad.is_cuda()) { #if defined(WITH_CUDA) || defined(WITH_HIP) return ROIPool_backward_cuda( grad, rois, argmax, spatial_scale, pooled_height, pooled_width, batch_size, channels, height, width); #else TORCH_CHECK(false, "Not compiled with GPU support"); #endif } return ROIPool_backward_cpu( grad, rois, argmax, spatial_scale, pooled_height, pooled_width, batch_size, channels, height, width); } class ROIPoolFunction : public torch::autograd::Function { public: static torch::autograd::variable_list forward( torch::autograd::AutogradContext* ctx, torch::autograd::Variable input, torch::autograd::Variable rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width) { ctx->saved_data["spatial_scale"] = spatial_scale; ctx->saved_data["pooled_height"] = pooled_height; ctx->saved_data["pooled_width"] = pooled_width; ctx->saved_data["input_shape"] = input.sizes(); auto result = ROIPool_forward( input, rois, spatial_scale, pooled_height, pooled_width); auto output = std::get<0>(result); auto argmax = std::get<1>(result); ctx->save_for_backward({rois, argmax}); ctx->mark_non_differentiable({argmax}); return {output, argmax}; } static torch::autograd::variable_list backward( torch::autograd::AutogradContext* ctx, torch::autograd::variable_list grad_output) { // Use data saved in forward auto saved = ctx->get_saved_variables(); auto rois = saved[0]; auto argmax = saved[1]; auto input_shape = ctx->saved_data["input_shape"].toIntList(); auto grad_in = ROIPool_backward( grad_output[0], rois, argmax, ctx->saved_data["spatial_scale"].toDouble(), ctx->saved_data["pooled_height"].toInt(), ctx->saved_data["pooled_width"].toInt(), input_shape[0], input_shape[1], input_shape[2], input_shape[3]); return {grad_in, torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable(), torch::autograd::Variable()}; } }; std::tuple roi_pool( const at::Tensor& input, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width) { auto result = ROIPoolFunction::apply( input, rois, spatial_scale, pooled_height, pooled_width); return std::tuple(result[0], result[1]); } vision-0.8.2/torchvision/csrc/autocast.h000066400000000000000000000001411376231312300203220ustar00rootroot00000000000000#pragma once #if defined(WITH_CUDA) || defined(WITH_HIP) #include #endif vision-0.8.2/torchvision/csrc/cpu/000077500000000000000000000000001376231312300171215ustar00rootroot00000000000000vision-0.8.2/torchvision/csrc/cpu/DeformConv_cpu.cpp000066400000000000000000000721041376231312300225420ustar00rootroot00000000000000/*! ******************* BEGIN Caffe Copyright Notice and Disclaimer ***************** * * COPYRIGHT * * All contributions by the University of California: * Copyright (c) 2014-2017 The Regents of the University of California (Regents) * All rights reserved. * * All other contributions: * Copyright (c) 2014-2017, the respective contributors * All rights reserved. * * Caffe uses a shared copyright model: each contributor holds copyright over * their contributions to Caffe. The project versioning records all such * contribution and copyright details. If a contributor wants to further mark * their specific copyright on a particular contribution, they should indicate * their copyright solely in the commit message of the change when it is * committed. * * LICENSE * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions are met: * * 1. Redistributions of source code must retain the above copyright notice, *this list of conditions and the following disclaimer. * 2. Redistributions in binary form must reproduce the above copyright notice, * this list of conditions and the following disclaimer in the documentation * and/or other materials provided with the distribution. * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" *AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE *IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE * DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE *FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL *DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR *SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER *CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, *OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE *OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. * * CONTRIBUTION AGREEMENT * * By contributing to the BVLC/caffe repository through pull-request, comment, * or otherwise, the contributor releases their content to the * license and copyright terms herein. * ***************** END Caffe Copyright Notice and Disclaimer ********************* * * Copyright (c) 2018 Microsoft * Licensed under The MIT License [see LICENSE for details] * \file modulated_deformable_im2col.cuh * \brief Function definitions of converting an image to * column matrix based on kernel, padding, dilation, and offset. * These functions are mainly used in deformable convolution operators. * \ref: https://arxiv.org/abs/1703.06211 * \author Yuwen Xiong, Haozhi Qi, Jifeng Dai, Xizhou Zhu, Han Hu, Dazhi Cheng */ // modified from // https://github.com/chengdazhi/Deformable-Convolution-V2-PyTorch/blob/mmdetection/mmdet/ops/dcn/src/deform_conv_cuda_kernel.cu // modified from // https://github.com/open-mmlab/mmdetection/blob/master/mmdet/ops/dcn/src/deform_conv_cuda.cpp #include #include #include #include #include #include using namespace at; const int kMaxParallelImgs = 32; template static scalar_t bilinear_interpolate( const scalar_t* in, const int height, const int width, scalar_t h, scalar_t w) { if (h <= -1 || height <= h || w <= -1 || width <= w) { return 0; } int h_low = floor(h); int w_low = floor(w); int h_high = h_low + 1; int w_high = w_low + 1; scalar_t lh = h - h_low; scalar_t lw = w - w_low; scalar_t hh = 1 - lh, hw = 1 - lw; scalar_t v1 = 0; if (h_low >= 0 && w_low >= 0) v1 = in[h_low * width + w_low]; scalar_t v2 = 0; if (h_low >= 0 && w_high <= width - 1) v2 = in[h_low * width + w_high]; scalar_t v3 = 0; if (h_high <= height - 1 && w_low >= 0) v3 = in[h_high * width + w_low]; scalar_t v4 = 0; if (h_high <= height - 1 && w_high <= width - 1) v4 = in[h_high * width + w_high]; scalar_t w1 = hh * hw, w2 = hh * lw, w3 = lh * hw, w4 = lh * lw; scalar_t val = (w1 * v1 + w2 * v2 + w3 * v3 + w4 * v4); return val; } template static void deformable_im2col_kernel( const int n, const scalar_t* input, const scalar_t* offset, const int height, const int width, const int weight_h, const int weight_w, const int pad_h, const int pad_w, const int stride_h, const int stride_w, const int dil_h, const int dil_w, const int batch_sz, const int n_in_channels, const int n_offset_grps, const int out_h, const int out_w, scalar_t* columns) { for (int index = 0; index != n; ++index) { const int out_x = index % out_w; const int out_y = (index / out_w) % out_h; const int out_b = (index / (out_w * out_h)) % batch_sz; const int in_c = index / (out_w * out_h * batch_sz); const int out_c = in_c * weight_h * weight_w; int c_per_offset_grp = n_in_channels / n_offset_grps; const int grp_idx = in_c / c_per_offset_grp; auto columns_ptr = columns + (out_c * (batch_sz * out_h * out_w) + out_b * (out_h * out_w) + out_y * out_w + out_x); auto input_ptr = input + (out_b * (n_in_channels * height * width) + in_c * (height * width)); auto offset_ptr = offset + (out_b * n_offset_grps + grp_idx) * 2 * weight_h * weight_w * out_h * out_w; for (int i = 0; i < weight_h; ++i) { for (int j = 0; j < weight_w; ++j) { const int offset_idx = 2 * (i * weight_w + j); const scalar_t offset_h = offset_ptr[offset_idx * (out_h * out_w) + out_y * out_w + out_x]; const scalar_t offset_w = offset_ptr [(offset_idx + 1) * (out_h * out_w) + out_y * out_w + out_x]; const scalar_t y = (out_y * stride_h - pad_h) + i * dil_h + offset_h; const scalar_t x = (out_x * stride_w - pad_w) + j * dil_w + offset_w; *columns_ptr = bilinear_interpolate(input_ptr, height, width, y, x); columns_ptr += batch_sz * out_h * out_w; } } } } static void deformable_im2col( const at::Tensor input, const at::Tensor data_offset, int n_in_channels, int height, int width, int weight_h, int weight_w, int pad_h, int pad_w, int stride_h, int stride_w, int dil_h, int dil_w, int out_h, int out_w, int parallel_imgs, int deformable_group, at::Tensor data_col) { int num_kernels = n_in_channels * out_h * out_w * parallel_imgs; AT_DISPATCH_FLOATING_TYPES_AND_HALF( input.scalar_type(), "deformable_im2col", ([&] { deformable_im2col_kernel( num_kernels, input.data_ptr(), data_offset.data_ptr(), height, width, weight_h, weight_w, pad_h, pad_w, stride_h, stride_w, dil_h, dil_w, parallel_imgs, n_in_channels, deformable_group, out_h, out_w, data_col.data_ptr()); })); } static int get_greatest_divisor_below_bound(int n, int bound) { for (int k = bound; k > 1; --k) { if (n % k == 0) { return k; } } return 1; } at::Tensor DeformConv2d_forward_cpu( const at::Tensor& input_param, const at::Tensor& weight_param, const at::Tensor& offset_param, const at::Tensor& bias, std::pair stride, std::pair pad, std::pair dilation, int n_weight_grps, int n_offset_grps) { at::Tensor input = input_param; at::Tensor offset = offset_param; at::Tensor weight = weight_param; TORCH_CHECK(input.ndimension() == 4); TORCH_CHECK(offset.ndimension() == 4); TORCH_CHECK(weight.ndimension() == 4); TORCH_CHECK(input.is_contiguous()); TORCH_CHECK(offset.is_contiguous()); TORCH_CHECK(weight.is_contiguous()); TORCH_CHECK(input.device().is_cpu(), "input must be a CPU tensor"); int batch_sz = input.size(0); int n_in_channels = input.size(1); int in_h = input.size(2); int in_w = input.size(3); int n_parallel_imgs = get_greatest_divisor_below_bound(batch_sz, kMaxParallelImgs); // Unpack shapes and args int out_channels = weight.size(0); int weight_h = weight.size(2); int weight_w = weight.size(3); int stride_h = stride.first; int stride_w = stride.second; int pad_h = pad.first; int pad_w = pad.second; int dil_h = dilation.first; int dil_w = dilation.second; int ker_h = dil_h * (weight_h - 1) + 1; int ker_w = dil_w * (weight_w - 1) + 1; int out_h = ((in_h + 2 * pad_h - ker_h) / stride_h) + 1; int out_w = ((in_w + 2 * pad_w - ker_w) / stride_w) + 1; TORCH_CHECK( weight_h > 0 && weight_w > 0, "weight_h: ", weight_h, " weight_w: ", weight_w); TORCH_CHECK( stride_h > 0 && stride_w > 0, "stride_h: ", stride_h, " stride_w: ", stride_w); TORCH_CHECK(pad_h >= 0 && pad_w >= 0, "pad_h: ", pad_h, " pad_w: ", pad_w); TORCH_CHECK(dil_h > 0 && dil_w > 0, "dil_h: ", dil_h, " dil_w: ", dil_w); TORCH_CHECK(weight.size(1) * n_weight_grps == input.size(1)); TORCH_CHECK(weight.size(0) % n_weight_grps == 0); TORCH_CHECK( (offset.size(1) == n_offset_grps * 2 * weight_h * weight_w), "offset.shape[1] is not valid: got: ", offset.size(1), " expected: ", n_offset_grps * 2 * weight_h * weight_w); TORCH_CHECK(input.size(1) % n_offset_grps == 0); TORCH_CHECK( (offset.size(0) == input.size(0)), "invalid batch size of offset"); TORCH_CHECK( (offset.size(2) == out_h && offset.size(3) == out_w), "offset output dims: (", offset.size(2), ", ", offset.size(3), ") - ", "computed output dims: (", out_h, ", ", out_w, ")"); TORCH_CHECK( out_h > 0 && out_w > 0, "Calculated output size too small - out_h: ", out_h, " out_w: ", out_w); auto out = at::zeros({batch_sz, out_channels, out_h, out_w}, input.options()); if (batch_sz == 0) { return out; } // Separate batches into blocks out = out.view({batch_sz / n_parallel_imgs, n_parallel_imgs, out_channels, out_h, out_w}); input = input.view( {batch_sz / n_parallel_imgs, n_parallel_imgs, n_in_channels, in_h, in_w}); offset = offset.view({batch_sz / n_parallel_imgs, n_parallel_imgs, n_offset_grps * 2 * weight_h * weight_w, out_h, out_w}); at::Tensor out_buf = at::zeros( {batch_sz / n_parallel_imgs, out_channels, n_parallel_imgs * out_h, out_w}, out.options()); // Separate channels into convolution groups out_buf = out_buf.view({out_buf.size(0), n_weight_grps, out_buf.size(1) / n_weight_grps, out_buf.size(2), out_buf.size(3)}); weight = weight.view({n_weight_grps, weight.size(0) / n_weight_grps, weight.size(1), weight.size(2), weight.size(3)}); // Sample points and perform convolution auto columns = at::zeros( {n_in_channels * weight_h * weight_w, n_parallel_imgs * out_h * out_w}, input.options()); for (int b = 0; b < batch_sz / n_parallel_imgs; b++) { deformable_im2col( input[b], offset[b], n_in_channels, in_h, in_w, weight_h, weight_w, pad_h, pad_w, stride_h, stride_w, dil_h, dil_w, out_h, out_w, n_parallel_imgs, n_offset_grps, columns); columns = columns.view( {n_weight_grps, columns.size(0) / n_weight_grps, columns.size(1)}); for (int g = 0; g < n_weight_grps; g++) { out_buf[b][g] = out_buf[b][g] .flatten(1) .addmm_(weight[g].flatten(1), columns[g]) .view_as(out_buf[b][g]); } columns = columns.view({columns.size(0) * columns.size(1), columns.size(2)}); } out_buf = out_buf.view({batch_sz / n_parallel_imgs, out_channels, n_parallel_imgs, out_h, out_w}); out_buf.transpose_(1, 2); out.copy_(out_buf); out = out.view({batch_sz, out_channels, out_h, out_w}); return out + bias.view({1, out_channels, 1, 1}); } template static void deformable_col2im_kernel( const int n, const scalar_t* col, const scalar_t* offset, const int channels, const int height, const int width, const int kernel_h, const int kernel_w, const int pad_h, const int pad_w, const int stride_h, const int stride_w, const int dilation_h, const int dilation_w, const int batch_sz, const int n_offset_grps, const int out_h, const int out_w, scalar_t* grad_im) { for (int index = 0; index != n; ++index) { const int out_x = index % out_w; const int out_y = (index / out_w) % out_h; const int b = (index / (out_w * out_h)) % batch_sz; const int j = (index / (out_w * out_h * batch_sz)) % kernel_w; const int i = (index / (out_w * out_h * batch_sz * kernel_w)) % kernel_h; const int c = index / (out_w * out_h * batch_sz * kernel_w * kernel_h); int c_per_offset_grp = channels / n_offset_grps; const int offset_grp = c / c_per_offset_grp; auto offset_ptr = offset + (b * n_offset_grps + offset_grp) * 2 * kernel_h * kernel_w * out_h * out_w; const int offset_h_ptr = ((2 * (i * kernel_w + j)) * out_h + out_y) * out_w + out_x; const int offset_w_ptr = ((2 * (i * kernel_w + j) + 1) * out_h + out_y) * out_w + out_x; const scalar_t offset_h = offset_ptr[offset_h_ptr]; const scalar_t offset_w = offset_ptr[offset_w_ptr]; const scalar_t y = (out_y * stride_h - pad_h) + i * dilation_h + offset_h; const scalar_t x = (out_x * stride_w - pad_w) + j * dilation_w + offset_w; for (int dy = -1; dy <= 1; dy++) { for (int dx = -1; dx <= 1; dx++) { int yp = int(y) + dy; int xp = int(x) + dx; if (0 <= yp && yp < height && 0 <= xp && xp < width && std::abs(y - yp) < 1 && std::abs(x - xp) < 1) { int grad_pos = ((b * channels + c) * height + yp) * width + xp; scalar_t weight = (1 - std::abs(y - yp)) * (1 - std::abs(x - xp)); grad_im[grad_pos] += weight * col[index]; } } } } } static void compute_grad_input( const at::Tensor columns, const at::Tensor offset, const int channels, const int height, const int width, const int weight_h, const int weight_w, const int pad_h, const int pad_w, const int stride_h, const int stride_w, const int dilation_h, const int dilation_w, const int parallel_imgs, const int n_offset_grps, at::Tensor grad_im) { int out_h = (height + 2 * pad_h - (dilation_h * (weight_h - 1) + 1)) / stride_h + 1; int out_w = (width + 2 * pad_w - (dilation_w * (weight_w - 1) + 1)) / stride_w + 1; int num_kernels = channels * weight_h * weight_w * out_h * out_w * parallel_imgs; AT_DISPATCH_FLOATING_TYPES_AND_HALF( columns.scalar_type(), "deformable_col2im", ([&] { deformable_col2im_kernel( num_kernels, columns.data_ptr(), offset.data_ptr(), channels, height, width, weight_h, weight_w, pad_h, pad_w, stride_h, stride_w, dilation_h, dilation_w, parallel_imgs, n_offset_grps, out_h, out_w, grad_im.data_ptr()); })); } template static scalar_t get_coordinate_weight( const scalar_t* im_data, const int height, const int width, scalar_t y, scalar_t x, bool is_y_direction) { int y_l = floor(y); int x_l = floor(x); int y_h = y_l + 1; int x_h = x_l + 1; bool valid_y_l = 0 <= y_l && y_l < height; bool valid_y_h = 0 <= y_h && y_h < height; bool valid_x_l = 0 <= x_l && x_l < width; bool valid_x_h = 0 <= x_h && x_h < width; scalar_t zero = 0; scalar_t v_yx = (valid_y_l && valid_x_l) ? im_data[y_l * width + x_l] : zero; scalar_t v_yX = (valid_y_l && valid_x_h) ? im_data[y_l * width + x_h] : zero; scalar_t v_Yx = (valid_y_h && valid_x_l) ? im_data[y_h * width + x_l] : zero; scalar_t v_YX = (valid_y_h && valid_x_h) ? im_data[y_h * width + x_h] : zero; if (is_y_direction) { scalar_t dx = x - x_l; return dx * (v_YX - v_yX) + (1 - dx) * (v_Yx - v_yx); } else { scalar_t dy = y - y_l; return dy * (v_YX - v_Yx) + (1 - dy) * (v_yX - v_yx); } } template static void deformable_col2im_coord_kernel( const int n, const scalar_t* col, const scalar_t* im, const scalar_t* offset, const int channels, const int height, const int width, const int weight_h, const int weight_w, const int pad_h, const int pad_w, const int stride_h, const int stride_w, const int dilation_h, const int dilation_w, const int batch_sz, const int offset_channels, const int n_offset_grps, const int out_h, const int out_w, scalar_t* grad_offset) { for (int index = 0; index != n; ++index) { scalar_t val = 0; int w = index % out_w; int h = (index / out_w) % out_h; int c = (index / (out_w * out_h)) % offset_channels; int b = index / (out_w * out_h * offset_channels); const int offset_grp = c / (2 * weight_h * weight_w); const int col_step = weight_h * weight_w; int c_per_offset_grp = channels / n_offset_grps; auto col_ptr = col + offset_grp * c_per_offset_grp * weight_h * weight_w * batch_sz * out_w * out_h; auto im_ptr = im + (b * n_offset_grps + offset_grp) * c_per_offset_grp * height * width; auto offset_ptr = offset + (b * n_offset_grps + offset_grp) * 2 * weight_h * weight_w * out_h * out_w; const int offset_c = c - offset_grp * 2 * weight_h * weight_w; const int is_y_direction = offset_c % 2 == 0; const int c_bound = c_per_offset_grp * weight_h * weight_w; for (int col_c = (offset_c / 2); col_c < c_bound; col_c += col_step) { const int col_pos = (((col_c * batch_sz + b) * out_h) + h) * out_w + w; int out_x = col_pos % out_w; int out_y = (col_pos / out_w) % out_h; int j = (col_pos / (out_w * out_h * batch_sz)) % weight_w; int i = (col_pos / (out_w * out_h * batch_sz * weight_w)) % weight_h; const int offset_h_idx = (((2 * (i * weight_w + j)) * out_h + out_y) * out_w + out_x); const int offset_w_idx = (((2 * (i * weight_w + j) + 1) * out_h + out_y) * out_w + out_x); const scalar_t offset_h = offset_ptr[offset_h_idx]; const scalar_t offset_w = offset_ptr[offset_w_idx]; scalar_t y = (out_y * stride_h - pad_h) + i * dilation_h + offset_h; scalar_t x = (out_x * stride_w - pad_w) + j * dilation_w + offset_w; const scalar_t weight = get_coordinate_weight(im_ptr, height, width, y, x, is_y_direction); val += weight * col_ptr[col_pos]; im_ptr += height * width; } grad_offset[index] = val; } } static void compute_grad_offset( const at::Tensor columns, const at::Tensor input, const at::Tensor offset, const int channels, const int height, const int width, const int weight_h, const int weight_w, const int pad_h, const int pad_w, const int stride_h, const int stride_w, const int dilation_h, const int dilation_w, const int parallel_imgs, const int n_offset_grps, at::Tensor grad_offset) { int out_h = (height + 2 * pad_h - (dilation_h * (weight_h - 1) + 1)) / stride_h + 1; int out_w = (width + 2 * pad_w - (dilation_w * (weight_w - 1) + 1)) / stride_w + 1; int num_kernels = out_h * out_w * 2 * weight_h * weight_w * n_offset_grps * parallel_imgs; AT_DISPATCH_FLOATING_TYPES_AND_HALF( columns.scalar_type(), "deformable_col2im_coord", ([&] { deformable_col2im_coord_kernel( num_kernels, columns.data_ptr(), input.data_ptr(), offset.data_ptr(), channels, height, width, weight_h, weight_w, pad_h, pad_w, stride_h, stride_w, dilation_h, dilation_w, parallel_imgs, 2 * weight_h * weight_w * n_offset_grps, n_offset_grps, out_h, out_w, grad_offset.data_ptr()); })); } static std::tuple deform_conv2d_backward_input_cpu( at::Tensor input, at::Tensor weight, at::Tensor offset, at::Tensor grad_out, std::pair stride, std::pair pad, std::pair dilation, int n_weight_grps, int n_offset_grps, int n_parallel_imgs) { int batch_sz = input.size(0); int n_in_channels = input.size(1); int in_h = input.size(2); int in_w = input.size(3); n_parallel_imgs = std::min(batch_sz, n_parallel_imgs); long n_out_channels = weight.size(0); int weight_h = weight.size(2); int weight_w = weight.size(3); int stride_h = stride.first; int stride_w = stride.second; int pad_h = pad.first; int pad_w = pad.second; int dil_h = dilation.first; int dil_w = dilation.second; long out_h = (in_h + 2 * pad_h - (dil_h * (weight_h - 1) + 1)) / stride_h + 1; long out_w = (in_w + 2 * pad_w - (dil_w * (weight_w - 1) + 1)) / stride_w + 1; auto grad_input = at::zeros_like(input); auto grad_offset = at::zeros_like(offset); if (batch_sz == 0) { return std::make_tuple(grad_input, grad_offset); } auto columns = at::empty( {n_in_channels * weight_w * weight_h, n_parallel_imgs * out_h * out_w}, input.options()); // Separate into blocks grad_input = grad_input.reshape( {batch_sz / n_parallel_imgs, n_parallel_imgs, n_in_channels, in_h, in_w}); input = input.reshape( {batch_sz / n_parallel_imgs, n_parallel_imgs, n_in_channels, in_h, in_w}); grad_offset = grad_offset.reshape({batch_sz / n_parallel_imgs, n_parallel_imgs, n_offset_grps * 2 * weight_h * weight_w, out_h, out_w}); offset = offset.reshape({batch_sz / n_parallel_imgs, n_parallel_imgs, n_offset_grps * 2 * weight_h * weight_w, out_h, out_w}); grad_out = grad_out .reshape({batch_sz / n_parallel_imgs, n_parallel_imgs, n_weight_grps, n_out_channels / n_weight_grps, out_h, out_w}) .permute({0, 2, 3, 1, 4, 5}); weight = weight.reshape({n_weight_grps, weight.size(0) / n_weight_grps, weight.size(1), weight.size(2), weight.size(3)}); columns = columns.view( {n_weight_grps, columns.size(0) / n_weight_grps, columns.size(1)}); for (int elt = 0; elt < batch_sz / n_parallel_imgs; elt++) { columns.zero_(); // Separate into weight groups for (int g = 0; g < n_weight_grps; g++) { columns[g] = columns[g].addmm_( weight[g].flatten(1).transpose(0, 1), grad_out[elt][g].flatten(1)); } compute_grad_offset( columns, input[elt], offset[elt], n_in_channels, in_h, in_w, weight_h, weight_w, pad_h, pad_w, stride_h, stride_w, dil_h, dil_w, n_parallel_imgs, n_offset_grps, grad_offset[elt]); compute_grad_input( columns, offset[elt], n_in_channels, in_h, in_w, weight_h, weight_w, pad_h, pad_w, stride_h, stride_w, dil_h, dil_w, n_parallel_imgs, n_offset_grps, grad_input[elt]); } grad_input = grad_input.view({batch_sz, n_in_channels, in_h, in_w}); grad_offset = grad_offset.view( {batch_sz, n_offset_grps * 2 * weight_h * weight_w, out_h, out_w}); return std::make_tuple(grad_input, grad_offset); } static at::Tensor deform_conv2d_backward_parameters_cpu( at::Tensor input, at::Tensor weight, at::Tensor offset, at::Tensor grad_out, std::pair stride, std::pair pad, std::pair dilation, int n_weight_grps, int n_offset_grps, int n_parallel_imgs) { int batch_sz = input.size(0); int n_in_channels = input.size(1); int in_h = input.size(2); int in_w = input.size(3); n_parallel_imgs = std::min(batch_sz, n_parallel_imgs); long n_out_channels = weight.size(0); int weight_h = weight.size(2); int weight_w = weight.size(3); int stride_h = stride.first; int stride_w = stride.second; int pad_h = pad.first; int pad_w = pad.second; int dil_h = dilation.first; int dil_w = dilation.second; long out_h = grad_out.size(2); long out_w = grad_out.size(3); auto grad_weight = at::zeros_like(weight); if (batch_sz == 0) { return grad_weight; } at::Tensor grad_out_buf = grad_out .reshape({batch_sz / n_parallel_imgs, n_parallel_imgs, n_weight_grps, n_out_channels / n_weight_grps, out_h, out_w}) .permute({0, 2, 3, 1, 4, 5}) .contiguous(); input = input.reshape( {batch_sz / n_parallel_imgs, n_parallel_imgs, n_in_channels, in_h, in_w}); offset = offset.reshape({batch_sz / n_parallel_imgs, n_parallel_imgs, n_offset_grps * 2 * weight_h * weight_w, out_h, out_w}); grad_weight = grad_weight.view({n_weight_grps, grad_weight.size(0) / n_weight_grps, grad_weight.size(1), grad_weight.size(2), grad_weight.size(3)}); auto columns = at::empty( {n_weight_grps, n_in_channels * weight_w * weight_h / n_weight_grps, n_parallel_imgs * out_h * out_w}, input.options()); for (int elt = 0; elt < batch_sz / n_parallel_imgs; elt++) { deformable_im2col( input[elt], offset[elt], n_in_channels, in_h, in_w, weight_h, weight_w, pad_h, pad_w, stride_h, stride_w, dil_h, dil_w, out_h, out_w, n_parallel_imgs, n_offset_grps, columns); for (int g = 0; g < n_weight_grps; g++) { grad_weight[g] = grad_weight[g] .flatten(1) .addmm_( grad_out_buf[elt][g].flatten(1), columns[g].transpose(1, 0)) .view_as(grad_weight[g]); } } grad_weight = grad_weight.view({grad_weight.size(0) * grad_weight.size(1), grad_weight.size(2), grad_weight.size(3), grad_weight.size(4)}); return grad_weight; } std::tuple DeformConv2d_backward_cpu( const at::Tensor& grad_out, const at::Tensor& input, const at::Tensor& weight, const at::Tensor& offset, const at::Tensor& bias, std::pair stride, std::pair pad, std::pair dilation, int n_weight_grps, int n_offset_grps) { const int batch_sz = input.size(0); const int n_parallel_imgs = get_greatest_divisor_below_bound(batch_sz, kMaxParallelImgs); auto grad_input_and_offset = deform_conv2d_backward_input_cpu( input, weight, offset, grad_out, stride, pad, dilation, n_weight_grps, n_offset_grps, n_parallel_imgs); auto grad_input = std::get<0>(grad_input_and_offset); auto grad_offset = std::get<1>(grad_input_and_offset); auto grad_weight = deform_conv2d_backward_parameters_cpu( input, weight, offset, grad_out, stride, pad, dilation, n_weight_grps, n_offset_grps, n_parallel_imgs); auto grad_bias = at::ones_like(bias) * grad_out.sum({0, 2, 3}); return std::make_tuple(grad_input, grad_weight, grad_offset, grad_bias); } vision-0.8.2/torchvision/csrc/cpu/PSROIAlign_cpu.cpp000066400000000000000000000303651376231312300223520ustar00rootroot00000000000000#include #include #include template T bilinear_interpolate( const T* input, const int height, const int width, T y, T x, const int index /* index for debug only*/) { // deal with cases that inverse elements are out of feature map boundary if (y < -1.0 || y > height || x < -1.0 || x > width) { // empty return 0; } if (y <= 0) y = 0; if (x <= 0) x = 0; int y_low = (int)y; int x_low = (int)x; int y_high; int x_high; if (y_low >= height - 1) { y_high = y_low = height - 1; y = (T)y_low; } else { y_high = y_low + 1; } if (x_low >= width - 1) { x_high = x_low = width - 1; x = (T)x_low; } else { x_high = x_low + 1; } T ly = y - y_low; T lx = x - x_low; T hy = 1. - ly, hx = 1. - lx; // do bilinear interpolation T v1 = input[y_low * width + x_low]; T v2 = input[y_low * width + x_high]; T v3 = input[y_high * width + x_low]; T v4 = input[y_high * width + x_high]; T w1 = hy * hx, w2 = hy * lx, w3 = ly * hx, w4 = ly * lx; T val = (w1 * v1 + w2 * v2 + w3 * v3 + w4 * v4); return val; } template void PSROIAlignForwardCPU( const int nthreads, const T* input, const T spatial_scale, const int channels, const int height, const int width, const int pooled_height, const int pooled_width, const int sampling_ratio, const T* rois, const int channels_out, T* output, int* channel_mapping) { int num_rois = nthreads / channels_out / pooled_width / pooled_height; for (int n = 0; n < num_rois; n++) { // [start, end) interval for spatial sampling const T* offset_rois = rois + n * 5; int roi_batch_ind = offset_rois[0]; // Do not using rounding; this implementation detail is critical T roi_start_w = offset_rois[1] * spatial_scale - static_cast(0.5); T roi_start_h = offset_rois[2] * spatial_scale - static_cast(0.5); T roi_end_w = offset_rois[3] * spatial_scale - static_cast(0.5); T roi_end_h = offset_rois[4] * spatial_scale - static_cast(0.5); T roi_width = roi_end_w - roi_start_w; T roi_height = roi_end_h - roi_start_h; T bin_size_h = static_cast(roi_height) / static_cast(pooled_height); T bin_size_w = static_cast(roi_width) / static_cast(pooled_width); int c_in = 0; for (int c_out = 0; c_out < channels_out; ++c_out) { for (int ph = 0; ph < pooled_height; ++ph) { for (int pw = 0; pw < pooled_width; ++pw) { int index = ((n * channels_out + c_out) * pooled_height + ph) * pooled_width + pw; // Do not using floor/ceil; this implementation detail is critical T hstart = static_cast(ph) * bin_size_h + roi_start_h; T wstart = static_cast(pw) * bin_size_w + roi_start_w; // We use roi_bin_grid to sample the grid and mimic integral int roi_bin_grid_h = (sampling_ratio > 0) ? sampling_ratio : ceil(roi_height / pooled_height); int roi_bin_grid_w = (sampling_ratio > 0) ? sampling_ratio : ceil(roi_width / pooled_width); const T count = roi_bin_grid_h * roi_bin_grid_w; const T* offset_input = input + (roi_batch_ind * channels + c_in) * height * width; T out_sum = 0; for (int iy = 0; iy < roi_bin_grid_h; iy++) { const T y = hstart + static_cast(iy + .5f) * bin_size_h / static_cast(roi_bin_grid_h); for (int ix = 0; ix < roi_bin_grid_w; ix++) { const T x = wstart + static_cast(ix + .5f) * bin_size_w / static_cast(roi_bin_grid_w); T val = bilinear_interpolate( offset_input, height, width, y, x, index); out_sum += val; } } out_sum /= count; output[index] = out_sum; channel_mapping[index] = c_in; c_in++; } } } } } template void bilinear_interpolate_gradient( const int height, const int width, T y, T x, T& w1, T& w2, T& w3, T& w4, int& x_low, int& x_high, int& y_low, int& y_high, const int index /* index for debug only*/) { // deal with cases that inverse elements are out of feature map boundary if (y < -1.0 || y > height || x < -1.0 || x > width) { // empty w1 = w2 = w3 = w4 = 0.; x_low = x_high = y_low = y_high = -1; return; } if (y <= 0) y = 0; if (x <= 0) x = 0; y_low = (int)y; x_low = (int)x; if (y_low >= height - 1) { y_high = y_low = height - 1; y = (T)y_low; } else { y_high = y_low + 1; } if (x_low >= width - 1) { x_high = x_low = width - 1; x = (T)x_low; } else { x_high = x_low + 1; } T ly = y - y_low; T lx = x - x_low; T hy = 1. - ly, hx = 1. - lx; // reference in forward // T v1 = input[y_low * width + x_low]; // T v2 = input[y_low * width + x_high]; // T v3 = input[y_high * width + x_low]; // T v4 = input[y_high * width + x_high]; // T val = (w1 * v1 + w2 * v2 + w3 * v3 + w4 * v4); w1 = hy * hx, w2 = hy * lx, w3 = ly * hx, w4 = ly * lx; return; } template inline void add(T* address, const T& val) { *address += val; } template void PSROIAlignBackwardCPU( const int nthreads, const T* grad_output, const int* channel_mapping, const int num_rois, const T spatial_scale, const int channels, const int height, const int width, const int pooled_height, const int pooled_width, const int sampling_ratio, const int channels_out, T* grad_input, const T* rois) { for (int index = 0; index < nthreads; index++) { int pw = index % pooled_width; int ph = (index / pooled_width) % pooled_height; int n = index / pooled_width / pooled_height / channels_out; const T* offset_rois = rois + n * 5; int roi_batch_ind = offset_rois[0]; // Do not using rounding; this implementation detail is critical T roi_start_w = offset_rois[1] * spatial_scale - static_cast(0.5); T roi_start_h = offset_rois[2] * spatial_scale - static_cast(0.5); T roi_end_w = offset_rois[3] * spatial_scale - static_cast(0.5); T roi_end_h = offset_rois[4] * spatial_scale - static_cast(0.5); // Force too small ROIs to be 1x1 T roi_width = roi_end_w - roi_start_w; T roi_height = roi_end_h - roi_start_h; T bin_size_h = roi_height / static_cast(pooled_height); T bin_size_w = roi_width / static_cast(pooled_width); int c_in = channel_mapping[index]; T* grad_input_offset = grad_input + (roi_batch_ind * channels + c_in) * height * width; // Do not using floor/ceil; this implementation detail is critical T hstart = static_cast(ph) * bin_size_h + roi_start_h; T wstart = static_cast(pw) * bin_size_w + roi_start_w; const T grad_output_this_bin = grad_output[index]; // We use roi_bin_grid to sample the grid and mimic integral int roi_bin_grid_h = (sampling_ratio > 0) ? sampling_ratio : ceil(roi_height / pooled_height); // e.g., = 2 int roi_bin_grid_w = (sampling_ratio > 0) ? sampling_ratio : ceil(roi_width / pooled_width); const T count = roi_bin_grid_h * roi_bin_grid_w; for (int iy = 0; iy < roi_bin_grid_h; iy++) { const T y = hstart + static_cast(iy + .5f) * bin_size_h / static_cast(roi_bin_grid_h); for (int ix = 0; ix < roi_bin_grid_w; ix++) { const T x = wstart + static_cast(ix + .5f) * bin_size_w / static_cast(roi_bin_grid_w); T w1, w2, w3, w4; int x_low, x_high, y_low, y_high; bilinear_interpolate_gradient( height, width, y, x, w1, w2, w3, w4, x_low, x_high, y_low, y_high, index); T g1 = grad_output_this_bin * w1 / count; T g2 = grad_output_this_bin * w2 / count; T g3 = grad_output_this_bin * w3 / count; T g4 = grad_output_this_bin * w4 / count; if (x_low >= 0 && x_high >= 0 && y_low >= 0 && y_high >= 0) { add(grad_input_offset + y_low * width + x_low, g1); add(grad_input_offset + y_low * width + x_high, g2); add(grad_input_offset + y_high * width + x_low, g3); add(grad_input_offset + y_high * width + x_high, g4); } // if } // ix } // iy } } std::tuple PSROIAlign_forward_cpu( const at::Tensor& input, const at::Tensor& rois, const float spatial_scale, const int pooled_height, const int pooled_width, const int sampling_ratio) { // Check if input tensors are CPU tensors TORCH_CHECK(input.device().is_cpu(), "input must be a CPU tensor"); TORCH_CHECK(rois.device().is_cpu(), "rois must be a CPU tensor"); TORCH_CHECK( rois.size(1) == 5, "Tensor rois should have shape as Tensor[K, 5]"); at::TensorArg input_t{input, "input", 1}, rois_t{rois, "rois", 2}; at::CheckedFrom c = "PSROIAlign_forward_cpu"; at::checkAllSameType(c, {input_t, rois_t}); int num_rois = rois.size(0); int channels = input.size(1); int height = input.size(2); int width = input.size(3); TORCH_CHECK( channels % (pooled_height * pooled_width) == 0, "input channels must be a multiple of pooling height * pooling width"); int channels_out = channels / (pooled_height * pooled_width); auto output = at::zeros( {num_rois, channels_out, pooled_height, pooled_width}, input.options()); auto channel_mapping = at::zeros(output.sizes(), input.options().dtype(at::kInt)); auto output_size = output.numel(); if (output_size == 0) { return std::make_tuple(output, channel_mapping); } auto input_ = input.contiguous(), rois_ = rois.contiguous(); AT_DISPATCH_FLOATING_TYPES_AND_HALF( input.scalar_type(), "PSROIAlign_forward", [&] { PSROIAlignForwardCPU( output_size, input_.data_ptr(), spatial_scale, channels, height, width, pooled_height, pooled_width, sampling_ratio, rois_.data_ptr(), channels_out, output.data_ptr(), channel_mapping.data_ptr()); }); return std::make_tuple(output, channel_mapping); } at::Tensor PSROIAlign_backward_cpu( const at::Tensor& grad, const at::Tensor& rois, const at::Tensor& channel_mapping, const float spatial_scale, const int pooled_height, const int pooled_width, const int sampling_ratio, const int batch_size, const int channels, const int height, const int width) { // Check if input tensors are CPU tensors TORCH_CHECK(grad.device().is_cpu(), "grad must be a CPU tensor"); TORCH_CHECK(rois.device().is_cpu(), "rois must be a CPU tensor"); TORCH_CHECK( channel_mapping.device().is_cpu(), "channel_mapping must be a CPU tensor"); at::TensorArg grad_t{grad, "grad", 1}, rois_t{rois, "rois", 2}, channel_mapping_t{channel_mapping, "channel_mapping", 3}; at::CheckedFrom c = "PSROIAlign_backward_cpu"; at::checkAllSameType(c, {grad_t, rois_t}); auto num_rois = rois.size(0); auto grad_input = at::zeros({batch_size, channels, height, width}, grad.options()); // handle possibly empty gradients if (grad.numel() == 0) { return grad_input; } int channels_out = channels / (pooled_height * pooled_width); auto grad_ = grad.contiguous(), rois_ = rois.contiguous(); AT_DISPATCH_FLOATING_TYPES_AND_HALF( grad.scalar_type(), "PSROIAlign_backward", [&] { PSROIAlignBackwardCPU( grad.numel(), grad_.data_ptr(), channel_mapping.data_ptr(), num_rois, spatial_scale, channels, height, width, pooled_height, pooled_width, sampling_ratio, channels_out, grad_input.data_ptr(), rois_.data_ptr()); }); return grad_input; } vision-0.8.2/torchvision/csrc/cpu/PSROIPool_cpu.cpp000066400000000000000000000215131376231312300222240ustar00rootroot00000000000000#include #include #include #include template inline void add(T* address, const T& val) { *address += val; } template void PSROIPoolForward( const T* input, const T spatial_scale, const int channels, const int height, const int width, const int pooled_height, const int pooled_width, const T* rois, const int channels_out, const int num_rois, T* output, int* channel_mapping) { for (int n = 0; n < num_rois; ++n) { const T* offset_rois = rois + n * 5; int roi_batch_ind = offset_rois[0]; int roi_start_w = round(offset_rois[1] * spatial_scale); int roi_start_h = round(offset_rois[2] * spatial_scale); int roi_end_w = round(offset_rois[3] * spatial_scale); int roi_end_h = round(offset_rois[4] * spatial_scale); // Force too small ROIs to be 1x1 int roi_width = std::max(roi_end_w - roi_start_w, 1); int roi_height = std::max(roi_end_h - roi_start_h, 1); T bin_size_h = static_cast(roi_height) / static_cast(pooled_height); T bin_size_w = static_cast(roi_width) / static_cast(pooled_width); int c_in = 0; for (int c_out = 0; c_out < channels_out; ++c_out) { for (int ph = 0; ph < pooled_height; ++ph) { for (int pw = 0; pw < pooled_width; ++pw) { int hstart = static_cast(floor(static_cast(ph) * bin_size_h)); int wstart = static_cast(floor(static_cast(pw) * bin_size_w)); int hend = static_cast(ceil(static_cast(ph + 1) * bin_size_h)); int wend = static_cast(ceil(static_cast(pw + 1) * bin_size_w)); // Add roi offsets and clip to input boundaries hstart = std::min(std::max(hstart + roi_start_h, 0), height - 1); hend = std::min(std::max(hend + roi_start_h, 0), height - 1); wstart = std::min(std::max(wstart + roi_start_w, 0), width - 1); wend = std::min(std::max(wend + roi_start_w, 0), width - 1); bool is_empty = (hend <= hstart) || (wend <= wstart); const T* offset_input = input + (roi_batch_ind * channels + c_in) * height * width; T out_sum = 0; for (int h = hstart; h < hend; ++h) { for (int w = wstart; w < wend; ++w) { int input_index = h * width + w; out_sum += offset_input[input_index]; } } int index = ((n * channels_out + c_out) * pooled_height + ph) * pooled_width + pw; T bin_area = (hend - hstart) * (wend - wstart); output[index] = is_empty ? static_cast(0) : out_sum / bin_area; channel_mapping[index] = c_in; c_in++; } } } } } template void PSROIPoolBackward( const T* grad_output, const int* channel_mapping, const int num_rois, const T spatial_scale, const int channels, const int height, const int width, const int pooled_height, const int pooled_width, const int channels_out, T* grad_input, const T* rois) { for (int n = 0; n < num_rois; ++n) { const T* offset_rois = rois + n * 5; int roi_batch_ind = offset_rois[0]; int roi_start_w = roundf(offset_rois[1] * spatial_scale); int roi_start_h = roundf(offset_rois[2] * spatial_scale); int roi_end_w = roundf(offset_rois[3] * spatial_scale); int roi_end_h = roundf(offset_rois[4] * spatial_scale); // Force too small ROIs to be 1x1 int roi_width = std::max(roi_end_w - roi_start_w, 1); int roi_height = std::max(roi_end_h - roi_start_h, 1); T bin_size_h = static_cast(roi_height) / static_cast(pooled_height); T bin_size_w = static_cast(roi_width) / static_cast(pooled_width); for (int ph = 0; ph < pooled_height; ++ph) { for (int pw = 0; pw < pooled_width; ++pw) { int hstart = static_cast(floor(static_cast(ph) * bin_size_h)); int wstart = static_cast(floor(static_cast(pw) * bin_size_w)); int hend = static_cast(ceil(static_cast(ph + 1) * bin_size_h)); int wend = static_cast(ceil(static_cast(pw + 1) * bin_size_w)); // Add roi offsets and clip to input boundaries hstart = std::min(std::max(hstart + roi_start_h, 0), height); hend = std::min(std::max(hend + roi_start_h, 0), height); wstart = std::min(std::max(wstart + roi_start_w, 0), width); wend = std::min(std::max(wend + roi_start_w, 0), width); bool is_empty = (hend <= hstart) || (wend <= wstart); for (int c_out = 0; c_out < channels_out; ++c_out) { int index = ((n * channels_out + c_out) * pooled_height + ph) * pooled_width + pw; int c_in = channel_mapping[index]; T* grad_input_offset = grad_input + (roi_batch_ind * channels + c_in) * height * width; T bin_area = (hend - hstart) * (wend - wstart); T diff_val = is_empty ? static_cast(0) : grad_output[index] / bin_area; for (int h = hstart; h < hend; ++h) { for (int w = wstart; w < wend; ++w) { int grad_input_index = h * width + w; add(grad_input_offset + grad_input_index, diff_val); } } } } } } } std::tuple PSROIPool_forward_cpu( const at::Tensor& input, const at::Tensor& rois, const float spatial_scale, const int pooled_height, const int pooled_width) { // Check if input tensors are CPU tensors TORCH_CHECK(input.device().is_cpu(), "input must be a CPU tensor"); TORCH_CHECK(rois.device().is_cpu(), "rois must be a CPU tensor"); TORCH_CHECK( rois.size(1) == 5, "Tensor rois should have shape as Tensor[K, 5]"); at::TensorArg input_t{input, "input", 1}, rois_t{rois, "rois", 2}; at::CheckedFrom c = "PSROIPool_forward_cpu"; at::checkAllSameType(c, {input_t, rois_t}); int num_rois = rois.size(0); int channels = input.size(1); int height = input.size(2); int width = input.size(3); TORCH_CHECK( channels % (pooled_height * pooled_width) == 0, "input channels must be a multiple of pooling height * pooling width"); int channels_out = channels / (pooled_height * pooled_width); auto output = at::zeros( {num_rois, channels_out, pooled_height, pooled_width}, input.options()); auto channel_mapping = at::zeros(output.sizes(), input.options().dtype(at::kInt)); auto output_size = output.numel(); if (output_size == 0) { return std::make_tuple(output, channel_mapping); } auto input_ = input.contiguous(), rois_ = rois.contiguous(); AT_DISPATCH_FLOATING_TYPES_AND_HALF( input.scalar_type(), "PSROIPool_forward", [&] { PSROIPoolForward( input_.data_ptr(), spatial_scale, channels, height, width, pooled_height, pooled_width, rois_.data_ptr(), channels_out, num_rois, output.data_ptr(), channel_mapping.data_ptr()); }); return std::make_tuple(output, channel_mapping); } at::Tensor PSROIPool_backward_cpu( const at::Tensor& grad, const at::Tensor& rois, const at::Tensor& channel_mapping, const float spatial_scale, const int pooled_height, const int pooled_width, const int batch_size, const int channels, const int height, const int width) { // Check if input tensors are CPU tensors TORCH_CHECK(grad.device().is_cpu(), "grad must be a CPU tensor"); TORCH_CHECK(rois.device().is_cpu(), "rois must be a CPU tensor"); TORCH_CHECK( channel_mapping.device().is_cpu(), "channel_mapping must be a CPU tensor"); at::TensorArg grad_t{grad, "grad", 1}, rois_t{rois, "rois", 2}, channel_mapping_t{channel_mapping, "channel_mapping", 3}; at::CheckedFrom c = "PSROIPool_backward_cpu"; at::checkAllSameType(c, {grad_t, rois_t}); auto num_rois = rois.size(0); auto grad_input = at::zeros({batch_size, channels, height, width}, grad.options()); // handle possibly empty gradients if (grad.numel() == 0) { return grad_input; } int channels_out = channels / (pooled_height * pooled_width); auto grad_ = grad.contiguous(), rois_ = rois.contiguous(); AT_DISPATCH_FLOATING_TYPES_AND_HALF( grad.scalar_type(), "PSROIPool_backward", [&] { PSROIPoolBackward( grad_.data_ptr(), channel_mapping.data_ptr(), num_rois, spatial_scale, channels, height, width, pooled_height, pooled_width, channels_out, grad_input.data_ptr(), rois_.data_ptr()); }); return grad_input; } vision-0.8.2/torchvision/csrc/cpu/ROIAlign_cpu.cpp000066400000000000000000000344531376231312300221110ustar00rootroot00000000000000#include #include "vision_cpu.h" // implementation taken from Caffe2 template struct PreCalc { int pos1; int pos2; int pos3; int pos4; T w1; T w2; T w3; T w4; }; template void pre_calc_for_bilinear_interpolate( const int height, const int width, const int pooled_height, const int pooled_width, const int iy_upper, const int ix_upper, T roi_start_h, T roi_start_w, T bin_size_h, T bin_size_w, int roi_bin_grid_h, int roi_bin_grid_w, std::vector>& pre_calc) { int pre_calc_index = 0; for (int ph = 0; ph < pooled_height; ph++) { for (int pw = 0; pw < pooled_width; pw++) { for (int iy = 0; iy < iy_upper; iy++) { const T yy = roi_start_h + ph * bin_size_h + static_cast(iy + .5f) * bin_size_h / static_cast(roi_bin_grid_h); // e.g., 0.5, 1.5 for (int ix = 0; ix < ix_upper; ix++) { const T xx = roi_start_w + pw * bin_size_w + static_cast(ix + .5f) * bin_size_w / static_cast(roi_bin_grid_w); T x = xx; T y = yy; // deal with: inverse elements are out of feature map boundary if (y < -1.0 || y > height || x < -1.0 || x > width) { // empty PreCalc pc; pc.pos1 = 0; pc.pos2 = 0; pc.pos3 = 0; pc.pos4 = 0; pc.w1 = 0; pc.w2 = 0; pc.w3 = 0; pc.w4 = 0; pre_calc[pre_calc_index] = pc; pre_calc_index += 1; continue; } if (y <= 0) { y = 0; } if (x <= 0) { x = 0; } int y_low = (int)y; int x_low = (int)x; int y_high; int x_high; if (y_low >= height - 1) { y_high = y_low = height - 1; y = (T)y_low; } else { y_high = y_low + 1; } if (x_low >= width - 1) { x_high = x_low = width - 1; x = (T)x_low; } else { x_high = x_low + 1; } T ly = y - y_low; T lx = x - x_low; T hy = 1. - ly, hx = 1. - lx; T w1 = hy * hx, w2 = hy * lx, w3 = ly * hx, w4 = ly * lx; // save weights and indeces PreCalc pc; pc.pos1 = y_low * width + x_low; pc.pos2 = y_low * width + x_high; pc.pos3 = y_high * width + x_low; pc.pos4 = y_high * width + x_high; pc.w1 = w1; pc.w2 = w2; pc.w3 = w3; pc.w4 = w4; pre_calc[pre_calc_index] = pc; pre_calc_index += 1; } } } } } template void ROIAlignForward( const int nthreads, const T* input, const T& spatial_scale, const int channels, const int height, const int width, const int pooled_height, const int pooled_width, const int sampling_ratio, const bool aligned, const T* rois, T* output) { int n_rois = nthreads / channels / pooled_width / pooled_height; // (n, c, ph, pw) is an element in the pooled output // can be parallelized using omp // #pragma omp parallel for num_threads(32) for (int n = 0; n < n_rois; n++) { int index_n = n * channels * pooled_width * pooled_height; const T* offset_rois = rois + n * 5; int roi_batch_ind = offset_rois[0]; // Do not using rounding; this implementation detail is critical T offset = aligned ? (T)0.5 : (T)0.0; T roi_start_w = offset_rois[1] * spatial_scale - offset; T roi_start_h = offset_rois[2] * spatial_scale - offset; T roi_end_w = offset_rois[3] * spatial_scale - offset; T roi_end_h = offset_rois[4] * spatial_scale - offset; T roi_width = roi_end_w - roi_start_w; T roi_height = roi_end_h - roi_start_h; if (!aligned) { // Force malformed ROIs to be 1x1 roi_width = std::max(roi_width, (T)1.); roi_height = std::max(roi_height, (T)1.); } T bin_size_h = static_cast(roi_height) / static_cast(pooled_height); T bin_size_w = static_cast(roi_width) / static_cast(pooled_width); // We use roi_bin_grid to sample the grid and mimic integral int roi_bin_grid_h = (sampling_ratio > 0) ? sampling_ratio : ceil(roi_height / pooled_height); // e.g., = 2 int roi_bin_grid_w = (sampling_ratio > 0) ? sampling_ratio : ceil(roi_width / pooled_width); // We do average (integral) pooling inside a bin // When the grid is empty, output zeros. const T count = std::max(roi_bin_grid_h * roi_bin_grid_w, 1); // e.g. = 4 // we want to precalculate indeces and weights shared by all chanels, // this is the key point of optimiation std::vector> pre_calc( roi_bin_grid_h * roi_bin_grid_w * pooled_width * pooled_height); pre_calc_for_bilinear_interpolate( height, width, pooled_height, pooled_width, roi_bin_grid_h, roi_bin_grid_w, roi_start_h, roi_start_w, bin_size_h, bin_size_w, roi_bin_grid_h, roi_bin_grid_w, pre_calc); for (int c = 0; c < channels; c++) { int index_n_c = index_n + c * pooled_width * pooled_height; const T* offset_input = input + (roi_batch_ind * channels + c) * height * width; int pre_calc_index = 0; for (int ph = 0; ph < pooled_height; ph++) { for (int pw = 0; pw < pooled_width; pw++) { int index = index_n_c + ph * pooled_width + pw; T output_val = 0.; for (int iy = 0; iy < roi_bin_grid_h; iy++) { for (int ix = 0; ix < roi_bin_grid_w; ix++) { PreCalc pc = pre_calc[pre_calc_index]; output_val += pc.w1 * offset_input[pc.pos1] + pc.w2 * offset_input[pc.pos2] + pc.w3 * offset_input[pc.pos3] + pc.w4 * offset_input[pc.pos4]; pre_calc_index += 1; } } output_val /= count; output[index] = output_val; } // for pw } // for ph } // for c } // for n } template void bilinear_interpolate_gradient( const int height, const int width, T y, T x, T& w1, T& w2, T& w3, T& w4, int& x_low, int& x_high, int& y_low, int& y_high, const int index /* index for debug only*/) { // deal with cases that inverse elements are out of feature map boundary if (y < -1.0 || y > height || x < -1.0 || x > width) { // empty w1 = w2 = w3 = w4 = 0.; x_low = x_high = y_low = y_high = -1; return; } if (y <= 0) y = 0; if (x <= 0) x = 0; y_low = (int)y; x_low = (int)x; if (y_low >= height - 1) { y_high = y_low = height - 1; y = (T)y_low; } else { y_high = y_low + 1; } if (x_low >= width - 1) { x_high = x_low = width - 1; x = (T)x_low; } else { x_high = x_low + 1; } T ly = y - y_low; T lx = x - x_low; T hy = 1. - ly, hx = 1. - lx; // reference in forward // T v1 = input[y_low * width + x_low]; // T v2 = input[y_low * width + x_high]; // T v3 = input[y_high * width + x_low]; // T v4 = input[y_high * width + x_high]; // T val = (w1 * v1 + w2 * v2 + w3 * v3 + w4 * v4); w1 = hy * hx, w2 = hy * lx, w3 = ly * hx, w4 = ly * lx; return; } template inline void add(T* address, const T& val) { *address += val; } template void ROIAlignBackward( const int nthreads, const T* grad_output, const T& spatial_scale, const int channels, const int height, const int width, const int pooled_height, const int pooled_width, const int sampling_ratio, const bool aligned, T* grad_input, const T* rois, const int n_stride, const int c_stride, const int h_stride, const int w_stride) { for (int index = 0; index < nthreads; index++) { // (n, c, ph, pw) is an element in the pooled output int pw = index % pooled_width; int ph = (index / pooled_width) % pooled_height; int c = (index / pooled_width / pooled_height) % channels; int n = index / pooled_width / pooled_height / channels; const T* offset_rois = rois + n * 5; int roi_batch_ind = offset_rois[0]; // Do not using rounding; this implementation detail is critical T offset = aligned ? (T)0.5 : (T)0.0; T roi_start_w = offset_rois[1] * spatial_scale - offset; T roi_start_h = offset_rois[2] * spatial_scale - offset; T roi_end_w = offset_rois[3] * spatial_scale - offset; T roi_end_h = offset_rois[4] * spatial_scale - offset; T roi_width = roi_end_w - roi_start_w; T roi_height = roi_end_h - roi_start_h; if (!aligned) { // Force malformed ROIs to be 1x1 roi_width = std::max(roi_width, (T)1.); roi_height = std::max(roi_height, (T)1.); } T bin_size_h = static_cast(roi_height) / static_cast(pooled_height); T bin_size_w = static_cast(roi_width) / static_cast(pooled_width); T* offset_grad_input = grad_input + ((roi_batch_ind * channels + c) * height * width); int output_offset = n * n_stride + c * c_stride; const T* offset_grad_output = grad_output + output_offset; const T grad_output_this_bin = offset_grad_output[ph * h_stride + pw * w_stride]; // We use roi_bin_grid to sample the grid and mimic integral int roi_bin_grid_h = (sampling_ratio > 0) ? sampling_ratio : ceil(roi_height / pooled_height); // e.g., = 2 int roi_bin_grid_w = (sampling_ratio > 0) ? sampling_ratio : ceil(roi_width / pooled_width); // We do average (integral) pooling inside a bin const T count = roi_bin_grid_h * roi_bin_grid_w; // e.g. = 4 for (int iy = 0; iy < roi_bin_grid_h; iy++) { const T y = roi_start_h + ph * bin_size_h + static_cast(iy + .5f) * bin_size_h / static_cast(roi_bin_grid_h); // e.g., 0.5, 1.5 for (int ix = 0; ix < roi_bin_grid_w; ix++) { const T x = roi_start_w + pw * bin_size_w + static_cast(ix + .5f) * bin_size_w / static_cast(roi_bin_grid_w); T w1, w2, w3, w4; int x_low, x_high, y_low, y_high; bilinear_interpolate_gradient( height, width, y, x, w1, w2, w3, w4, x_low, x_high, y_low, y_high, index); T g1 = grad_output_this_bin * w1 / count; T g2 = grad_output_this_bin * w2 / count; T g3 = grad_output_this_bin * w3 / count; T g4 = grad_output_this_bin * w4 / count; if (x_low >= 0 && x_high >= 0 && y_low >= 0 && y_high >= 0) { // atomic add is not needed for now since it is single threaded add(offset_grad_input + y_low * width + x_low, static_cast(g1)); add(offset_grad_input + y_low * width + x_high, static_cast(g2)); add(offset_grad_input + y_high * width + x_low, static_cast(g3)); add(offset_grad_input + y_high * width + x_high, static_cast(g4)); } // if } // ix } // iy } // for } // ROIAlignBackward at::Tensor ROIAlign_forward_cpu( const at::Tensor& input, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t sampling_ratio, const bool aligned) { TORCH_CHECK(input.device().is_cpu(), "input must be a CPU tensor"); TORCH_CHECK(rois.device().is_cpu(), "rois must be a CPU tensor"); TORCH_CHECK(rois.size(1) == 5, "rois must have shape as Tensor[K, 5]"); at::TensorArg input_t{input, "input", 1}, rois_t{rois, "rois", 2}; at::CheckedFrom c = "ROIAlign_forward_cpu"; at::checkAllSameType(c, {input_t, rois_t}); auto num_rois = rois.size(0); auto channels = input.size(1); auto height = input.size(2); auto width = input.size(3); at::Tensor output = at::zeros( {num_rois, channels, pooled_height, pooled_width}, input.options()); auto output_size = num_rois * pooled_height * pooled_width * channels; if (output.numel() == 0) return output; auto input_ = input.contiguous(), rois_ = rois.contiguous(); AT_DISPATCH_FLOATING_TYPES_AND_HALF( input.scalar_type(), "ROIAlign_forward", [&] { ROIAlignForward( output_size, input_.data_ptr(), spatial_scale, channels, height, width, pooled_height, pooled_width, sampling_ratio, aligned, rois_.data_ptr(), output.data_ptr()); }); return output; } at::Tensor ROIAlign_backward_cpu( const at::Tensor& grad, const at::Tensor& rois, const double spatial_scale, const int64_t pooled_height, const int64_t pooled_width, const int64_t batch_size, const int64_t channels, const int64_t height, const int64_t width, const int64_t sampling_ratio, const bool aligned) { TORCH_CHECK(grad.device().is_cpu(), "grad must be a CPU tensor"); TORCH_CHECK(rois.device().is_cpu(), "rois must be a CPU tensor"); at::TensorArg grad_t{grad, "grad", 1}, rois_t{rois, "rois", 2}; at::CheckedFrom c = "ROIAlign_backward_cpu"; at::checkAllSameType(c, {grad_t, rois_t}); at::Tensor grad_input = at::zeros({batch_size, channels, height, width}, grad.options()); // handle possibly empty gradients if (grad.numel() == 0) { return grad_input; } // get stride values to ensure indexing into gradients is correct. int n_stride = grad.stride(0); int c_stride = grad.stride(1); int h_stride = grad.stride(2); int w_stride = grad.stride(3); auto rois_ = rois.contiguous(); AT_DISPATCH_FLOATING_TYPES_AND_HALF( grad.scalar_type(), "ROIAlign_forward", [&] { ROIAlignBackward( grad.numel(), grad.data_ptr(), spatial_scale, channels, height, width, pooled_height, pooled_width, sampling_ratio, aligned, grad_input.data_ptr(), rois_.data_ptr(), n_stride, c_stride, h_stride, w_stride); }); return grad_input; } vision-0.8.2/torchvision/csrc/cpu/ROIPool_cpu.cpp000066400000000000000000000165601376231312300217670ustar00rootroot00000000000000#include #include #include #include template inline void add(T* address, const T& val) { *address += val; } template void RoIPoolForward( const T* input, const T spatial_scale, const int channels, const int height, const int width, const int pooled_height, const int pooled_width, const T* rois, const int num_rois, T* output, int* argmax_data) { for (int n = 0; n < num_rois; ++n) { const T* offset_rois = rois + n * 5; int roi_batch_ind = offset_rois[0]; int roi_start_w = round(offset_rois[1] * spatial_scale); int roi_start_h = round(offset_rois[2] * spatial_scale); int roi_end_w = round(offset_rois[3] * spatial_scale); int roi_end_h = round(offset_rois[4] * spatial_scale); // Force malformed ROIs to be 1x1 int roi_width = std::max(roi_end_w - roi_start_w + 1, 1); int roi_height = std::max(roi_end_h - roi_start_h + 1, 1); T bin_size_h = static_cast(roi_height) / static_cast(pooled_height); T bin_size_w = static_cast(roi_width) / static_cast(pooled_width); for (int ph = 0; ph < pooled_height; ++ph) { for (int pw = 0; pw < pooled_width; ++pw) { int hstart = static_cast(floor(static_cast(ph) * bin_size_h)); int wstart = static_cast(floor(static_cast(pw) * bin_size_w)); int hend = static_cast(ceil(static_cast(ph + 1) * bin_size_h)); int wend = static_cast(ceil(static_cast(pw + 1) * bin_size_w)); // Add roi offsets and clip to input boundaries hstart = std::min(std::max(hstart + roi_start_h, 0), height); hend = std::min(std::max(hend + roi_start_h, 0), height); wstart = std::min(std::max(wstart + roi_start_w, 0), width); wend = std::min(std::max(wend + roi_start_w, 0), width); bool is_empty = (hend <= hstart) || (wend <= wstart); for (int c = 0; c < channels; ++c) { // Define an empty pooling region to be zero T maxval = is_empty ? 0 : -FLT_MAX; // If nothing is pooled, argmax = -1 causes nothing to be backprop'd int maxidx = -1; const T* input_offset = input + (roi_batch_ind * channels + c) * height * width; for (int h = hstart; h < hend; ++h) { for (int w = wstart; w < wend; ++w) { int input_index = h * width + w; if (input_offset[input_index] > maxval) { maxval = input_offset[input_index]; maxidx = input_index; } } } int index = ((n * channels + c) * pooled_height + ph) * pooled_width + pw; output[index] = maxval; argmax_data[index] = maxidx; } // channels } // pooled_width } // pooled_height } // num_rois } template void RoIPoolBackward( const T* grad_output, const int* argmax_data, const int num_rois, const int channels, const int height, const int width, const int pooled_height, const int pooled_width, T* grad_input, const T* rois, const int n_stride, const int c_stride, const int h_stride, const int w_stride) { for (int n = 0; n < num_rois; ++n) { const T* offset_rois = rois + n * 5; int roi_batch_ind = offset_rois[0]; for (int c = 0; c < channels; ++c) { T* grad_input_offset = grad_input + ((roi_batch_ind * channels + c) * height * width); const int* argmax_data_offset = argmax_data + (n * channels + c) * pooled_height * pooled_width; for (int ph = 0; ph < pooled_height; ++ph) { for (int pw = 0; pw < pooled_width; ++pw) { int output_offset = n * n_stride + c * c_stride; int argmax = argmax_data_offset[ph * pooled_width + pw]; if (argmax != -1) { add(grad_input_offset + argmax, static_cast( grad_output [output_offset + ph * h_stride + pw * w_stride])); } } // pooled_width } // pooled_height } // channels } // num_rois } std::tuple ROIPool_forward_cpu( const at::Tensor& input, const at::Tensor& rois, const float spatial_scale, const int pooled_height, const int pooled_width) { TORCH_CHECK(input.device().is_cpu(), "input must be a CPU tensor"); TORCH_CHECK(rois.device().is_cpu(), "rois must be a CPU tensor"); at::TensorArg input_t{input, "input", 1}, rois_t{rois, "rois", 2}; at::CheckedFrom c = "ROIPool_forward_cpu"; at::checkAllSameType(c, {input_t, rois_t}); int num_rois = rois.size(0); int channels = input.size(1); int height = input.size(2); int width = input.size(3); at::Tensor output = at::zeros( {num_rois, channels, pooled_height, pooled_width}, input.options()); at::Tensor argmax = at::zeros( {num_rois, channels, pooled_height, pooled_width}, input.options().dtype(at::kInt)); if (output.numel() == 0) { return std::make_tuple(output, argmax); } auto input_ = input.contiguous(), rois_ = rois.contiguous(); AT_DISPATCH_FLOATING_TYPES_AND_HALF( input.scalar_type(), "ROIPool_forward", [&] { RoIPoolForward( input_.data_ptr(), spatial_scale, channels, height, width, pooled_height, pooled_width, rois_.data_ptr(), num_rois, output.data_ptr(), argmax.data_ptr()); }); return std::make_tuple(output, argmax); } at::Tensor ROIPool_backward_cpu( const at::Tensor& grad, const at::Tensor& rois, const at::Tensor& argmax, const float spatial_scale, const int pooled_height, const int pooled_width, const int batch_size, const int channels, const int height, const int width) { // Check if input tensors are CPU tensors TORCH_CHECK(grad.device().is_cpu(), "grad must be a CPU tensor"); TORCH_CHECK(rois.device().is_cpu(), "rois must be a CPU tensor"); TORCH_CHECK(argmax.device().is_cpu(), "argmax must be a CPU tensor"); TORCH_CHECK( rois.size(1) == 5, "Tensor rois should have shape as Tensor[K, 5]"); at::TensorArg grad_t{grad, "grad", 1}, rois_t{rois, "rois", 2}; at::CheckedFrom c = "ROIPool_backward_cpu"; at::checkAllSameType(c, {grad_t, rois_t}); auto num_rois = rois.size(0); at::Tensor grad_input = at::zeros({batch_size, channels, height, width}, grad.options()); // handle possibly empty gradients if (grad.numel() == 0) { return grad_input; } // get stride values to ensure indexing into gradients is correct. int n_stride = grad.stride(0); int c_stride = grad.stride(1); int h_stride = grad.stride(2); int w_stride = grad.stride(3); auto rois_ = rois.contiguous(); AT_DISPATCH_FLOATING_TYPES_AND_HALF( grad.scalar_type(), "ROIPool_backward", [&] { RoIPoolBackward( grad.data_ptr(), argmax.data_ptr(), num_rois, channels, height, width, pooled_height, pooled_width, grad_input.data_ptr(), rois_.data_ptr(), n_stride, c_stride, h_stride, w_stride); }); return grad_input; } vision-0.8.2/torchvision/csrc/cpu/decoder/000077500000000000000000000000001376231312300205265ustar00rootroot00000000000000vision-0.8.2/torchvision/csrc/cpu/decoder/audio_sampler.cpp000066400000000000000000000135341376231312300240640ustar00rootroot00000000000000#include "audio_sampler.h" #include #include "util.h" #define AVRESAMPLE_MAX_CHANNELS 32 // www.ffmpeg.org/doxygen/1.1/doc_2examples_2resampling_audio_8c-example.html#a24 namespace ffmpeg { namespace { int preparePlanes( const AudioFormat& fmt, const uint8_t* buffer, int numSamples, uint8_t** planes) { int result; if ((result = av_samples_fill_arrays( planes, nullptr, // linesize is not needed buffer, fmt.channels, numSamples, (AVSampleFormat)fmt.format, 1)) < 0) { LOG(ERROR) << "av_samples_fill_arrays failed, err: " << Util::generateErrorDesc(result) << ", numSamples: " << numSamples << ", fmt: " << fmt.format; } return result; } } // namespace AudioSampler::AudioSampler(void* logCtx) : logCtx_(logCtx) {} AudioSampler::~AudioSampler() { cleanUp(); } void AudioSampler::shutdown() { cleanUp(); } bool AudioSampler::init(const SamplerParameters& params) { cleanUp(); if (params.type != MediaType::TYPE_AUDIO) { LOG(ERROR) << "Invalid media type, expected MediaType::TYPE_AUDIO"; return false; } swrContext_ = swr_alloc_set_opts( nullptr, av_get_default_channel_layout(params.out.audio.channels), (AVSampleFormat)params.out.audio.format, params.out.audio.samples, av_get_default_channel_layout(params.in.audio.channels), (AVSampleFormat)params.in.audio.format, params.in.audio.samples, 0, logCtx_); if (swrContext_ == nullptr) { LOG(ERROR) << "Cannot allocate SwrContext"; return false; } int result; if ((result = swr_init(swrContext_)) < 0) { LOG(ERROR) << "swr_init faield, err: " << Util::generateErrorDesc(result) << ", in -> format: " << params.in.audio.format << ", channels: " << params.in.audio.channels << ", samples: " << params.in.audio.samples << ", out -> format: " << params.out.audio.format << ", channels: " << params.out.audio.channels << ", samples: " << params.out.audio.samples; return false; } // set formats params_ = params; return true; } int AudioSampler::numOutputSamples(int inSamples) const { return swr_get_out_samples(swrContext_, inSamples); } int AudioSampler::sample( const uint8_t* inPlanes[], int inNumSamples, ByteStorage* out, int outNumSamples) { int result; int outBufferBytes = av_samples_get_buffer_size( nullptr, params_.out.audio.channels, outNumSamples, (AVSampleFormat)params_.out.audio.format, 1); if (out) { out->ensure(outBufferBytes); uint8_t* outPlanes[AVRESAMPLE_MAX_CHANNELS] = {nullptr}; if ((result = preparePlanes( params_.out.audio, out->writableTail(), outNumSamples, outPlanes)) < 0) { return result; } if ((result = swr_convert( swrContext_, &outPlanes[0], outNumSamples, inPlanes, inNumSamples)) < 0) { LOG(ERROR) << "swr_convert faield, err: " << Util::generateErrorDesc(result); return result; } CHECK_LE(result, outNumSamples); if (result) { if ((result = av_samples_get_buffer_size( nullptr, params_.out.audio.channels, result, (AVSampleFormat)params_.out.audio.format, 1)) >= 0) { out->append(result); } else { LOG(ERROR) << "av_samples_get_buffer_size faield, err: " << Util::generateErrorDesc(result); } } } else { // allocate a temporary buffer auto* tmpBuffer = static_cast(av_malloc(outBufferBytes)); if (!tmpBuffer) { LOG(ERROR) << "av_alloc faield, for size: " << outBufferBytes; return -1; } uint8_t* outPlanes[AVRESAMPLE_MAX_CHANNELS] = {nullptr}; if ((result = preparePlanes( params_.out.audio, tmpBuffer, outNumSamples, outPlanes)) < 0) { av_free(tmpBuffer); return result; } if ((result = swr_convert( swrContext_, &outPlanes[0], outNumSamples, inPlanes, inNumSamples)) < 0) { LOG(ERROR) << "swr_convert faield, err: " << Util::generateErrorDesc(result); av_free(tmpBuffer); return result; } av_free(tmpBuffer); CHECK_LE(result, outNumSamples); if (result) { result = av_samples_get_buffer_size( nullptr, params_.out.audio.channels, result, (AVSampleFormat)params_.out.audio.format, 1); } } return result; } int AudioSampler::sample(AVFrame* frame, ByteStorage* out) { const auto outNumSamples = numOutputSamples(frame ? frame->nb_samples : 0); if (!outNumSamples) { return 0; } return sample( frame ? (const uint8_t**)&frame->data[0] : nullptr, frame ? frame->nb_samples : 0, out, outNumSamples); } int AudioSampler::sample(const ByteStorage* in, ByteStorage* out) { const auto inSampleSize = av_get_bytes_per_sample((AVSampleFormat)params_.in.audio.format); const auto inNumSamples = !in ? 0 : in->length() / inSampleSize / params_.in.audio.channels; const auto outNumSamples = numOutputSamples(inNumSamples); if (!outNumSamples) { return 0; } uint8_t* inPlanes[AVRESAMPLE_MAX_CHANNELS] = {nullptr}; int result; if (in && (result = preparePlanes( params_.in.audio, in->data(), inNumSamples, inPlanes)) < 0) { return result; } return sample( in ? (const uint8_t**)inPlanes : nullptr, inNumSamples, out, outNumSamples); } void AudioSampler::cleanUp() { if (swrContext_) { swr_free(&swrContext_); swrContext_ = nullptr; } } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/audio_sampler.h000066400000000000000000000015021376231312300235210ustar00rootroot00000000000000#pragma once #include "defs.h" namespace ffmpeg { /** * Class transcode audio frames from one format into another */ class AudioSampler : public MediaSampler { public: explicit AudioSampler(void* logCtx); ~AudioSampler() override; // MediaSampler overrides bool init(const SamplerParameters& params) override; int sample(const ByteStorage* in, ByteStorage* out) override; void shutdown() override; int sample(AVFrame* frame, ByteStorage* out); private: // close resources void cleanUp(); // helper functions for rescaling, cropping, etc. int numOutputSamples(int inSamples) const; int sample( const uint8_t* inPlanes[], int inNumSamples, ByteStorage* out, int outNumSamples); private: SwrContext* swrContext_{nullptr}; void* logCtx_{nullptr}; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/audio_stream.cpp000066400000000000000000000055161376231312300237150ustar00rootroot00000000000000#include "audio_stream.h" #include #include #include "util.h" namespace ffmpeg { namespace { bool operator==(const AudioFormat& x, const AVFrame& y) { return x.samples == y.sample_rate && x.channels == y.channels && x.format == y.format; } bool operator==(const AudioFormat& x, const AVCodecContext& y) { return x.samples == y.sample_rate && x.channels == y.channels && x.format == y.sample_fmt; } AudioFormat& toAudioFormat(AudioFormat& x, const AVFrame& y) { x.samples = y.sample_rate; x.channels = y.channels; x.format = y.format; return x; } AudioFormat& toAudioFormat(AudioFormat& x, const AVCodecContext& y) { x.samples = y.sample_rate; x.channels = y.channels; x.format = y.sample_fmt; return x; } } // namespace AudioStream::AudioStream( AVFormatContext* inputCtx, int index, bool convertPtsToWallTime, const AudioFormat& format) : Stream( inputCtx, MediaFormat::makeMediaFormat(format, index), convertPtsToWallTime, 0) {} AudioStream::~AudioStream() { if (sampler_) { sampler_->shutdown(); sampler_.reset(); } } int AudioStream::initFormat() { // set output format if (format_.format.audio.samples == 0) { format_.format.audio.samples = codecCtx_->sample_rate; } if (format_.format.audio.channels == 0) { format_.format.audio.channels = codecCtx_->channels; } if (format_.format.audio.format == AV_SAMPLE_FMT_NONE) { format_.format.audio.format = codecCtx_->sample_fmt; } return format_.format.audio.samples != 0 && format_.format.audio.channels != 0 && format_.format.audio.format != AV_SAMPLE_FMT_NONE ? 0 : -1; } int AudioStream::copyFrameBytes(ByteStorage* out, bool flush) { if (!sampler_) { sampler_ = std::make_unique(codecCtx_); } // check if input format gets changed if (flush ? !(sampler_->getInputFormat().audio == *codecCtx_) : !(sampler_->getInputFormat().audio == *frame_)) { // - reinit sampler SamplerParameters params; params.type = format_.type; params.out = format_.format; params.in = FormatUnion(); flush ? toAudioFormat(params.in.audio, *codecCtx_) : toAudioFormat(params.in.audio, *frame_); if (!sampler_->init(params)) { return -1; } VLOG(1) << "Set input audio sampler format" << ", samples: " << params.in.audio.samples << ", channels: " << params.in.audio.channels << ", format: " << params.in.audio.format << " : output audio sampler format" << ", samples: " << format_.format.audio.samples << ", channels: " << format_.format.audio.channels << ", format: " << format_.format.audio.format; } return sampler_->sample(flush ? nullptr : frame_, out); } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/audio_stream.h000066400000000000000000000010241376231312300233500ustar00rootroot00000000000000#pragma once #include "audio_sampler.h" #include "stream.h" namespace ffmpeg { /** * Class uses FFMPEG library to decode one audio stream. */ class AudioStream : public Stream { public: AudioStream( AVFormatContext* inputCtx, int index, bool convertPtsToWallTime, const AudioFormat& format); ~AudioStream() override; private: int initFormat() override; int copyFrameBytes(ByteStorage* out, bool flush) override; private: std::unique_ptr sampler_; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/cc_stream.cpp000066400000000000000000000011531376231312300231720ustar00rootroot00000000000000#include "cc_stream.h" namespace ffmpeg { CCStream::CCStream( AVFormatContext* inputCtx, int index, bool convertPtsToWallTime, const SubtitleFormat& format) : SubtitleStream(inputCtx, index, convertPtsToWallTime, format) { format_.type = TYPE_CC; } AVCodec* CCStream::findCodec(AVCodecParameters* params) { if (params->codec_id == AV_CODEC_ID_BIN_DATA && params->codec_type == AVMEDIA_TYPE_DATA) { // obtain subtitles codec params->codec_id = AV_CODEC_ID_MOV_TEXT; params->codec_type = AVMEDIA_TYPE_SUBTITLE; } return Stream::findCodec(params); } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/cc_stream.h000066400000000000000000000006401376231312300226370ustar00rootroot00000000000000#pragma once #include "subtitle_stream.h" namespace ffmpeg { /** * Class uses FFMPEG library to decode one closed captions stream. */ class CCStream : public SubtitleStream { public: CCStream( AVFormatContext* inputCtx, int index, bool convertPtsToWallTime, const SubtitleFormat& format); private: AVCodec* findCodec(AVCodecParameters* params) override; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/decoder.cpp000066400000000000000000000424511376231312300226450ustar00rootroot00000000000000#include "decoder.h" #include #include #include #include #include "audio_stream.h" #include "cc_stream.h" #include "subtitle_stream.h" #include "util.h" #include "video_stream.h" namespace ffmpeg { namespace { constexpr size_t kIoBufferSize = 96 * 1024; constexpr size_t kIoPaddingSize = AV_INPUT_BUFFER_PADDING_SIZE; constexpr size_t kLogBufferSize = 1024; int ffmpeg_lock(void** mutex, enum AVLockOp op) { std::mutex** handle = (std::mutex**)mutex; switch (op) { case AV_LOCK_CREATE: *handle = new std::mutex(); break; case AV_LOCK_OBTAIN: (*handle)->lock(); break; case AV_LOCK_RELEASE: (*handle)->unlock(); break; case AV_LOCK_DESTROY: delete *handle; break; } return 0; } bool mapFfmpegType(AVMediaType media, MediaType* type) { switch (media) { case AVMEDIA_TYPE_AUDIO: *type = TYPE_AUDIO; return true; case AVMEDIA_TYPE_VIDEO: *type = TYPE_VIDEO; return true; case AVMEDIA_TYPE_SUBTITLE: *type = TYPE_SUBTITLE; return true; case AVMEDIA_TYPE_DATA: *type = TYPE_CC; return true; default: return false; } } std::unique_ptr createStream( MediaType type, AVFormatContext* ctx, int idx, bool convertPtsToWallTime, const FormatUnion& format, int64_t loggingUuid) { switch (type) { case TYPE_AUDIO: return std::make_unique( ctx, idx, convertPtsToWallTime, format.audio); case TYPE_VIDEO: return std::make_unique( // negative loggingUuid indicates video streams. ctx, idx, convertPtsToWallTime, format.video, -loggingUuid); case TYPE_SUBTITLE: return std::make_unique( ctx, idx, convertPtsToWallTime, format.subtitle); case TYPE_CC: return std::make_unique( ctx, idx, convertPtsToWallTime, format.subtitle); default: return nullptr; } } } // Namespace /* static */ void Decoder::logFunction(void* avcl, int level, const char* cfmt, va_list vl) { if (!avcl) { // Nothing can be done here return; } AVClass* avclass = *reinterpret_cast(avcl); if (!avclass) { // Nothing can be done here return; } Decoder* decoder = nullptr; if (strcmp(avclass->class_name, "AVFormatContext") == 0) { AVFormatContext* context = reinterpret_cast(avcl); if (context) { decoder = reinterpret_cast(context->opaque); } } else if (strcmp(avclass->class_name, "AVCodecContext") == 0) { AVCodecContext* context = reinterpret_cast(avcl); if (context) { decoder = reinterpret_cast(context->opaque); } } else if (strcmp(avclass->class_name, "AVIOContext") == 0) { AVIOContext* context = reinterpret_cast(avcl); // only if opaque was assigned to Decoder pointer if (context && context->read_packet == Decoder::readFunction) { decoder = reinterpret_cast(context->opaque); } } else if (strcmp(avclass->class_name, "SWResampler") == 0) { // expect AVCodecContext as parent if (avclass->parent_log_context_offset) { AVClass** parent = *(AVClass***)(((uint8_t*)avcl) + avclass->parent_log_context_offset); AVCodecContext* context = reinterpret_cast(parent); if (context) { decoder = reinterpret_cast(context->opaque); } } } else if (strcmp(avclass->class_name, "SWScaler") == 0) { // cannot find a way to pass context pointer through SwsContext struct } else { VLOG(2) << "Unknown context class: " << avclass->class_name; } if (decoder != nullptr && decoder->enableLogLevel(level)) { char buf[kLogBufferSize] = {0}; // Format the line int* prefix = decoder->getPrintPrefix(); *prefix = 1; av_log_format_line(avcl, level, cfmt, vl, buf, sizeof(buf) - 1, prefix); // pass message to the decoder instance std::string msg(buf); decoder->logCallback(level, msg); } } bool Decoder::enableLogLevel(int level) const { return ssize_t(level) <= params_.logLevel; } void Decoder::logCallback(int level, const std::string& message) { LOG(INFO) << "Msg, level: " << level << ", msg: " << message; } /* static */ int Decoder::shutdownFunction(void* ctx) { Decoder* decoder = (Decoder*)ctx; if (decoder == nullptr) { return 1; } return decoder->shutdownCallback(); } int Decoder::shutdownCallback() { return interrupted_ ? 1 : 0; } /* static */ int Decoder::readFunction(void* opaque, uint8_t* buf, int size) { Decoder* decoder = reinterpret_cast(opaque); if (decoder == nullptr) { return 0; } return decoder->readCallback(buf, size); } /* static */ int64_t Decoder::seekFunction(void* opaque, int64_t offset, int whence) { Decoder* decoder = reinterpret_cast(opaque); if (decoder == nullptr) { return -1; } return decoder->seekCallback(offset, whence); } int Decoder::readCallback(uint8_t* buf, int size) { return seekableBuffer_.read(buf, size, params_.timeoutMs); } int64_t Decoder::seekCallback(int64_t offset, int whence) { return seekableBuffer_.seek(offset, whence, params_.timeoutMs); } /* static */ void Decoder::initOnce() { static std::once_flag flagInit; std::call_once(flagInit, []() { av_register_all(); avcodec_register_all(); avformat_network_init(); // register ffmpeg lock manager av_lockmgr_register(&ffmpeg_lock); av_log_set_callback(Decoder::logFunction); av_log_set_level(AV_LOG_ERROR); VLOG(1) << "Registered ffmpeg libs"; }); } Decoder::Decoder() { initOnce(); } Decoder::~Decoder() { cleanUp(); } bool Decoder::init( const DecoderParameters& params, DecoderInCallback&& in, std::vector* metadata) { cleanUp(); if ((params.uri.empty() || in) && (!params.uri.empty() || !in)) { LOG(ERROR) << "Either external URI gets provided" << " or explicit input callback"; return false; } // set callback and params params_ = params; if (!(inputCtx_ = avformat_alloc_context())) { LOG(ERROR) << "Cannot allocate format context"; return false; } AVInputFormat* fmt = nullptr; int result = 0; if (in) { ImageType type = ImageType::UNKNOWN; if ((result = seekableBuffer_.init( std::forward(in), params_.timeoutMs, params_.maxSeekableBytes, params_.isImage ? &type : nullptr)) < 0) { LOG(ERROR) << "can't initiate seekable buffer"; cleanUp(); return false; } if (params_.isImage) { const char* fmtName = "image2"; switch (type) { case ImageType::JPEG: fmtName = "jpeg_pipe"; break; case ImageType::PNG: fmtName = "png_pipe"; break; case ImageType::TIFF: fmtName = "tiff_pipe"; break; default: break; } fmt = av_find_input_format(fmtName); } const size_t avioCtxBufferSize = kIoBufferSize; uint8_t* avioCtxBuffer = (uint8_t*)av_malloc(avioCtxBufferSize + kIoPaddingSize); if (!avioCtxBuffer) { LOG(ERROR) << "av_malloc cannot allocate " << avioCtxBufferSize << " bytes"; cleanUp(); return false; } if (!(avioCtx_ = avio_alloc_context( avioCtxBuffer, avioCtxBufferSize, 0, reinterpret_cast(this), &Decoder::readFunction, nullptr, result == 1 ? &Decoder::seekFunction : nullptr))) { LOG(ERROR) << "avio_alloc_context failed"; av_free(avioCtxBuffer); cleanUp(); return false; } inputCtx_->pb = avioCtx_; inputCtx_->flags |= AVFMT_FLAG_CUSTOM_IO; } inputCtx_->opaque = reinterpret_cast(this); inputCtx_->interrupt_callback.callback = Decoder::shutdownFunction; inputCtx_->interrupt_callback.opaque = reinterpret_cast(this); // add network timeout inputCtx_->flags |= AVFMT_FLAG_NONBLOCK; AVDictionary* options = nullptr; av_dict_set_int(&options, "analyzeduration", params_.timeoutMs * 1000, 0); av_dict_set_int(&options, "stimeout", params_.timeoutMs * 1000, 0); if (params_.listen) { av_dict_set_int(&options, "listen", 1, 0); } interrupted_ = false; // ffmpeg avformat_open_input call can hang if media source doesn't respond // set a guard for handle such situations, if requested std::promise p; std::future f = p.get_future(); std::unique_ptr guard; if (params_.preventStaleness) { guard = std::make_unique([&f, this]() { auto timeout = std::chrono::milliseconds(params_.timeoutMs); if (std::future_status::timeout == f.wait_for(timeout)) { LOG(ERROR) << "Cannot open stream within " << params_.timeoutMs << " ms"; interrupted_ = true; } }); } if (fmt) { result = avformat_open_input(&inputCtx_, nullptr, fmt, &options); } else { result = avformat_open_input(&inputCtx_, params_.uri.c_str(), nullptr, &options); } av_dict_free(&options); if (guard) { p.set_value(true); guard->join(); guard.reset(); } if (result < 0 || interrupted_) { LOG(ERROR) << "avformat_open_input failed, error: " << Util::generateErrorDesc(result); cleanUp(); return false; } result = avformat_find_stream_info(inputCtx_, nullptr); if (result < 0) { LOG(ERROR) << "avformat_find_stream_info failed, error: " << Util::generateErrorDesc(result); cleanUp(); return false; } if (!openStreams(metadata)) { LOG(ERROR) << "Cannot activate streams"; cleanUp(); return false; } onInit(); if (params.startOffset != 0) { auto offset = params.startOffset <= params.seekAccuracy ? 0 : params.startOffset - params.seekAccuracy; av_seek_frame(inputCtx_, -1, offset, AVSEEK_FLAG_BACKWARD); } VLOG(1) << "Decoder initialized, log level: " << params_.logLevel; return true; } bool Decoder::openStreams(std::vector* metadata) { for (int i = 0; i < inputCtx_->nb_streams; i++) { // - find the corespondent format at params_.formats set MediaFormat format; const auto media = inputCtx_->streams[i]->codec->codec_type; if (!mapFfmpegType(media, &format.type)) { VLOG(1) << "Stream media: " << media << " at index " << i << " gets ignored, unknown type"; continue; // unsupported type } // check format auto it = params_.formats.find(format); if (it == params_.formats.end()) { VLOG(1) << "Stream type: " << format.type << " at index: " << i << " gets ignored, caller is not interested"; continue; // clients don't care about this media format } // do we have stream of this type? auto stream = findByType(format); // should we process this stream? if (it->stream == -2 || // all streams of this type are welcome (!stream && (it->stream == -1 || it->stream == i))) { // new stream VLOG(1) << "Stream type: " << format.type << " found, at index: " << i; auto stream = createStream( format.type, inputCtx_, i, params_.convertPtsToWallTime, it->format, params_.loggingUuid); CHECK(stream); if (stream->openCodec(metadata) < 0) { LOG(ERROR) << "Cannot open codec " << i; return false; } streams_.emplace(i, std::move(stream)); inRange_.set(i, true); } } return true; } void Decoder::shutdown() { cleanUp(); } void Decoder::interrupt() { interrupted_ = true; } void Decoder::cleanUp() { if (!interrupted_) { interrupted_ = true; } if (inputCtx_) { for (auto& stream : streams_) { // Drain stream buffers. DecoderOutputMessage msg; while (msg.payload = nullptr, stream.second->flush(&msg, true) > 0) { } stream.second.reset(); } streams_.clear(); avformat_close_input(&inputCtx_); } if (avioCtx_) { av_freep(&avioCtx_->buffer); av_freep(&avioCtx_); } // reset callback seekableBuffer_.shutdown(); } int Decoder::getFrame(size_t workingTimeInMs) { if (inRange_.none()) { return ENODATA; } // decode frames until cache is full and leave thread // once decode() method gets called and grab some bytes // run this method again // init package AVPacket avPacket; av_init_packet(&avPacket); avPacket.data = nullptr; avPacket.size = 0; auto end = std::chrono::steady_clock::now() + std::chrono::milliseconds(workingTimeInMs); // return true if elapsed time less than timeout auto watcher = [end]() -> bool { return std::chrono::steady_clock::now() <= end; }; int result = 0; size_t decodingErrors = 0; bool decodedFrame = false; while (!interrupted_ && inRange_.any() && !decodedFrame && watcher()) { result = av_read_frame(inputCtx_, &avPacket); if (result == AVERROR(EAGAIN)) { VLOG(4) << "Decoder is busy..."; std::this_thread::yield(); result = 0; // reset error, EAGAIN is not an error at all continue; } else if (result == AVERROR_EOF) { flushStreams(); VLOG(1) << "End of stream"; result = ENODATA; break; } else if (result < 0) { flushStreams(); LOG(ERROR) << "Error detected: " << Util::generateErrorDesc(result); break; } // get stream auto stream = findByIndex(avPacket.stream_index); if (stream == nullptr || !inRange_.test(stream->getIndex())) { av_packet_unref(&avPacket); continue; } size_t numConsecutiveNoBytes = 0; // it can be only partial decoding of the package bytes do { // decode package bool gotFrame = false; bool hasMsg = false; // packet either got consumed completely or not at all if ((result = processPacket(stream, &avPacket, &gotFrame, &hasMsg)) < 0) { LOG(ERROR) << "processPacket failed with code: " << result; break; } if (!gotFrame && params_.maxProcessNoBytes != 0 && ++numConsecutiveNoBytes > params_.maxProcessNoBytes) { LOG(ERROR) << "Exceeding max amount of consecutive no bytes"; break; } if (result > 0) { numConsecutiveNoBytes = 0; } decodedFrame |= hasMsg; } while (result == 0); // post loop check if (result < 0) { if (params_.maxPackageErrors != 0 && // check errors ++decodingErrors >= params_.maxPackageErrors) { // reached the limit LOG(ERROR) << "Exceeding max amount of consecutive package errors"; break; } } else { decodingErrors = 0; // reset on success } result = 0; av_packet_unref(&avPacket); } av_packet_unref(&avPacket); VLOG(2) << "Interrupted loop" << ", interrupted_ " << interrupted_ << ", inRange_.any() " << inRange_.any() << ", decodedFrame " << decodedFrame << ", result " << result; // loop can be terminated, either by: // 1. explcitly iterrupted // 2. terminated by workable timeout // 3. unrecoverable error or ENODATA (end of stream) // 4. decoded frames pts are out of the specified range // 5. success decoded frame if (interrupted_) { return EINTR; } if (result != 0) { return result; } if (inRange_.none()) { return ENODATA; } return 0; } Stream* Decoder::findByIndex(int streamIndex) const { auto it = streams_.find(streamIndex); return it != streams_.end() ? it->second.get() : nullptr; } Stream* Decoder::findByType(const MediaFormat& format) const { for (auto& stream : streams_) { if (stream.second->getMediaFormat().type == format.type) { return stream.second.get(); } } return nullptr; } int Decoder::processPacket( Stream* stream, AVPacket* packet, bool* gotFrame, bool* hasMsg) { // decode package int result; DecoderOutputMessage msg; msg.payload = params_.headerOnly ? nullptr : createByteStorage(0); *hasMsg = false; if ((result = stream->decodePacket( packet, &msg, params_.headerOnly, gotFrame)) >= 0 && *gotFrame) { // check end offset bool endInRange = params_.endOffset <= 0 || msg.header.pts <= params_.endOffset; inRange_.set(stream->getIndex(), endInRange); if (endInRange && msg.header.pts >= params_.startOffset) { *hasMsg = true; push(std::move(msg)); } } return result; } void Decoder::flushStreams() { VLOG(1) << "Flushing streams..."; for (auto& stream : streams_) { DecoderOutputMessage msg; while (msg.payload = (params_.headerOnly ? nullptr : createByteStorage(0)), stream.second->flush(&msg, params_.headerOnly) > 0) { // check end offset bool endInRange = params_.endOffset <= 0 || msg.header.pts <= params_.endOffset; inRange_.set(stream.second->getIndex(), endInRange); if (endInRange && msg.header.pts >= params_.startOffset) { push(std::move(msg)); } else { msg.payload.reset(); } } } } int Decoder::decode_all(const DecoderOutCallback& callback) { int result; do { DecoderOutputMessage out; if (0 == (result = decode(&out, params_.timeoutMs))) { callback(std::move(out)); } } while (result == 0); return result; } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/decoder.h000066400000000000000000000051501376231312300223050ustar00rootroot00000000000000#pragma once #include #include #include "seekable_buffer.h" #include "stream.h" #if defined(_MSC_VER) #include typedef SSIZE_T ssize_t; #endif namespace ffmpeg { /** * Class uses FFMPEG library to decode media streams. * Media bytes can be explicitly provided through read-callback * or fetched internally by FFMPEG library */ class Decoder : public MediaDecoder { public: Decoder(); ~Decoder() override; // MediaDecoder overrides bool init( const DecoderParameters& params, DecoderInCallback&& in, std::vector* metadata) override; int decode_all(const DecoderOutCallback& callback) override; void shutdown() override; void interrupt() override; protected: // function does actual work, derived class calls it in working thread // periodically. On success method returns 0, ENOADATA on EOF, ETIMEDOUT if // no frames got decoded in the specified timeout time, and error on // unrecoverable error. int getFrame(size_t workingTimeInMs = 100); // Derived class must override method and consume the provided message virtual void push(DecoderOutputMessage&& buffer) = 0; // Fires on init call virtual void onInit() {} public: // C-style FFMPEG API requires C/static methods for callbacks static void logFunction(void* avcl, int level, const char* cfmt, va_list vl); static int shutdownFunction(void* ctx); static int readFunction(void* opaque, uint8_t* buf, int size); static int64_t seekFunction(void* opaque, int64_t offset, int whence); // can be called by any classes or API static void initOnce(); int* getPrintPrefix() { return &printPrefix; } private: // mark below function for a proper invocation virtual bool enableLogLevel(int level) const; virtual void logCallback(int level, const std::string& message); virtual int readCallback(uint8_t* buf, int size); virtual int64_t seekCallback(int64_t offset, int whence); virtual int shutdownCallback(); bool openStreams(std::vector* metadata); Stream* findByIndex(int streamIndex) const; Stream* findByType(const MediaFormat& format) const; int processPacket( Stream* stream, AVPacket* packet, bool* gotFrame, bool* hasMsg); void flushStreams(); void cleanUp(); protected: DecoderParameters params_; private: SeekableBuffer seekableBuffer_; int printPrefix{1}; std::atomic interrupted_{false}; AVFormatContext* inputCtx_{nullptr}; AVIOContext* avioCtx_{nullptr}; std::unordered_map> streams_; std::bitset<64> inRange_; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/defs.h000066400000000000000000000276401376231312300216310ustar00rootroot00000000000000#pragma once #include #include #include #include #include #include #include extern "C" { #include #include #include #include #include #include #include "libswscale/swscale.h" } namespace ffmpeg { // bit mask of formats, keep them in form 2^n enum MediaType : size_t { TYPE_AUDIO = 1, TYPE_VIDEO = 2, TYPE_SUBTITLE = 4, TYPE_CC = 8, // closed captions from transport streams }; // audio struct AudioFormat { // fields are initialized for the auto detection // caller can specify some/all of field values if specific output is desirable bool operator==(const AudioFormat& x) const { return x.format == format && x.samples == samples && x.channels == channels; } size_t samples{0}; // number samples per second (frequency) size_t channels{0}; // number of channels long format{-1}; // AVSampleFormat, auto AV_SAMPLE_FMT_NONE size_t padding[2]; // -- alignment 40 bytes }; // video struct VideoFormat { // fields are initialized for the auto detection // caller can specify some/all of field values if specific output is desirable bool operator==(const VideoFormat& x) const { return x.format == format && x.width == width && x.height == height; } /* When width = 0, height = 0, minDimension = 0, and maxDimension = 0, keep the orignal frame resolution When width = 0, height = 0, minDimension != 0, and maxDimension = 0, keep the aspect ratio and resize the frame so that shorter edge size is minDimension When width = 0, height = 0, minDimension = 0, and maxDimension != 0, keep the aspect ratio and resize the frame so that longer edge size is maxDimension When width = 0, height = 0, minDimension != 0, and maxDimension != 0, resize the frame so that shorter edge size is minDimension, and longer edge size is maxDimension. The aspect ratio may not be preserved When width = 0, height != 0, minDimension = 0, and maxDimension = 0, keep the aspect ratio and resize the frame so that frame height is $height When width != 0, height = 0, minDimension = 0, and maxDimension = 0, keep the aspect ratio and resize the frame so that frame width is $width When width != 0, height != 0, minDimension = 0, and maxDimension = 0, resize the frame so that frame width and height are set to $width and $height, respectively */ size_t width{0}; // width in pixels size_t height{0}; // height in pixels long format{-1}; // AVPixelFormat, auto AV_PIX_FMT_NONE size_t minDimension{0}; // choose min dimension and rescale accordingly size_t maxDimension{0}; // choose max dimension and rescale accordingly size_t cropImage{0}; // request image crop // -- alignment 40 bytes }; // subtitle/cc struct SubtitleFormat { long type{0}; // AVSubtitleType, auto SUBTITLE_NONE size_t padding[4]; // -- alignment 40 bytes }; union FormatUnion { FormatUnion() : audio() {} explicit FormatUnion(int) : video() {} explicit FormatUnion(char) : subtitle() {} explicit FormatUnion(double) : subtitle() {} AudioFormat audio; VideoFormat video; SubtitleFormat subtitle; // -- alignment 40 bytes }; /* MediaFormat data structure serves as input/output parameter. Caller assigns values for input formats or leave default values for auto detection For output formats all fields will be set to the specific values */ struct MediaFormat { // for using map/set data structures bool operator<(const MediaFormat& x) const { return type < x.type; } bool operator==(const MediaFormat& x) const { if (type != x.type) { return false; } switch (type) { case TYPE_AUDIO: return format.audio == x.format.audio; case TYPE_VIDEO: return format.video == x.format.video; case TYPE_SUBTITLE: case TYPE_CC: return true; default: return false; } } explicit MediaFormat(long s = -1) : type(TYPE_AUDIO), stream(s), format() {} explicit MediaFormat(int x, long s = -1) : type(TYPE_VIDEO), stream(s), format(x) {} explicit MediaFormat(char x, long s = -1) : type(TYPE_SUBTITLE), stream(s), format(x) {} explicit MediaFormat(double x, long s = -1) : type(TYPE_CC), stream(s), format(x) {} static MediaFormat makeMediaFormat(AudioFormat format, long stream) { MediaFormat result(stream); result.format.audio = format; return result; } static MediaFormat makeMediaFormat(VideoFormat format, long stream) { MediaFormat result(0, stream); result.format.video = format; return result; } static MediaFormat makeMediaFormat(SubtitleFormat format, long stream) { MediaFormat result('0', stream); result.format.subtitle = format; return result; } // format type MediaType type; // stream index: // set -1 for one stream auto detection, -2 for all streams auto detection, // >= 0, specified stream, if caller knows the stream index (unlikely) long stream; // union keeps one of the possible formats, defined by MediaType FormatUnion format; }; struct DecoderParameters { // local file, remote file, http url, rtmp stream uri, etc. anything that // ffmpeg can recognize std::string uri; // timeout on getting bytes for decoding size_t timeoutMs{1000}; // logging level, default AV_LOG_PANIC long logLevel{0}; // when decoder would give up, 0 means never size_t maxPackageErrors{0}; // max allowed consecutive times no bytes are processed. 0 means for infinite. size_t maxProcessNoBytes{0}; // start offset (us) long startOffset{0}; // end offset (us) long endOffset{-1}; // logging id int64_t loggingUuid{0}; // internal max seekable buffer size size_t maxSeekableBytes{0}; // adjust header pts to the epoch time bool convertPtsToWallTime{false}; // indicate if input stream is an encoded image bool isImage{false}; // listen and wait for new rtmp stream bool listen{false}; // don't copy frame body, only header bool headerOnly{false}; // interrupt init method on timeout bool preventStaleness{true}; // seek tolerated accuracy (us) double seekAccuracy{1000000.0}; // what media types should be processed, default none std::set formats; // can be used for asynchronous decoders size_t cacheSize{8192}; // mow many bytes to cache before stop reading bytes size_t cacheTimeoutMs{1000}; // timeout on bytes writing bool enforceCacheSize{false}; // drop output frames if cache is full bool mergeAudioMessages{false}; // combine collocated audio messages together }; struct DecoderHeader { // message id, from 0 till ... size_t seqno{0}; // decoded timestamp in microseconds from either beginning of the stream or // from epoch time, see DecoderParameters::convertPtsToWallTime long pts{0}; // decoded key frame size_t keyFrame{0}; // frames per second, valid only for video streams double fps{0}; // format specifies what kind frame is in a payload MediaFormat format; }; // Abstract interface ByteStorage class class ByteStorage { public: virtual ~ByteStorage() = default; // makes sure that buffer has at least n bytes available for writing, if not // storage must reallocate memory. virtual void ensure(size_t n) = 0; // caller must not to write more than available bytes virtual uint8_t* writableTail() = 0; // caller confirms that n bytes were written to the writable tail virtual void append(size_t n) = 0; // caller confirms that n bytes were read from the read buffer virtual void trim(size_t n) = 0; // gives an access to the beginning of the read buffer virtual const uint8_t* data() const = 0; // returns the stored size in bytes virtual size_t length() const = 0; // returns available capacity for writable tail virtual size_t tail() const = 0; // clears content, keeps capacity virtual void clear() = 0; }; struct DecoderOutputMessage { DecoderHeader header; std::unique_ptr payload; }; /* * External provider of the ecnoded bytes, specific implementation is left for * different use cases, like file, memory, external network end-points, etc. * Normally input/output parameter @out set to valid, not null buffer pointer, * which indicates "read" call, however there are "seek" modes as well. * @out != nullptr => read from the current offset, @whence got ignored, * @size bytes to read => return number bytes got read, 0 if no more bytes * available, < 0 on error. * @out == nullptr, @timeoutMs == 0 => does provider support "seek" * capability in a first place? @size & @whence got ignored, return 0 on * success, < 0 if "seek" mode is not supported. * @out == nullptr, @timeoutMs != 0 => normal seek call * offset == @size, i.e. @whence = [SEEK_SET, SEEK_CUR, SEEK_END, AVSEEK_SIZE) * return < 0 on error, position if @whence = [SEEK_SET, SEEK_CUR, SEEK_END], * length of buffer if @whence = [AVSEEK_SIZE]. */ using DecoderInCallback = std::function; using DecoderOutCallback = std::function; struct DecoderMetadata { // time base numerator long num{0}; // time base denominator long den{1}; // duration of the stream, in miscroseconds, if available long duration{-1}; // frames per second, valid only for video streams double fps{0}; // format specifies what kind frame is in a payload MediaFormat format; }; /** * Abstract class for decoding media bytes * It has two diffrent modes. Internal media bytes retrieval for given uri and * external media bytes provider in case of memory streams */ class MediaDecoder { public: virtual ~MediaDecoder() = default; /** * Initializes media decoder with parameters, * calls callback when media bytes are available. * Media bytes get fetched internally from provided URI * or invokes provided input callback to get media bytes. * Input callback must be empty for the internal media provider * Caller can provide non-null pointer for the input container * if headers to obtain the streams metadata (optional) */ virtual bool init( const DecoderParameters& params, DecoderInCallback&& in, std::vector* metadata) = 0; /** * Polls available decoded one frame from decoder * Returns error code, 0 - for success */ virtual int decode(DecoderOutputMessage* out, uint64_t timeoutMs) = 0; /** * Polls available decoded bytes from decoder, till EOF or error */ virtual int decode_all(const DecoderOutCallback& callback) = 0; /** * Stops calling callback, releases resources */ virtual void shutdown() = 0; /** * Interrupts whatever decoder is doing at any time */ virtual void interrupt() = 0; /** * Factory to create ByteStorage class instances, particular implementation is * left to the derived class. Caller provides the initially allocated size */ virtual std::unique_ptr createByteStorage(size_t n) = 0; }; struct SamplerParameters { MediaType type{TYPE_AUDIO}; FormatUnion in; FormatUnion out; int64_t loggingUuid{0}; }; /** * Abstract class for sampling media bytes */ class MediaSampler { public: virtual ~MediaSampler() = default; /** * Initializes media sampler with parameters */ virtual bool init(const SamplerParameters& params) = 0; /** * Samples media bytes * Returns error code < 0, or >=0 - for success, indicating number of bytes * processed. * set @in to null for flushing data */ virtual int sample(const ByteStorage* in, ByteStorage* out) = 0; /** * Releases resources */ virtual void shutdown() = 0; /* * Returns media type */ MediaType getMediaType() const { return params_.type; } /* * Returns formats */ FormatUnion getInputFormat() const { return params_.in; } FormatUnion getOutFormat() const { return params_.out; } protected: SamplerParameters params_; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/memory_buffer.cpp000066400000000000000000000031041376231312300240710ustar00rootroot00000000000000#include "memory_buffer.h" #include namespace ffmpeg { MemoryBuffer::MemoryBuffer(const uint8_t* buffer, size_t size) : buffer_(buffer), len_(size) {} int MemoryBuffer::read(uint8_t* buf, int size) { if (pos_ < len_) { auto available = std::min(int(len_ - pos_), size); memcpy(buf, buffer_ + pos_, available); pos_ += available; return available; } return 0; } int64_t MemoryBuffer::seek(int64_t offset, int whence) { if (whence & AVSEEK_SIZE) { return len_; } // remove force flag whence &= ~AVSEEK_FORCE; switch (whence) { case SEEK_SET: if (offset >= 0 && offset <= len_) { pos_ = offset; } break; case SEEK_END: if (len_ + offset >= 0 && len_ + offset <= len_) { pos_ = len_ + offset; } break; case SEEK_CUR: if (pos_ + offset > 0 && pos_ + offset <= len_) { pos_ += offset; } break; default: LOG(ERROR) << "Unknown whence flag gets provided: " << whence; } return pos_; } /* static */ DecoderInCallback MemoryBuffer::getCallback( const uint8_t* buffer, size_t size) { MemoryBuffer object(buffer, size); return [object](uint8_t* out, int size, int whence, uint64_t timeoutMs) mutable -> int { if (out) { // see defs.h file // read mode return object.read(out, size); } // seek mode if (!timeoutMs) { // seek capabilty, yes - supported return 0; } return object.seek(size, whence); }; } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/memory_buffer.h000066400000000000000000000011171376231312300235400ustar00rootroot00000000000000#pragma once #include "defs.h" namespace ffmpeg { /** * Class uses external memory buffer and implements a seekable interface. */ class MemoryBuffer { public: explicit MemoryBuffer(const uint8_t* buffer, size_t size); int64_t seek(int64_t offset, int whence); int read(uint8_t* buf, int size); // static constructor for decoder callback. static DecoderInCallback getCallback(const uint8_t* buffer, size_t size); private: const uint8_t* buffer_; // set at construction time long pos_{0}; // current position long len_{0}; // bytes in buffer }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/seekable_buffer.cpp000066400000000000000000000066471376231312300243530ustar00rootroot00000000000000#include "seekable_buffer.h" #include #include #include "memory_buffer.h" namespace ffmpeg { int SeekableBuffer::init( DecoderInCallback&& in, uint64_t timeoutMs, size_t maxSeekableBytes, ImageType* type) { shutdown(); isSeekable_ = in(nullptr, 0, 0, 0) == 0; if (isSeekable_) { // seekable if (type) { if (!readBytes(in, 8, timeoutMs)) { return -1; } setImageType(type); end_ = 0; eof_ = false; std::vector().swap(buffer_); // reset callback if (in(nullptr, 0, SEEK_SET, timeoutMs)) { return -1; } } inCallback_ = std::forward(in); return 1; } if (!readBytes(in, maxSeekableBytes + (type ? 8 : 0), timeoutMs)) { return -1; } if (type) { setImageType(type); } if (eof_) { end_ = 0; eof_ = false; // reuse MemoryBuffer functionality inCallback_ = MemoryBuffer::getCallback(buffer_.data(), buffer_.size()); isSeekable_ = true; return 1; } inCallback_ = std::forward(in); return 0; } bool SeekableBuffer::readBytes( DecoderInCallback& in, size_t maxBytes, uint64_t timeoutMs) { // Resize to th minimum 4K page or less buffer_.resize(std::min(maxBytes, size_t(4 * 1024UL))); end_ = 0; eof_ = false; auto end = std::chrono::steady_clock::now() + std::chrono::milliseconds(timeoutMs); auto watcher = [end]() -> bool { return std::chrono::steady_clock::now() <= end; }; bool hasTime = true; while (!eof_ && end_ < maxBytes && (hasTime = watcher())) { // lets read all bytes into available buffer auto res = in(buffer_.data() + end_, buffer_.size() - end_, 0, timeoutMs); if (res > 0) { end_ += res; if (end_ == buffer_.size()) { buffer_.resize(std::min(size_t(end_ * 4UL), maxBytes)); } } else if (res == 0) { eof_ = true; } else { // error return false; } } buffer_.resize(end_); return hasTime; } void SeekableBuffer::setImageType(ImageType* type) { if (buffer_.size() > 2 && buffer_[0] == 0xFF && buffer_[1] == 0xD8 && buffer_[2] == 0xFF) { *type = ImageType::JPEG; } else if ( buffer_.size() > 3 && buffer_[1] == 'P' && buffer_[2] == 'N' && buffer_[3] == 'G') { *type = ImageType::PNG; } else if ( buffer_.size() > 1 && ((buffer_[0] == 0x49 && buffer_[1] == 0x49) || (buffer_[0] == 0x4D && buffer_[1] == 0x4D))) { *type = ImageType::TIFF; } else { *type = ImageType::UNKNOWN; } } int SeekableBuffer::read(uint8_t* buf, int size, uint64_t timeoutMs) { if (isSeekable_) { return inCallback_(buf, size, 0, timeoutMs); } if (pos_ < end_) { // read cached bytes for non-seekable callback auto available = std::min(int(end_ - pos_), size); memcpy(buf, buffer_.data() + pos_, available); pos_ += available; return available; } else if (!eof_) { // normal sequential read (see defs.h file), i.e. @buf != null auto res = inCallback_(buf, size, 0, timeoutMs); // read through eof_ = res == 0; return res; } else { return 0; } } int64_t SeekableBuffer::seek(int64_t offset, int whence, uint64_t timeoutMs) { return inCallback_(nullptr, offset, whence, timeoutMs); } void SeekableBuffer::shutdown() { pos_ = end_ = 0; eof_ = false; std::vector().swap(buffer_); inCallback_ = nullptr; } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/seekable_buffer.h000066400000000000000000000023071376231312300240050ustar00rootroot00000000000000#pragma once #include "defs.h" namespace ffmpeg { /** * Class uses internal buffer to store initial size bytes as a seekable cache * from Media provider and let ffmpeg to seek and read bytes from cache * and beyond - reading bytes directly from Media provider */ enum class ImageType { UNKNOWN = 0, JPEG = 1, PNG = 2, TIFF = 3, }; class SeekableBuffer { public: // @type is optional, not nullptr only is image detection required // \returns 1 is buffer seekable, 0 - if not seekable, < 0 on error int init( DecoderInCallback&& in, uint64_t timeoutMs, size_t maxSeekableBytes, ImageType* type); int read(uint8_t* buf, int size, uint64_t timeoutMs); int64_t seek(int64_t offset, int whence, uint64_t timeoutMs); void shutdown(); private: bool readBytes(DecoderInCallback& in, size_t maxBytes, uint64_t timeoutMs); void setImageType(ImageType* type); private: DecoderInCallback inCallback_; std::vector buffer_; // resized at init time long pos_{0}; // current position (SEEK_CUR iff pos_ < end_) long end_{0}; // current buffer size bool eof_{0}; // indicates the EOF bool isSeekable_{false}; // is callback seekable }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/stream.cpp000066400000000000000000000155151376231312300225340ustar00rootroot00000000000000#include "stream.h" #include #include "util.h" namespace ffmpeg { const AVRational timeBaseQ = AVRational{1, AV_TIME_BASE}; Stream::Stream( AVFormatContext* inputCtx, MediaFormat format, bool convertPtsToWallTime, int64_t loggingUuid) : inputCtx_(inputCtx), format_(format), convertPtsToWallTime_(convertPtsToWallTime), loggingUuid_(loggingUuid) {} Stream::~Stream() { if (frame_) { av_free(frame_); // Copyright 2004-present Facebook. All Rights Reserved. } if (codecCtx_) { avcodec_free_context(&codecCtx_); } } AVCodec* Stream::findCodec(AVCodecParameters* params) { return avcodec_find_decoder(params->codec_id); } int Stream::openCodec(std::vector* metadata) { AVStream* steam = inputCtx_->streams[format_.stream]; AVCodec* codec = findCodec(steam->codecpar); if (!codec) { LOG(ERROR) << "LoggingUuid #" << loggingUuid_ << ", avcodec_find_decoder failed for codec_id: " << int(steam->codecpar->codec_id); return AVERROR(EINVAL); } if (!(codecCtx_ = avcodec_alloc_context3(codec))) { LOG(ERROR) << "LoggingUuid #" << loggingUuid_ << ", avcodec_alloc_context3 failed"; return AVERROR(ENOMEM); } int ret; // Copy codec parameters from input stream to output codec context if ((ret = avcodec_parameters_to_context(codecCtx_, steam->codecpar)) < 0) { LOG(ERROR) << "LoggingUuid #" << loggingUuid_ << ", avcodec_parameters_to_context failed"; return ret; } // after avcodec_open2, value of codecCtx_->time_base is NOT meaningful if ((ret = avcodec_open2(codecCtx_, codec, nullptr)) < 0) { LOG(ERROR) << "LoggingUuid #" << loggingUuid_ << ", avcodec_open2 failed: " << Util::generateErrorDesc(ret); avcodec_free_context(&codecCtx_); codecCtx_ = nullptr; return ret; } frame_ = av_frame_alloc(); switch (format_.type) { case TYPE_VIDEO: fps_ = av_q2d(av_guess_frame_rate(inputCtx_, steam, nullptr)); break; case TYPE_AUDIO: fps_ = codecCtx_->sample_rate; break; default: fps_ = 30.0; } if ((ret = initFormat())) { LOG(ERROR) << "initFormat failed, type: " << format_.type; } if (metadata) { DecoderMetadata header; header.format = format_; header.fps = fps_; header.num = steam->time_base.num; header.den = steam->time_base.den; header.duration = av_rescale_q(steam->duration, steam->time_base, timeBaseQ); metadata->push_back(header); } return ret; } int Stream::analyzePacket(const AVPacket* packet, bool* gotFrame) { int consumed = 0; int result = avcodec_send_packet(codecCtx_, packet); if (result == AVERROR(EAGAIN)) { *gotFrame = false; // no bytes get consumed, fetch frame } else if (result == AVERROR_EOF) { *gotFrame = false; // more than one flush packet if (packet) { // got packet after flush, this is an error return result; } } else if (result < 0) { LOG(ERROR) << "avcodec_send_packet failed, err: " << Util::generateErrorDesc(result); return result; // error } else { consumed = packet ? packet->size : 0; // all bytes get consumed } result = avcodec_receive_frame(codecCtx_, frame_); if (result >= 0) { *gotFrame = true; // frame is available } else if (result == AVERROR(EAGAIN)) { *gotFrame = false; // no frames at this time, needs more packets if (!consumed) { // precaution, if no packages got consumed and no frames are available return result; } } else if (result == AVERROR_EOF) { *gotFrame = false; // the last frame has been flushed // precaution, if no more frames are available assume we consume all bytes consumed = 0; } else { // error LOG(ERROR) << "avcodec_receive_frame failed, err: " << Util::generateErrorDesc(result); return result; } return consumed; } int Stream::decodePacket( const AVPacket* packet, DecoderOutputMessage* out, bool headerOnly, bool* hasMsg) { int consumed; bool gotFrame = false; *hasMsg = false; if ((consumed = analyzePacket(packet, &gotFrame)) >= 0 && (packet == nullptr || gotFrame)) { int result; if ((result = getMessage(out, !gotFrame, headerOnly)) < 0) { return result; // report error } *hasMsg = result > 0; } return consumed; } int Stream::flush(DecoderOutputMessage* out, bool headerOnly) { bool hasMsg = false; int result = decodePacket(nullptr, out, headerOnly, &hasMsg); if (result < 0) { avcodec_flush_buffers(codecCtx_); return result; } if (!hasMsg) { avcodec_flush_buffers(codecCtx_); return 0; } return 1; } int Stream::getMessage(DecoderOutputMessage* out, bool flush, bool headerOnly) { if (flush) { // only flush of audio frames makes sense if (format_.type == TYPE_AUDIO) { int processed = 0; size_t total = 0; // grab all audio bytes by chunks do { if ((processed = copyFrameBytes(out->payload.get(), flush)) < 0) { return processed; } total += processed; } while (processed); if (total) { // set header if message bytes are available setHeader(&out->header, flush); return 1; } } return 0; } else { if (format_.type == TYPE_AUDIO) { int processed = 0; if ((processed = copyFrameBytes(out->payload.get(), flush)) < 0) { return processed; } if (processed) { // set header if message bytes are available setHeader(&out->header, flush); return 1; } return 0; } else { // set header setHeader(&out->header, flush); if (headerOnly) { // Only header is requisted return 1; } return copyFrameBytes(out->payload.get(), flush); } } } void Stream::setHeader(DecoderHeader* header, bool flush) { header->seqno = numGenerator_++; setFramePts(header, flush); if (convertPtsToWallTime_) { keeper_.adjust(header->pts); } header->format = format_; header->keyFrame = 0; header->fps = std::numeric_limits::quiet_NaN(); } void Stream::setFramePts(DecoderHeader* header, bool flush) { if (flush) { header->pts = nextPts_; // already in us } else { header->pts = av_frame_get_best_effort_timestamp(frame_); if (header->pts == AV_NOPTS_VALUE) { header->pts = nextPts_; } else { header->pts = av_rescale_q( header->pts, inputCtx_->streams[format_.stream]->time_base, timeBaseQ); } switch (format_.type) { case TYPE_AUDIO: nextPts_ = header->pts + frame_->nb_samples * AV_TIME_BASE / fps_; break; case TYPE_VIDEO: nextPts_ = header->pts + AV_TIME_BASE / fps_; break; default: nextPts_ = header->pts; } } } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/stream.h000066400000000000000000000040241376231312300221720ustar00rootroot00000000000000#pragma once #include #include "defs.h" #include "time_keeper.h" namespace ffmpeg { /** * Class uses FFMPEG library to decode one media stream (audio or video). */ class Stream { public: Stream( AVFormatContext* inputCtx, MediaFormat format, bool convertPtsToWallTime, int64_t loggingUuid); virtual ~Stream(); // returns 0 - on success or negative error int openCodec(std::vector* metadata); // returns 1 - if packet got consumed, 0 - if it's not, and < 0 on error int decodePacket( const AVPacket* packet, DecoderOutputMessage* out, bool headerOnly, bool* hasMsg); // returns stream index int getIndex() const { return format_.stream; } // returns 1 - if message got a payload, 0 - if it's not, and < 0 on error int flush(DecoderOutputMessage* out, bool headerOnly); // return media format MediaFormat getMediaFormat() const { return format_; } protected: virtual int initFormat() = 0; // returns number processed bytes from packet, or negative error virtual int analyzePacket(const AVPacket* packet, bool* gotFrame); // returns number processed bytes from packet, or negative error virtual int copyFrameBytes(ByteStorage* out, bool flush) = 0; // sets output format virtual void setHeader(DecoderHeader* header, bool flush); // set frame pts virtual void setFramePts(DecoderHeader* header, bool flush); // finds codec virtual AVCodec* findCodec(AVCodecParameters* params); private: // returns 1 - if message got a payload, 0 - if it's not, and < 0 on error int getMessage(DecoderOutputMessage* out, bool flush, bool headerOnly); protected: AVFormatContext* const inputCtx_; MediaFormat format_; const bool convertPtsToWallTime_; int64_t loggingUuid_; AVCodecContext* codecCtx_{nullptr}; AVFrame* frame_{nullptr}; std::atomic numGenerator_{0}; TimeKeeper keeper_; // estimated next frame pts for flushing the last frame int64_t nextPts_{0}; double fps_{30.}; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/subtitle_sampler.cpp000066400000000000000000000015361376231312300246150ustar00rootroot00000000000000#include "subtitle_sampler.h" #include #include "util.h" namespace ffmpeg { SubtitleSampler::~SubtitleSampler() { cleanUp(); } void SubtitleSampler::shutdown() { cleanUp(); } bool SubtitleSampler::init(const SamplerParameters& params) { cleanUp(); // set formats params_ = params; return true; } int SubtitleSampler::sample(AVSubtitle* sub, ByteStorage* out) { if (!sub || !out) { return 0; // flush } out->ensure(Util::size(*sub)); return Util::serialize(*sub, out); } int SubtitleSampler::sample(const ByteStorage* in, ByteStorage* out) { if (in && out) { // Get a writable copy if (size_t len = in->length()) { out->ensure(len); memcpy(out->writableTail(), in->data(), len); } return out->length(); } return 0; } void SubtitleSampler::cleanUp() {} } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/subtitle_sampler.h000066400000000000000000000013471376231312300242620ustar00rootroot00000000000000#pragma once #include "defs.h" namespace ffmpeg { /** * Class transcode audio frames from one format into another */ class SubtitleSampler : public MediaSampler { public: SubtitleSampler() = default; ~SubtitleSampler() override; bool init(const SamplerParameters& params) override; int sample(const ByteStorage* in, ByteStorage* out) override; void shutdown() override; // returns number processed/scaling bytes int sample(AVSubtitle* sub, ByteStorage* out); // helper serialization/deserialization methods static void serialize(const AVSubtitle& sub, ByteStorage* out); static bool deserialize(const ByteStorage& buf, AVSubtitle* sub); private: // close resources void cleanUp(); }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/subtitle_stream.cpp000066400000000000000000000037331376231312300244460ustar00rootroot00000000000000#include "subtitle_stream.h" #include #include #include "util.h" namespace ffmpeg { const AVRational timeBaseQ = AVRational{1, AV_TIME_BASE}; SubtitleStream::SubtitleStream( AVFormatContext* inputCtx, int index, bool convertPtsToWallTime, const SubtitleFormat& format) : Stream( inputCtx, MediaFormat::makeMediaFormat(format, index), convertPtsToWallTime, 0) { memset(&sub_, 0, sizeof(sub_)); } void SubtitleStream::releaseSubtitle() { if (sub_.release) { avsubtitle_free(&sub_); memset(&sub_, 0, sizeof(sub_)); } } SubtitleStream::~SubtitleStream() { releaseSubtitle(); sampler_.shutdown(); } int SubtitleStream::initFormat() { if (!codecCtx_->subtitle_header) { LOG(ERROR) << "No subtitle header found"; } else { VLOG(1) << "Subtitle header found!"; } return 0; } int SubtitleStream::analyzePacket(const AVPacket* packet, bool* gotFrame) { // clean-up releaseSubtitle(); // check flush packet AVPacket avPacket; av_init_packet(&avPacket); avPacket.data = nullptr; avPacket.size = 0; auto pkt = packet ? *packet : avPacket; int gotFramePtr = 0; int result = avcodec_decode_subtitle2(codecCtx_, &sub_, &gotFramePtr, &pkt); if (result < 0) { LOG(ERROR) << "avcodec_decode_subtitle2 failed, err: " << Util::generateErrorDesc(result); return result; } else if (result == 0) { result = pkt.size; // discard the rest of the package } sub_.release = gotFramePtr; *gotFrame = gotFramePtr > 0; // set proper pts in us if (gotFramePtr) { sub_.pts = av_rescale_q( pkt.pts, inputCtx_->streams[format_.stream]->time_base, timeBaseQ); } return result; } int SubtitleStream::copyFrameBytes(ByteStorage* out, bool flush) { return sampler_.sample(flush ? nullptr : &sub_, out); } void SubtitleStream::setFramePts(DecoderHeader* header, bool) { header->pts = sub_.pts; // already in us } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/subtitle_stream.h000066400000000000000000000014361376231312300241110ustar00rootroot00000000000000#pragma once #include "stream.h" #include "subtitle_sampler.h" namespace ffmpeg { /** * Class uses FFMPEG library to decode one subtitle stream. */ struct AVSubtitleKeeper : AVSubtitle { int64_t release{0}; }; class SubtitleStream : public Stream { public: SubtitleStream( AVFormatContext* inputCtx, int index, bool convertPtsToWallTime, const SubtitleFormat& format); ~SubtitleStream() override; protected: void setFramePts(DecoderHeader* header, bool flush) override; private: int initFormat() override; int analyzePacket(const AVPacket* packet, bool* gotFrame) override; int copyFrameBytes(ByteStorage* out, bool flush) override; void releaseSubtitle(); private: SubtitleSampler sampler_; AVSubtitleKeeper sub_; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/sync_decoder.cpp000066400000000000000000000037741376231312300237060ustar00rootroot00000000000000#include "sync_decoder.h" #include namespace ffmpeg { SyncDecoder::AVByteStorage::AVByteStorage(size_t n) { ensure(n); } SyncDecoder::AVByteStorage::~AVByteStorage() { av_free(buffer_); } void SyncDecoder::AVByteStorage::ensure(size_t n) { if (tail() < n) { capacity_ = offset_ + length_ + n; buffer_ = static_cast(av_realloc(buffer_, capacity_)); } } uint8_t* SyncDecoder::AVByteStorage::writableTail() { CHECK_LE(offset_ + length_, capacity_); return buffer_ + offset_ + length_; } void SyncDecoder::AVByteStorage::append(size_t n) { CHECK_LE(n, tail()); length_ += n; } void SyncDecoder::AVByteStorage::trim(size_t n) { CHECK_LE(n, length_); offset_ += n; length_ -= n; } const uint8_t* SyncDecoder::AVByteStorage::data() const { return buffer_ + offset_; } size_t SyncDecoder::AVByteStorage::length() const { return length_; } size_t SyncDecoder::AVByteStorage::tail() const { CHECK_LE(offset_ + length_, capacity_); return capacity_ - offset_ - length_; } void SyncDecoder::AVByteStorage::clear() { offset_ = 0; length_ = 0; } std::unique_ptr SyncDecoder::createByteStorage(size_t n) { return std::make_unique(n); } void SyncDecoder::onInit() { eof_ = false; queue_.clear(); } int SyncDecoder::decode(DecoderOutputMessage* out, uint64_t timeoutMs) { if (eof_ && queue_.empty()) { return ENODATA; } if (queue_.empty()) { int result = getFrame(timeoutMs); // assign EOF eof_ = result == ENODATA; // check unrecoverable error, any error but ENODATA if (result && result != ENODATA) { return result; } // still empty if (queue_.empty()) { if (eof_) { return ENODATA; } else { LOG(INFO) << "Queue is empty"; return ETIMEDOUT; } } } *out = std::move(queue_.front()); queue_.pop_front(); return 0; } void SyncDecoder::push(DecoderOutputMessage&& buffer) { queue_.push_back(std::move(buffer)); } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/sync_decoder.h000066400000000000000000000023001376231312300233330ustar00rootroot00000000000000#pragma once #include #include "decoder.h" namespace ffmpeg { /** * Class uses FFMPEG library to decode media streams. * Media bytes can be explicitly provided through read-callback * or fetched internally by FFMPEG library */ class SyncDecoder : public Decoder { public: // Allocation of memory must be done with a proper alignment. class AVByteStorage : public ByteStorage { public: explicit AVByteStorage(size_t n); ~AVByteStorage() override; void ensure(size_t n) override; uint8_t* writableTail() override; void append(size_t n) override; void trim(size_t n) override; const uint8_t* data() const override; size_t length() const override; size_t tail() const override; void clear() override; private: size_t offset_{0}; size_t length_{0}; size_t capacity_{0}; uint8_t* buffer_{nullptr}; }; public: int decode(DecoderOutputMessage* out, uint64_t timeoutMs) override; private: void push(DecoderOutputMessage&& buffer) override; void onInit() override; std::unique_ptr createByteStorage(size_t n) override; private: std::list queue_; bool eof_{false}; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/sync_decoder_test.cpp000066400000000000000000000304441376231312300247370ustar00rootroot00000000000000#include #include #include #include "memory_buffer.h" #include "sync_decoder.h" #include "util.h" using namespace ffmpeg; namespace { struct VideoFileStats { std::string name; size_t durationPts{0}; int num{0}; int den{0}; int fps{0}; }; void gotAllTestFiles( const std::string& folder, std::vector* stats) { DIR* d = opendir(folder.c_str()); CHECK(d); struct dirent* dir; while ((dir = readdir(d))) { if (dir->d_type != DT_DIR && 0 != strcmp(dir->d_name, "README")) { VideoFileStats item; item.name = folder + '/' + dir->d_name; LOG(INFO) << "Found video file: " << item.name; stats->push_back(std::move(item)); } } closedir(d); } void gotFilesStats(std::vector& stats) { DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.seekAccuracy = 100000; params.formats = {MediaFormat(0)}; params.headerOnly = true; params.preventStaleness = false; size_t avgProvUs = 0; const size_t rounds = 100; for (auto& item : stats) { LOG(INFO) << "Decoding video file in memory: " << item.name; FILE* f = fopen(item.name.c_str(), "rb"); CHECK(f != nullptr); fseek(f, 0, SEEK_END); std::vector buffer(ftell(f)); rewind(f); CHECK_EQ(buffer.size(), fread(buffer.data(), 1, buffer.size(), f)); fclose(f); for (size_t i = 0; i < rounds; ++i) { SyncDecoder decoder; std::vector metadata; const auto now = std::chrono::steady_clock::now(); CHECK(decoder.init( params, MemoryBuffer::getCallback(buffer.data(), buffer.size()), &metadata)); const auto then = std::chrono::steady_clock::now(); decoder.shutdown(); avgProvUs += std::chrono::duration_cast(then - now) .count(); CHECK_EQ(metadata.size(), 1); item.num = metadata[0].num; item.den = metadata[0].den; item.fps = metadata[0].fps; item.durationPts = av_rescale_q(metadata[0].duration, AV_TIME_BASE_Q, {1, item.fps}); } } LOG(INFO) << "Probing (us) " << avgProvUs / stats.size() / rounds; } size_t measurePerformanceUs( const std::vector& stats, size_t rounds, size_t num, size_t stride) { size_t avgClipDecodingUs = 0; std::srand(time(nullptr)); for (const auto& item : stats) { FILE* f = fopen(item.name.c_str(), "rb"); CHECK(f != nullptr); fseek(f, 0, SEEK_END); std::vector buffer(ftell(f)); rewind(f); CHECK_EQ(buffer.size(), fread(buffer.data(), 1, buffer.size(), f)); fclose(f); for (size_t i = 0; i < rounds; ++i) { // randomy select clip size_t rOffset = std::rand(); size_t fOffset = rOffset % item.durationPts; size_t clipFrames = num + (num - 1) * stride; if (fOffset + clipFrames > item.durationPts) { fOffset = item.durationPts - clipFrames; } DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.seekAccuracy = 100000; params.preventStaleness = false; for (size_t n = 0; n < num; ++n) { std::list msgs; params.startOffset = av_rescale_q(fOffset, {1, item.fps}, AV_TIME_BASE_Q); params.endOffset = params.startOffset + 100; auto now = std::chrono::steady_clock::now(); SyncDecoder decoder; CHECK(decoder.init( params, MemoryBuffer::getCallback(buffer.data(), buffer.size()), nullptr)); DecoderOutputMessage out; while (0 == decoder.decode(&out, params.timeoutMs)) { msgs.push_back(std::move(out)); } decoder.shutdown(); const auto then = std::chrono::steady_clock::now(); fOffset += 1 + stride; avgClipDecodingUs += std::chrono::duration_cast(then - now) .count(); } } } return avgClipDecodingUs / rounds / num / stats.size(); } void runDecoder(SyncDecoder& decoder) { DecoderOutputMessage out; size_t audioFrames = 0, videoFrames = 0, totalBytes = 0; while (0 == decoder.decode(&out, 10000)) { if (out.header.format.type == TYPE_AUDIO) { ++audioFrames; } else if (out.header.format.type == TYPE_VIDEO) { ++videoFrames; } else if (out.header.format.type == TYPE_SUBTITLE && out.payload) { // deserialize LOG(INFO) << "Deserializing subtitle"; AVSubtitle sub; memset(&sub, 0, sizeof(sub)); EXPECT_TRUE(Util::deserialize(*out.payload, &sub)); LOG(INFO) << "Found subtitles" << ", num rects: " << sub.num_rects; for (int i = 0; i < sub.num_rects; ++i) { std::string text = "picture"; if (sub.rects[i]->type == SUBTITLE_TEXT) { text = sub.rects[i]->text; } else if (sub.rects[i]->type == SUBTITLE_ASS) { text = sub.rects[i]->ass; } LOG(INFO) << "Rect num: " << i << ", type:" << sub.rects[i]->type << ", text: " << text; } avsubtitle_free(&sub); } if (out.payload) { totalBytes += out.payload->length(); } } LOG(INFO) << "Decoded audio frames: " << audioFrames << ", video frames: " << videoFrames << ", total bytes: " << totalBytes; } } // namespace TEST(SyncDecoder, TestSyncDecoderPerformance) { // Measure the average time of decoding per clip // 1. list of the videos in testing directory // 2. for each video got number of frames with timestamps // 3. randomly select frame offset // 4. adjust offset for number frames and strides, // if it's out out upper boundary // 5. repeat multiple times, measuring and accumulating decoding time // per clip. /* 1) 4 x 2 2) 8 x 8 3) 16 x 8 4) 32 x 4 */ const std::string kFolder = "pytorch/vision/test/assets/videos"; std::vector stats; gotAllTestFiles(kFolder, &stats); gotFilesStats(stats); const size_t kRounds = 10; auto new4x2 = measurePerformanceUs(stats, kRounds, 4, 2); auto new8x8 = measurePerformanceUs(stats, kRounds, 8, 8); auto new16x8 = measurePerformanceUs(stats, kRounds, 16, 8); auto new32x4 = measurePerformanceUs(stats, kRounds, 32, 4); LOG(INFO) << "Clip decoding (us)" << ", new(4x2): " << new4x2 << ", new(8x8): " << new8x8 << ", new(16x8): " << new16x8 << ", new(32x4): " << new32x4; } TEST(SyncDecoder, Test) { SyncDecoder decoder; DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.seekAccuracy = 100000; params.formats = {MediaFormat(), MediaFormat(0), MediaFormat('0')}; params.uri = "pytorch/vision/test/assets/videos/R6llTwEh07w.mp4"; CHECK(decoder.init(params, nullptr, nullptr)); runDecoder(decoder); decoder.shutdown(); } TEST(SyncDecoder, TestSubtitles) { SyncDecoder decoder; DecoderParameters params; params.timeoutMs = 10000; params.formats = {MediaFormat(), MediaFormat(0), MediaFormat('0')}; params.uri = "vue/synergy/data/robotsub.mp4"; CHECK(decoder.init(params, nullptr, nullptr)); runDecoder(decoder); decoder.shutdown(); } TEST(SyncDecoder, TestHeadersOnly) { SyncDecoder decoder; DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.seekAccuracy = 100000; params.headerOnly = true; params.formats = {MediaFormat(), MediaFormat(0), MediaFormat('0')}; params.uri = "pytorch/vision/test/assets/videos/R6llTwEh07w.mp4"; CHECK(decoder.init(params, nullptr, nullptr)); runDecoder(decoder); decoder.shutdown(); params.uri = "pytorch/vision/test/assets/videos/SOX5yA1l24A.mp4"; CHECK(decoder.init(params, nullptr, nullptr)); runDecoder(decoder); decoder.shutdown(); params.uri = "pytorch/vision/test/assets/videos/WUzgd7C1pWA.mp4"; CHECK(decoder.init(params, nullptr, nullptr)); runDecoder(decoder); decoder.shutdown(); } TEST(SyncDecoder, TestHeadersOnlyDownSampling) { SyncDecoder decoder; DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.seekAccuracy = 100000; params.headerOnly = true; MediaFormat format; format.type = TYPE_AUDIO; format.format.audio.samples = 8000; params.formats.insert(format); format.type = TYPE_VIDEO; format.format.video.width = 224; format.format.video.height = 224; params.formats.insert(format); params.uri = "pytorch/vision/test/assets/videos/R6llTwEh07w.mp4"; CHECK(decoder.init(params, nullptr, nullptr)); runDecoder(decoder); decoder.shutdown(); params.uri = "pytorch/vision/test/assets/videos/SOX5yA1l24A.mp4"; CHECK(decoder.init(params, nullptr, nullptr)); runDecoder(decoder); decoder.shutdown(); params.uri = "pytorch/vision/test/assets/videos/WUzgd7C1pWA.mp4"; CHECK(decoder.init(params, nullptr, nullptr)); runDecoder(decoder); decoder.shutdown(); } TEST(SyncDecoder, TestInitOnlyNoShutdown) { SyncDecoder decoder; DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.seekAccuracy = 100000; params.headerOnly = false; params.formats = {MediaFormat(), MediaFormat(0), MediaFormat('0')}; params.uri = "pytorch/vision/test/assets/videos/R6llTwEh07w.mp4"; std::vector metadata; CHECK(decoder.init(params, nullptr, &metadata)); } TEST(SyncDecoder, TestMemoryBuffer) { SyncDecoder decoder; DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.endOffset = 9000000; params.seekAccuracy = 10000; params.formats = {MediaFormat(), MediaFormat(0), MediaFormat('0')}; FILE* f = fopen( "pytorch/vision/test/assets/videos/RATRACE_wave_f_nm_np1_fr_goo_37.avi", "rb"); CHECK(f != nullptr); fseek(f, 0, SEEK_END); std::vector buffer(ftell(f)); rewind(f); CHECK_EQ(buffer.size(), fread(buffer.data(), 1, buffer.size(), f)); fclose(f); CHECK(decoder.init( params, MemoryBuffer::getCallback(buffer.data(), buffer.size()), nullptr)); LOG(INFO) << "Decoding from memory bytes: " << buffer.size(); runDecoder(decoder); decoder.shutdown(); } TEST(SyncDecoder, TestMemoryBufferNoSeekableWithFullRead) { SyncDecoder decoder; DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.endOffset = 9000000; params.seekAccuracy = 10000; params.formats = {MediaFormat(), MediaFormat(0), MediaFormat('0')}; FILE* f = fopen("pytorch/vision/test/assets/videos/R6llTwEh07w.mp4", "rb"); CHECK(f != nullptr); fseek(f, 0, SEEK_END); std::vector buffer(ftell(f)); rewind(f); CHECK_EQ(buffer.size(), fread(buffer.data(), 1, buffer.size(), f)); fclose(f); params.maxSeekableBytes = buffer.size() + 1; MemoryBuffer object(buffer.data(), buffer.size()); CHECK(decoder.init( params, [object](uint8_t* out, int size, int whence, uint64_t timeoutMs) mutable -> int { if (out) { // see defs.h file // read mode return object.read(out, size); } // seek mode if (!timeoutMs) { // seek capabilty, yes - no return -1; } return object.seek(size, whence); }, nullptr)); runDecoder(decoder); decoder.shutdown(); } TEST(SyncDecoder, TestMemoryBufferNoSeekableWithPartialRead) { SyncDecoder decoder; DecoderParameters params; params.timeoutMs = 10000; params.startOffset = 1000000; params.endOffset = 9000000; params.seekAccuracy = 10000; params.formats = {MediaFormat(), MediaFormat(0), MediaFormat('0')}; FILE* f = fopen("pytorch/vision/test/assets/videos/R6llTwEh07w.mp4", "rb"); CHECK(f != nullptr); fseek(f, 0, SEEK_END); std::vector buffer(ftell(f)); rewind(f); CHECK_EQ(buffer.size(), fread(buffer.data(), 1, buffer.size(), f)); fclose(f); params.maxSeekableBytes = buffer.size() / 2; MemoryBuffer object(buffer.data(), buffer.size()); CHECK(!decoder.init( params, [object](uint8_t* out, int size, int whence, uint64_t timeoutMs) mutable -> int { if (out) { // see defs.h file // read mode return object.read(out, size); } // seek mode if (!timeoutMs) { // seek capabilty, yes - no return -1; } return object.seek(size, whence); }, nullptr)); } vision-0.8.2/torchvision/csrc/cpu/decoder/time_keeper.cpp000066400000000000000000000015341376231312300235260ustar00rootroot00000000000000#include "time_keeper.h" #include "defs.h" namespace ffmpeg { namespace { const long kMaxTimeBaseDiference = 10; } long TimeKeeper::adjust(long& decoderTimestamp) { const long now = std::chrono::duration_cast( std::chrono::system_clock::now().time_since_epoch()) .count(); if (startTime_ == 0) { startTime_ = now; } if (streamTimestamp_ == 0) { streamTimestamp_ = decoderTimestamp; } const auto runOut = startTime_ + decoderTimestamp - streamTimestamp_; if (std::labs((now - runOut) / AV_TIME_BASE) > kMaxTimeBaseDiference) { streamTimestamp_ = startTime_ - now + decoderTimestamp; } const auto sleepAdvised = runOut - now; decoderTimestamp += startTime_ - streamTimestamp_; return sleepAdvised > 0 ? sleepAdvised : 0; } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/time_keeper.h000066400000000000000000000007151376231312300231730ustar00rootroot00000000000000#pragma once #include #include namespace ffmpeg { /** * Class keeps the track of the decoded timestamps (us) for media streams. */ class TimeKeeper { public: TimeKeeper() = default; // adjust provided @timestamp to the corrected value // return advised sleep time before next frame processing in (us) long adjust(long& decoderTimestamp); private: long startTime_{0}; long streamTimestamp_{0}; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/util.cpp000066400000000000000000000300311376231312300222040ustar00rootroot00000000000000#include "util.h" #include namespace ffmpeg { namespace Serializer { // fixed size types template inline size_t getSize(const T& x) { return sizeof(x); } template inline bool serializeItem( uint8_t* dest, size_t len, size_t& pos, const T& src) { VLOG(6) << "Generic serializeItem"; const auto required = sizeof(src); if (len < pos + required) { return false; } memcpy(dest + pos, &src, required); pos += required; return true; } template inline bool deserializeItem( const uint8_t* src, size_t len, size_t& pos, T& dest) { const auto required = sizeof(dest); if (len < pos + required) { return false; } memcpy(&dest, src + pos, required); pos += required; return true; } // AVSubtitleRect specialization inline size_t getSize(const AVSubtitleRect& x) { auto rectBytes = [](const AVSubtitleRect& y) -> size_t { size_t s = 0; switch (y.type) { case SUBTITLE_BITMAP: for (int i = 0; i < y.nb_colors; ++i) { s += sizeof(y.pict.linesize[i]); s += y.pict.linesize[i]; } break; case SUBTITLE_TEXT: s += sizeof(size_t); s += strlen(y.text); break; case SUBTITLE_ASS: s += sizeof(size_t); s += strlen(y.ass); break; default: break; } return s; }; return getSize(x.x) + getSize(x.y) + getSize(x.w) + getSize(x.h) + getSize(x.nb_colors) + getSize(x.type) + getSize(x.flags) + rectBytes(x); } // AVSubtitle specialization inline size_t getSize(const AVSubtitle& x) { auto rectBytes = [](const AVSubtitle& y) -> size_t { size_t s = getSize(y.num_rects); for (unsigned i = 0; i < y.num_rects; ++i) { s += getSize(*y.rects[i]); } return s; }; return getSize(x.format) + getSize(x.start_display_time) + getSize(x.end_display_time) + getSize(x.pts) + rectBytes(x); } inline bool serializeItem( uint8_t* dest, size_t len, size_t& pos, const AVSubtitleRect& src) { auto rectSerialize = [](uint8_t* d, size_t l, size_t& p, const AVSubtitleRect& x) -> size_t { switch (x.type) { case SUBTITLE_BITMAP: for (int i = 0; i < x.nb_colors; ++i) { if (!serializeItem(d, l, p, x.pict.linesize[i])) { return false; } if (p + x.pict.linesize[i] > l) { return false; } memcpy(d + p, x.pict.data[i], x.pict.linesize[i]); p += x.pict.linesize[i]; } return true; case SUBTITLE_TEXT: { const size_t s = strlen(x.text); if (!serializeItem(d, l, p, s)) { return false; } if (p + s > l) { return false; } memcpy(d + p, x.text, s); p += s; return true; } case SUBTITLE_ASS: { const size_t s = strlen(x.ass); if (!serializeItem(d, l, p, s)) { return false; } if (p + s > l) { return false; } memcpy(d + p, x.ass, s); p += s; return true; } default: return true; } }; return serializeItem(dest, len, pos, src.x) && serializeItem(dest, len, pos, src.y) && serializeItem(dest, len, pos, src.w) && serializeItem(dest, len, pos, src.h) && serializeItem(dest, len, pos, src.nb_colors) && serializeItem(dest, len, pos, src.type) && serializeItem(dest, len, pos, src.flags) && rectSerialize(dest, len, pos, src); } inline bool serializeItem( uint8_t* dest, size_t len, size_t& pos, const AVSubtitle& src) { auto rectSerialize = [](uint8_t* d, size_t l, size_t& p, const AVSubtitle& x) -> bool { bool res = serializeItem(d, l, p, x.num_rects); for (unsigned i = 0; res && i < x.num_rects; ++i) { res = serializeItem(d, l, p, *(x.rects[i])); } return res; }; VLOG(6) << "AVSubtitle serializeItem"; return serializeItem(dest, len, pos, src.format) && serializeItem(dest, len, pos, src.start_display_time) && serializeItem(dest, len, pos, src.end_display_time) && serializeItem(dest, len, pos, src.pts) && rectSerialize(dest, len, pos, src); } inline bool deserializeItem( const uint8_t* src, size_t len, size_t& pos, AVSubtitleRect& dest) { auto rectDeserialize = [](const uint8_t* y, size_t l, size_t& p, AVSubtitleRect& x) -> bool { switch (x.type) { case SUBTITLE_BITMAP: for (int i = 0; i < x.nb_colors; ++i) { if (!deserializeItem(y, l, p, x.pict.linesize[i])) { return false; } if (p + x.pict.linesize[i] > l) { return false; } x.pict.data[i] = (uint8_t*)av_malloc(x.pict.linesize[i]); memcpy(x.pict.data[i], y + p, x.pict.linesize[i]); p += x.pict.linesize[i]; } return true; case SUBTITLE_TEXT: { size_t s = 0; if (!deserializeItem(y, l, p, s)) { return false; } if (p + s > l) { return false; } x.text = (char*)av_malloc(s + 1); memcpy(x.text, y + p, s); x.text[s] = 0; p += s; return true; } case SUBTITLE_ASS: { size_t s = 0; if (!deserializeItem(y, l, p, s)) { return false; } if (p + s > l) { return false; } x.ass = (char*)av_malloc(s + 1); memcpy(x.ass, y + p, s); x.ass[s] = 0; p += s; return true; } default: return true; } }; return deserializeItem(src, len, pos, dest.x) && deserializeItem(src, len, pos, dest.y) && deserializeItem(src, len, pos, dest.w) && deserializeItem(src, len, pos, dest.h) && deserializeItem(src, len, pos, dest.nb_colors) && deserializeItem(src, len, pos, dest.type) && deserializeItem(src, len, pos, dest.flags) && rectDeserialize(src, len, pos, dest); } inline bool deserializeItem( const uint8_t* src, size_t len, size_t& pos, AVSubtitle& dest) { auto rectDeserialize = [](const uint8_t* y, size_t l, size_t& p, AVSubtitle& x) -> bool { bool res = deserializeItem(y, l, p, x.num_rects); if (res && x.num_rects) { x.rects = (AVSubtitleRect**)av_malloc(x.num_rects * sizeof(AVSubtitleRect*)); } for (unsigned i = 0; res && i < x.num_rects; ++i) { x.rects[i] = (AVSubtitleRect*)av_malloc(sizeof(AVSubtitleRect)); memset(x.rects[i], 0, sizeof(AVSubtitleRect)); res = deserializeItem(y, l, p, *x.rects[i]); } return res; }; return deserializeItem(src, len, pos, dest.format) && deserializeItem(src, len, pos, dest.start_display_time) && deserializeItem(src, len, pos, dest.end_display_time) && deserializeItem(src, len, pos, dest.pts) && rectDeserialize(src, len, pos, dest); } } // namespace Serializer namespace Util { std::string generateErrorDesc(int errorCode) { std::array buffer; if (av_strerror(errorCode, buffer.data(), buffer.size()) < 0) { return std::string("Unknown error code: ") + std::to_string(errorCode); } buffer.back() = 0; return std::string(buffer.data()); } size_t serialize(const AVSubtitle& sub, ByteStorage* out) { const auto len = size(sub); CHECK_LE(len, out->tail()); size_t pos = 0; if (!Serializer::serializeItem(out->writableTail(), len, pos, sub)) { return 0; } out->append(len); return len; } bool deserialize(const ByteStorage& buf, AVSubtitle* sub) { size_t pos = 0; return Serializer::deserializeItem(buf.data(), buf.length(), pos, *sub); } size_t size(const AVSubtitle& sub) { return Serializer::getSize(sub); } bool validateVideoFormat(const VideoFormat& f) { // clang-format off /* Valid parameters values for decoder ____________________________________________________________________________________ | W | H | minDimension | maxDimension | cropImage | algorithm | |__________________________________________________________________________________| | 0 | 0 | 0 | 0 | N/A | original | |__________________________________________________________________________________| | >0 | 0 | N/A | N/A | N/A | scale keeping W | |__________________________________________________________________________________| | 0 | >0 | N/A | N/A | N/A | scale keeping H | |__________________________________________________________________________________| | >0 | >0 | N/A | N/A | 0 | stretch/scale | |__________________________________________________________________________________| | >0 | >0 | N/A | N/A | >0 | scale/crop | |__________________________________________________________________________________| | 0 | 0 | >0 | 0 | N/A |scale to min dimension | |__________________________________________________________________________________| | 0 | 0 | 0 | >0 | N/A |scale to max dimension | |__________________________________________________________________________________| | 0 | 0 | >0 | >0 | N/A |stretch to min/max dimension| |_____|_____|______________|______________|___________|____________________________| */ // clang-format on return (f.width == 0 && // #1, #6, #7 and #8 f.height == 0 && f.cropImage == 0) || (f.width != 0 && // #4 and #5 f.height != 0 && f.minDimension == 0 && f.maxDimension == 0) || (((f.width != 0 && // #2 f.height == 0) || (f.width == 0 && // #3 f.height != 0)) && f.minDimension == 0 && f.maxDimension == 0 && f.cropImage == 0); } void setFormatDimensions( size_t& destW, size_t& destH, size_t userW, size_t userH, size_t srcW, size_t srcH, size_t minDimension, size_t maxDimension, size_t cropImage) { // rounding rules // int -> double -> round up // if fraction is >= 0.5 or round down if fraction is < 0.5 // int result = double(value) + 0.5 // here we rounding double to int according to the above rule // #1, #6, #7 and #8 if (userW == 0 && userH == 0) { if (minDimension > 0 && maxDimension == 0) { // #6 if (srcW > srcH) { // landscape destH = minDimension; destW = round(double(srcW * minDimension) / srcH); } else { // portrait destW = minDimension; destH = round(double(srcH * minDimension) / srcW); } } else if (minDimension == 0 && maxDimension > 0) { // #7 if (srcW > srcH) { // landscape destW = maxDimension; destH = round(double(srcH * maxDimension) / srcW); } else { // portrait destH = maxDimension; destW = round(double(srcW * maxDimension) / srcH); } } else if (minDimension > 0 && maxDimension > 0) { // #8 if (srcW > srcH) { // landscape destW = maxDimension; destH = minDimension; } else { // portrait destW = minDimension; destH = maxDimension; } } else { // #1 destW = srcW; destH = srcH; } } else if (userW != 0 && userH == 0) { // #2 destW = userW; destH = round(double(srcH * userW) / srcW); } else if (userW == 0 && userH != 0) { // #3 destW = round(double(srcW * userH) / srcH); destH = userH; } else { // userW != 0 && userH != 0 if (cropImage == 0) { // #4 destW = userW; destH = userH; } else { // #5 double userSlope = double(userH) / userW; double srcSlope = double(srcH) / srcW; if (srcSlope < userSlope) { destW = round(double(srcW * userH) / srcH); destH = userH; } else { destW = userW; destH = round(double(srcH * userW) / srcW); } } } // prevent zeros destW = std::max(destW, size_t(1UL)); destH = std::max(destH, size_t(1UL)); } } // namespace Util } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/util.h000066400000000000000000000011521376231312300216530ustar00rootroot00000000000000#pragma once #include "defs.h" namespace ffmpeg { /** * FFMPEG library utility functions. */ namespace Util { std::string generateErrorDesc(int errorCode); size_t serialize(const AVSubtitle& sub, ByteStorage* out); bool deserialize(const ByteStorage& buf, AVSubtitle* sub); size_t size(const AVSubtitle& sub); void setFormatDimensions( size_t& destW, size_t& destH, size_t userW, size_t userH, size_t srcW, size_t srcH, size_t minDimension, size_t maxDimension, size_t cropImage); bool validateVideoFormat(const VideoFormat& format); } // namespace Util } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/util_test.cpp000066400000000000000000000024741376231312300232550ustar00rootroot00000000000000#include #include #include #include "util.h" TEST(Util, TestSetFormatDimensions) { // clang-format off const size_t test_cases[][9] = { // (userW, userH, srcW, srcH, minDimension, maxDimension, cropImage, destW, destH) {0, 0, 172, 128, 0, 0, 0, 172, 128}, // #1 {86, 0, 172, 128, 0, 0, 0, 86, 64}, // #2 {64, 0, 128, 172, 0, 0, 0, 64, 86}, // #2 {0, 32, 172, 128, 0, 0, 0, 43, 32}, // #3 {32, 0, 128, 172, 0, 0, 0, 32, 43}, // #3 {60, 50, 172, 128, 0, 0, 0, 60, 50}, // #4 {50, 60, 128, 172, 0, 0, 0, 50, 60}, // #4 {86, 40, 172, 128, 0, 0, 1, 86, 64}, // #5 {86, 92, 172, 128, 0, 0, 1, 124, 92}, // #5 {0, 0, 172, 128, 256, 0, 0, 344, 256}, // #6 {0, 0, 128, 172, 256, 0, 0, 256, 344}, // #6 {0, 0, 128, 172, 0, 344, 0, 256, 344}, // #7 {0, 0, 172, 128, 0, 344, 0, 344, 256}, // #7 {0, 0, 172, 128, 100, 344, 0, 344, 100},// #8 {0, 0, 128, 172, 100, 344, 0, 100, 344} // #8 }; // clang-format onn for (const auto& tc : test_cases) { size_t destW = 0; size_t destH = 0; ffmpeg::Util::setFormatDimensions(destW, destH, tc[0], tc[1], tc[2], tc[3], tc[4], tc[5], tc[6]); CHECK(destW == tc[7]); CHECK(destH == tc[8]); } } vision-0.8.2/torchvision/csrc/cpu/decoder/video_sampler.cpp000066400000000000000000000156531376231312300240750ustar00rootroot00000000000000#include "video_sampler.h" #include #include "util.h" // www.ffmpeg.org/doxygen/0.5/swscale-example_8c-source.html namespace ffmpeg { namespace { int preparePlanes( const VideoFormat& fmt, const uint8_t* buffer, uint8_t** planes, int* lineSize) { int result; if ((result = av_image_fill_arrays( planes, lineSize, buffer, (AVPixelFormat)fmt.format, fmt.width, fmt.height, 1)) < 0) { LOG(ERROR) << "av_image_fill_arrays failed, err: " << Util::generateErrorDesc(result); } return result; } int transformImage( SwsContext* context, const uint8_t* const srcSlice[], int srcStride[], VideoFormat inFormat, VideoFormat outFormat, uint8_t* out, uint8_t* planes[], int lines[]) { int result; if ((result = preparePlanes(outFormat, out, planes, lines)) < 0) { return result; } if ((result = sws_scale( context, srcSlice, srcStride, 0, inFormat.height, planes, lines)) < 0) { LOG(ERROR) << "sws_scale failed, err: " << Util::generateErrorDesc(result); return result; } return 0; } } // namespace VideoSampler::VideoSampler(int swsFlags, int64_t loggingUuid) : swsFlags_(swsFlags), loggingUuid_(loggingUuid) {} VideoSampler::~VideoSampler() { cleanUp(); } void VideoSampler::shutdown() { cleanUp(); } bool VideoSampler::init(const SamplerParameters& params) { cleanUp(); if (params.out.video.cropImage != 0) { if (!Util::validateVideoFormat(params.out.video)) { LOG(ERROR) << "Invalid video format" << ", width: " << params.out.video.width << ", height: " << params.out.video.height << ", format: " << params.out.video.format << ", minDimension: " << params.out.video.minDimension << ", crop: " << params.out.video.cropImage; return false; } scaleFormat_.format = params.out.video.format; Util::setFormatDimensions( scaleFormat_.width, scaleFormat_.height, params.out.video.width, params.out.video.height, params.in.video.width, params.in.video.height, 0, 0, 1); if (!(scaleFormat_ == params_.out.video)) { // crop required cropContext_ = sws_getContext( params.out.video.width, params.out.video.height, (AVPixelFormat)params.out.video.format, params.out.video.width, params.out.video.height, (AVPixelFormat)params.out.video.format, swsFlags_, nullptr, nullptr, nullptr); if (!cropContext_) { LOG(ERROR) << "sws_getContext failed for crop context"; return false; } const auto scaleImageSize = av_image_get_buffer_size( (AVPixelFormat)scaleFormat_.format, scaleFormat_.width, scaleFormat_.height, 1); scaleBuffer_.resize(scaleImageSize); } } else { scaleFormat_ = params.out.video; } VLOG(1) << "Input format #" << loggingUuid_ << ", width " << params.in.video.width << ", height " << params.in.video.height << ", format " << params.in.video.format << ", minDimension " << params.in.video.minDimension << ", cropImage " << params.in.video.cropImage; VLOG(1) << "Scale format #" << loggingUuid_ << ", width " << scaleFormat_.width << ", height " << scaleFormat_.height << ", format " << scaleFormat_.format << ", minDimension " << scaleFormat_.minDimension << ", cropImage " << scaleFormat_.cropImage; VLOG(1) << "Crop format #" << loggingUuid_ << ", width " << params.out.video.width << ", height " << params.out.video.height << ", format " << params.out.video.format << ", minDimension " << params.out.video.minDimension << ", cropImage " << params.out.video.cropImage; scaleContext_ = sws_getContext( params.in.video.width, params.in.video.height, (AVPixelFormat)params.in.video.format, scaleFormat_.width, scaleFormat_.height, (AVPixelFormat)scaleFormat_.format, swsFlags_, nullptr, nullptr, nullptr); // set output format params_ = params; return scaleContext_ != nullptr; } int VideoSampler::sample( const uint8_t* const srcSlice[], int srcStride[], ByteStorage* out) { int result; // scaled and cropped image int outImageSize = av_image_get_buffer_size( (AVPixelFormat)params_.out.video.format, params_.out.video.width, params_.out.video.height, 1); out->ensure(outImageSize); uint8_t* scalePlanes[4] = {nullptr}; int scaleLines[4] = {0}; // perform scale first if ((result = transformImage( scaleContext_, srcSlice, srcStride, params_.in.video, scaleFormat_, // for crop use internal buffer cropContext_ ? scaleBuffer_.data() : out->writableTail(), scalePlanes, scaleLines))) { return result; } // is crop required? if (cropContext_) { uint8_t* cropPlanes[4] = {nullptr}; int cropLines[4] = {0}; if (params_.out.video.height < scaleFormat_.height) { // Destination image is wider of source image: cut top and bottom for (size_t i = 0; i < 4 && scalePlanes[i] != nullptr; ++i) { scalePlanes[i] += scaleLines[i] * (scaleFormat_.height - params_.out.video.height) / 2; } } else { // Source image is wider of destination image: cut sides for (size_t i = 0; i < 4 && scalePlanes[i] != nullptr; ++i) { scalePlanes[i] += scaleLines[i] * (scaleFormat_.width - params_.out.video.width) / 2 / scaleFormat_.width; } } // crop image if ((result = transformImage( cropContext_, scalePlanes, scaleLines, params_.out.video, params_.out.video, out->writableTail(), cropPlanes, cropLines))) { return result; } } out->append(outImageSize); return outImageSize; } int VideoSampler::sample(AVFrame* frame, ByteStorage* out) { if (!frame) { return 0; // no flush for videos } return sample(frame->data, frame->linesize, out); } int VideoSampler::sample(const ByteStorage* in, ByteStorage* out) { if (!in) { return 0; // no flush for videos } int result; uint8_t* inPlanes[4] = {nullptr}; int inLineSize[4] = {0}; if ((result = preparePlanes( params_.in.video, in->data(), inPlanes, inLineSize)) < 0) { return result; } return sample(inPlanes, inLineSize, out); } void VideoSampler::cleanUp() { if (scaleContext_) { sws_freeContext(scaleContext_); scaleContext_ = nullptr; } if (cropContext_) { sws_freeContext(cropContext_); cropContext_ = nullptr; scaleBuffer_.clear(); } } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/video_sampler.h000066400000000000000000000017521376231312300235350ustar00rootroot00000000000000#pragma once #include "defs.h" namespace ffmpeg { /** * Class transcode video frames from one format into another */ class VideoSampler : public MediaSampler { public: VideoSampler(int swsFlags = SWS_AREA, int64_t loggingUuid = 0); ~VideoSampler() override; // MediaSampler overrides bool init(const SamplerParameters& params) override; int sample(const ByteStorage* in, ByteStorage* out) override; void shutdown() override; // returns number processed/scaling bytes int sample(AVFrame* frame, ByteStorage* out); int getImageBytes() const; private: // close resources void cleanUp(); // helper functions for rescaling, cropping, etc. int sample( const uint8_t* const srcSlice[], int srcStride[], ByteStorage* out); private: VideoFormat scaleFormat_; SwsContext* scaleContext_{nullptr}; SwsContext* cropContext_{nullptr}; int swsFlags_{SWS_AREA}; std::vector scaleBuffer_; int64_t loggingUuid_{0}; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/video_stream.cpp000066400000000000000000000073551376231312300237250ustar00rootroot00000000000000#include "video_stream.h" #include #include "util.h" namespace ffmpeg { namespace { bool operator==(const VideoFormat& x, const AVFrame& y) { return x.width == y.width && x.height == y.height && x.format == y.format; } bool operator==(const VideoFormat& x, const AVCodecContext& y) { return x.width == y.width && x.height == y.height && x.format == y.pix_fmt; } VideoFormat& toVideoFormat(VideoFormat& x, const AVFrame& y) { x.width = y.width; x.height = y.height; x.format = y.format; return x; } VideoFormat& toVideoFormat(VideoFormat& x, const AVCodecContext& y) { x.width = y.width; x.height = y.height; x.format = y.pix_fmt; return x; } } // namespace VideoStream::VideoStream( AVFormatContext* inputCtx, int index, bool convertPtsToWallTime, const VideoFormat& format, int64_t loggingUuid) : Stream( inputCtx, MediaFormat::makeMediaFormat(format, index), convertPtsToWallTime, loggingUuid) {} VideoStream::~VideoStream() { if (sampler_) { sampler_->shutdown(); sampler_.reset(); } } int VideoStream::initFormat() { // set output format if (!Util::validateVideoFormat(format_.format.video)) { LOG(ERROR) << "Invalid video format" << ", width: " << format_.format.video.width << ", height: " << format_.format.video.height << ", format: " << format_.format.video.format << ", minDimension: " << format_.format.video.minDimension << ", crop: " << format_.format.video.cropImage; return -1; } // keep aspect ratio Util::setFormatDimensions( format_.format.video.width, format_.format.video.height, format_.format.video.width, format_.format.video.height, codecCtx_->width, codecCtx_->height, format_.format.video.minDimension, format_.format.video.maxDimension, 0); if (format_.format.video.format == AV_PIX_FMT_NONE) { format_.format.video.format = codecCtx_->pix_fmt; } return format_.format.video.width != 0 && format_.format.video.height != 0 && format_.format.video.format != AV_PIX_FMT_NONE ? 0 : -1; } int VideoStream::copyFrameBytes(ByteStorage* out, bool flush) { if (!sampler_) { sampler_ = std::make_unique(SWS_AREA, loggingUuid_); } // check if input format gets changed if (flush ? !(sampler_->getInputFormat().video == *codecCtx_) : !(sampler_->getInputFormat().video == *frame_)) { // - reinit sampler SamplerParameters params; params.type = format_.type; params.out = format_.format; params.in = FormatUnion(0); flush ? toVideoFormat(params.in.video, *codecCtx_) : toVideoFormat(params.in.video, *frame_); if (!sampler_->init(params)) { return -1; } VLOG(1) << "Set input video sampler format" << ", width: " << params.in.video.width << ", height: " << params.in.video.height << ", format: " << params.in.video.format << " : output video sampler format" << ", width: " << format_.format.video.width << ", height: " << format_.format.video.height << ", format: " << format_.format.video.format << ", minDimension: " << format_.format.video.minDimension << ", crop: " << format_.format.video.cropImage; } return sampler_->sample(flush ? nullptr : frame_, out); } void VideoStream::setHeader(DecoderHeader* header, bool flush) { Stream::setHeader(header, flush); if (!flush) { // no frames for video flush header->keyFrame = frame_->key_frame; header->fps = av_q2d(av_guess_frame_rate( inputCtx_, inputCtx_->streams[format_.stream], nullptr)); } } } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/decoder/video_stream.h000066400000000000000000000011551376231312300233620ustar00rootroot00000000000000#pragma once #include "stream.h" #include "video_sampler.h" namespace ffmpeg { /** * Class uses FFMPEG library to decode one video stream. */ class VideoStream : public Stream { public: VideoStream( AVFormatContext* inputCtx, int index, bool convertPtsToWallTime, const VideoFormat& format, int64_t loggingUuid); ~VideoStream() override; private: int initFormat() override; int copyFrameBytes(ByteStorage* out, bool flush) override; void setHeader(DecoderHeader* header, bool flush) override; private: std::unique_ptr sampler_; }; } // namespace ffmpeg vision-0.8.2/torchvision/csrc/cpu/image/000077500000000000000000000000001376231312300202035ustar00rootroot00000000000000vision-0.8.2/torchvision/csrc/cpu/image/image.cpp000066400000000000000000000014271376231312300217750ustar00rootroot00000000000000 #include "image.h" #include #include // If we are in a Windows environment, we need to define // initialization functions for the _custom_ops extension #ifdef _WIN32 PyMODINIT_FUNC PyInit_image(void) { // No need to do anything. return NULL; } #endif static auto registry = torch::RegisterOperators() .op("image::decode_png", &decodePNG) .op("image::encode_png", &encodePNG) .op("image::decode_jpeg", &decodeJPEG) .op("image::encode_jpeg", &encodeJPEG) .op("image::read_file", &read_file) .op("image::write_file", &write_file) .op("image::decode_image", &decode_image); vision-0.8.2/torchvision/csrc/cpu/image/image.h000066400000000000000000000003611376231312300214360ustar00rootroot00000000000000#pragma once // Comment #include #include #include "read_image_cpu.h" #include "read_write_file_cpu.h" #include "readjpeg_cpu.h" #include "readpng_cpu.h" #include "writejpeg_cpu.h" #include "writepng_cpu.h" vision-0.8.2/torchvision/csrc/cpu/image/jpegcommon.cpp000066400000000000000000000011201376231312300230370ustar00rootroot00000000000000#include "jpegcommon.h" #include #if JPEG_FOUND void torch_jpeg_error_exit(j_common_ptr cinfo) { /* cinfo->err really points to a torch_jpeg_error_mgr struct, so coerce * pointer */ torch_jpeg_error_ptr myerr = (torch_jpeg_error_ptr)cinfo->err; /* Always display the message. */ /* We could postpone this until after returning, if we chose. */ // (*cinfo->err->output_message)(cinfo); /* Create the message */ (*(cinfo->err->format_message))(cinfo, myerr->jpegLastErrorMsg); /* Return control to the setjmp point */ longjmp(myerr->setjmp_buffer, 1); } #endif vision-0.8.2/torchvision/csrc/cpu/image/jpegcommon.h000066400000000000000000000010211376231312300225040ustar00rootroot00000000000000#pragma once // clang-format off #include #include // clang-format on #if JPEG_FOUND #include #include #include static const JOCTET EOI_BUFFER[1] = {JPEG_EOI}; struct torch_jpeg_error_mgr { struct jpeg_error_mgr pub; /* "public" fields */ char jpegLastErrorMsg[JMSG_LENGTH_MAX]; /* error messages */ jmp_buf setjmp_buffer; /* for return to caller */ }; typedef struct torch_jpeg_error_mgr* torch_jpeg_error_ptr; void torch_jpeg_error_exit(j_common_ptr cinfo); #endif vision-0.8.2/torchvision/csrc/cpu/image/read_image_cpu.cpp000066400000000000000000000015521376231312300236360ustar00rootroot00000000000000#include "read_image_cpu.h" #include torch::Tensor decode_image(const torch::Tensor& data) { // Check that the input tensor dtype is uint8 TORCH_CHECK(data.dtype() == torch::kU8, "Expected a torch.uint8 tensor"); // Check that the input tensor is 1-dimensional TORCH_CHECK( data.dim() == 1 && data.numel() > 0, "Expected a non empty 1-dimensional tensor"); auto datap = data.data_ptr(); const uint8_t jpeg_signature[3] = {255, 216, 255}; // == "\xFF\xD8\xFF" const uint8_t png_signature[4] = {137, 80, 78, 71}; // == "\211PNG" if (memcmp(jpeg_signature, datap, 3) == 0) { return decodeJPEG(data); } else if (memcmp(png_signature, datap, 4) == 0) { return decodePNG(data); } else { TORCH_CHECK( false, "Unsupported image file. Only jpeg and png ", "are currently supported."); } } vision-0.8.2/torchvision/csrc/cpu/image/read_image_cpu.h000066400000000000000000000002041376231312300232740ustar00rootroot00000000000000#pragma once #include "readjpeg_cpu.h" #include "readpng_cpu.h" C10_EXPORT torch::Tensor decode_image(const torch::Tensor& data); vision-0.8.2/torchvision/csrc/cpu/image/read_write_file_cpu.cpp000066400000000000000000000053661376231312300247140ustar00rootroot00000000000000#include "read_write_file_cpu.h" #ifdef _WIN32 #define WIN32_LEAN_AND_MEAN #include std::wstring utf8_decode(const std::string& str) { if (str.empty()) { return std::wstring(); } int size_needed = MultiByteToWideChar( CP_UTF8, 0, str.c_str(), static_cast(str.size()), NULL, 0); TORCH_CHECK(size_needed > 0, "Error converting the content to Unicode"); std::wstring wstrTo(size_needed, 0); MultiByteToWideChar( CP_UTF8, 0, str.c_str(), static_cast(str.size()), &wstrTo[0], size_needed); return wstrTo; } #endif torch::Tensor read_file(const std::string& filename) { #ifdef _WIN32 // According to // https://docs.microsoft.com/en-us/cpp/c-runtime-library/reference/stat-functions?view=vs-2019, // we should use struct __stat64 and _wstat64 for 64-bit file size on Windows. struct __stat64 stat_buf; auto fileW = utf8_decode(filename); int rc = _wstat64(fileW.c_str(), &stat_buf); #else struct stat stat_buf; int rc = stat(filename.c_str(), &stat_buf); #endif // errno is a variable defined in errno.h TORCH_CHECK( rc == 0, "[Errno ", errno, "] ", strerror(errno), ": '", filename, "'"); int64_t size = stat_buf.st_size; TORCH_CHECK(size > 0, "Expected a non empty file"); #ifdef _WIN32 // TODO: Once torch::from_file handles UTF-8 paths correctly, we should move // back to use the following implementation since it uses file mapping. // auto data = // torch::from_file(filename, /*shared=*/false, /*size=*/size, // torch::kU8).clone() FILE* infile = _wfopen(fileW.c_str(), L"rb"); TORCH_CHECK(infile != nullptr, "Error opening input file"); auto data = torch::empty({size}, torch::kU8); auto dataBytes = data.data_ptr(); fread(dataBytes, sizeof(uint8_t), size, infile); fclose(infile); #else auto data = torch::from_file(filename, /*shared=*/false, /*size=*/size, torch::kU8); #endif return data; } void write_file(const std::string& filename, torch::Tensor& data) { // Check that the input tensor is on CPU TORCH_CHECK(data.device() == torch::kCPU, "Input tensor should be on CPU"); // Check that the input tensor dtype is uint8 TORCH_CHECK(data.dtype() == torch::kU8, "Input tensor dtype should be uint8"); // Check that the input tensor is 3-dimensional TORCH_CHECK(data.dim() == 1, "Input data should be a 1-dimensional tensor"); auto fileBytes = data.data_ptr(); auto fileCStr = filename.c_str(); #ifdef _WIN32 auto fileW = utf8_decode(filename); FILE* outfile = _wfopen(fileW.c_str(), L"wb"); #else FILE* outfile = fopen(fileCStr, "wb"); #endif TORCH_CHECK(outfile != NULL, "Error opening output file"); fwrite(fileBytes, sizeof(uint8_t), data.numel(), outfile); fclose(outfile); } vision-0.8.2/torchvision/csrc/cpu/image/read_write_file_cpu.h000066400000000000000000000003411376231312300243450ustar00rootroot00000000000000#pragma once #include #include #include C10_EXPORT torch::Tensor read_file(const std::string& filename); C10_EXPORT void write_file(const std::string& filename, torch::Tensor& data); vision-0.8.2/torchvision/csrc/cpu/image/readjpeg_cpu.cpp000066400000000000000000000100201376231312300233300ustar00rootroot00000000000000#include "readjpeg_cpu.h" #include #include #include #if !JPEG_FOUND torch::Tensor decodeJPEG(const torch::Tensor& data) { TORCH_CHECK( false, "decodeJPEG: torchvision not compiled with libjpeg support"); } #else #include #include "jpegcommon.h" struct torch_jpeg_mgr { struct jpeg_source_mgr pub; const JOCTET* data; size_t len; }; static void torch_jpeg_init_source(j_decompress_ptr cinfo) {} static boolean torch_jpeg_fill_input_buffer(j_decompress_ptr cinfo) { torch_jpeg_mgr* src = (torch_jpeg_mgr*)cinfo->src; // No more data. Probably an incomplete image; Raise exception. torch_jpeg_error_ptr myerr = (torch_jpeg_error_ptr)cinfo->err; strcpy(myerr->jpegLastErrorMsg, "Image is incomplete or truncated"); longjmp(myerr->setjmp_buffer, 1); src->pub.next_input_byte = EOI_BUFFER; src->pub.bytes_in_buffer = 1; return TRUE; } static void torch_jpeg_skip_input_data(j_decompress_ptr cinfo, long num_bytes) { torch_jpeg_mgr* src = (torch_jpeg_mgr*)cinfo->src; if (src->pub.bytes_in_buffer < num_bytes) { // Skipping over all of remaining data; output EOI. src->pub.next_input_byte = EOI_BUFFER; src->pub.bytes_in_buffer = 1; } else { // Skipping over only some of the remaining data. src->pub.next_input_byte += num_bytes; src->pub.bytes_in_buffer -= num_bytes; } } static void torch_jpeg_term_source(j_decompress_ptr cinfo) {} static void torch_jpeg_set_source_mgr( j_decompress_ptr cinfo, const unsigned char* data, size_t len) { torch_jpeg_mgr* src; if (cinfo->src == 0) { // if this is first time; allocate memory cinfo->src = (struct jpeg_source_mgr*)(*cinfo->mem->alloc_small)( (j_common_ptr)cinfo, JPOOL_PERMANENT, sizeof(torch_jpeg_mgr)); } src = (torch_jpeg_mgr*)cinfo->src; src->pub.init_source = torch_jpeg_init_source; src->pub.fill_input_buffer = torch_jpeg_fill_input_buffer; src->pub.skip_input_data = torch_jpeg_skip_input_data; src->pub.resync_to_restart = jpeg_resync_to_restart; // default src->pub.term_source = torch_jpeg_term_source; // fill the buffers src->data = (const JOCTET*)data; src->len = len; src->pub.bytes_in_buffer = len; src->pub.next_input_byte = src->data; } torch::Tensor decodeJPEG(const torch::Tensor& data) { // Check that the input tensor dtype is uint8 TORCH_CHECK(data.dtype() == torch::kU8, "Expected a torch.uint8 tensor"); // Check that the input tensor is 1-dimensional TORCH_CHECK( data.dim() == 1 && data.numel() > 0, "Expected a non empty 1-dimensional tensor"); struct jpeg_decompress_struct cinfo; struct torch_jpeg_error_mgr jerr; auto datap = data.data_ptr(); // Setup decompression structure cinfo.err = jpeg_std_error(&jerr.pub); jerr.pub.error_exit = torch_jpeg_error_exit; /* Establish the setjmp return context for my_error_exit to use. */ if (setjmp(jerr.setjmp_buffer)) { /* If we get here, the JPEG code has signaled an error. * We need to clean up the JPEG object. */ jpeg_destroy_decompress(&cinfo); TORCH_CHECK(false, jerr.jpegLastErrorMsg); } jpeg_create_decompress(&cinfo); torch_jpeg_set_source_mgr(&cinfo, datap, data.numel()); // read info from header. jpeg_read_header(&cinfo, TRUE); jpeg_start_decompress(&cinfo); int height = cinfo.output_height; int width = cinfo.output_width; int components = cinfo.output_components; auto stride = width * components; auto tensor = torch::empty( {int64_t(height), int64_t(width), int64_t(components)}, torch::kU8); auto ptr = tensor.data_ptr(); while (cinfo.output_scanline < cinfo.output_height) { /* jpeg_read_scanlines expects an array of pointers to scanlines. * Here the array is only one element long, but you could ask for * more than one scanline at a time if that's more convenient. */ jpeg_read_scanlines(&cinfo, &ptr, 1); ptr += stride; } jpeg_finish_decompress(&cinfo); jpeg_destroy_decompress(&cinfo); return tensor.permute({2, 0, 1}); } #endif // JPEG_FOUND vision-0.8.2/torchvision/csrc/cpu/image/readjpeg_cpu.h000066400000000000000000000001501376231312300230000ustar00rootroot00000000000000#pragma once #include C10_EXPORT torch::Tensor decodeJPEG(const torch::Tensor& data); vision-0.8.2/torchvision/csrc/cpu/image/readpng_cpu.cpp000066400000000000000000000054431376231312300232040ustar00rootroot00000000000000#include "readpng_cpu.h" // Comment #include #include #include #if !PNG_FOUND torch::Tensor decodePNG(const torch::Tensor& data) { TORCH_CHECK(false, "decodePNG: torchvision not compiled with libPNG support"); } #else #include torch::Tensor decodePNG(const torch::Tensor& data) { // Check that the input tensor dtype is uint8 TORCH_CHECK(data.dtype() == torch::kU8, "Expected a torch.uint8 tensor"); // Check that the input tensor is 1-dimensional TORCH_CHECK( data.dim() == 1 && data.numel() > 0, "Expected a non empty 1-dimensional tensor"); auto png_ptr = png_create_read_struct(PNG_LIBPNG_VER_STRING, nullptr, nullptr, nullptr); TORCH_CHECK(png_ptr, "libpng read structure allocation failed!") auto info_ptr = png_create_info_struct(png_ptr); if (!info_ptr) { png_destroy_read_struct(&png_ptr, nullptr, nullptr); // Seems redundant with the if statement. done here to avoid leaking memory. TORCH_CHECK(info_ptr, "libpng info structure allocation failed!") } auto datap = data.accessor().data(); if (setjmp(png_jmpbuf(png_ptr)) != 0) { png_destroy_read_struct(&png_ptr, &info_ptr, nullptr); TORCH_CHECK(false, "Internal error."); } auto is_png = !png_sig_cmp(datap, 0, 8); TORCH_CHECK(is_png, "Content is not png!") struct Reader { png_const_bytep ptr; } reader; reader.ptr = png_const_bytep(datap) + 8; auto read_callback = [](png_structp png_ptr, png_bytep output, png_size_t bytes) { auto reader = static_cast(png_get_io_ptr(png_ptr)); std::copy(reader->ptr, reader->ptr + bytes, output); reader->ptr += bytes; }; png_set_sig_bytes(png_ptr, 8); png_set_read_fn(png_ptr, &reader, read_callback); png_read_info(png_ptr, info_ptr); png_uint_32 width, height; int bit_depth, color_type; auto retval = png_get_IHDR( png_ptr, info_ptr, &width, &height, &bit_depth, &color_type, nullptr, nullptr, nullptr); if (retval != 1) { png_destroy_read_struct(&png_ptr, &info_ptr, nullptr); TORCH_CHECK(retval == 1, "Could read image metadata from content.") } if (color_type != PNG_COLOR_TYPE_RGB) { png_destroy_read_struct(&png_ptr, &info_ptr, nullptr); TORCH_CHECK( color_type == PNG_COLOR_TYPE_RGB, "Non RGB images are not supported.") } auto tensor = torch::empty({int64_t(height), int64_t(width), int64_t(3)}, torch::kU8); auto ptr = tensor.accessor().data(); auto bytes = png_get_rowbytes(png_ptr, info_ptr); for (decltype(height) i = 0; i < height; ++i) { png_read_row(png_ptr, ptr, nullptr); ptr += bytes; } png_destroy_read_struct(&png_ptr, &info_ptr, nullptr); return tensor.permute({2, 0, 1}); } #endif // PNG_FOUND vision-0.8.2/torchvision/csrc/cpu/image/readpng_cpu.h000066400000000000000000000002041376231312300226370ustar00rootroot00000000000000#pragma once // Comment #include #include C10_EXPORT torch::Tensor decodePNG(const torch::Tensor& data); vision-0.8.2/torchvision/csrc/cpu/image/writejpeg_cpu.cpp000066400000000000000000000055471376231312300235710ustar00rootroot00000000000000#include "writejpeg_cpu.h" #include #include #if !JPEG_FOUND torch::Tensor encodeJPEG(const torch::Tensor& data, int64_t quality) { TORCH_CHECK( false, "encodeJPEG: torchvision not compiled with libjpeg support"); } #else #include #include "jpegcommon.h" torch::Tensor encodeJPEG(const torch::Tensor& data, int64_t quality) { // Define compression structures and error handling struct jpeg_compress_struct cinfo; struct torch_jpeg_error_mgr jerr; // Define buffer to write JPEG information to and its size unsigned long jpegSize = 0; uint8_t* jpegBuf = NULL; cinfo.err = jpeg_std_error(&jerr.pub); jerr.pub.error_exit = torch_jpeg_error_exit; /* Establish the setjmp return context for my_error_exit to use. */ if (setjmp(jerr.setjmp_buffer)) { /* If we get here, the JPEG code has signaled an error. * We need to clean up the JPEG object and the buffer. */ jpeg_destroy_compress(&cinfo); if (jpegBuf != NULL) { free(jpegBuf); } TORCH_CHECK(false, (const char*)jerr.jpegLastErrorMsg); } // Check that the input tensor is on CPU TORCH_CHECK(data.device() == torch::kCPU, "Input tensor should be on CPU"); // Check that the input tensor dtype is uint8 TORCH_CHECK(data.dtype() == torch::kU8, "Input tensor dtype should be uint8"); // Check that the input tensor is 3-dimensional TORCH_CHECK(data.dim() == 3, "Input data should be a 3-dimensional tensor"); // Get image info int channels = data.size(0); int height = data.size(1); int width = data.size(2); auto input = data.permute({1, 2, 0}).contiguous(); TORCH_CHECK( channels == 1 || channels == 3, "The number of channels should be 1 or 3, got: ", channels); // Initialize JPEG structure jpeg_create_compress(&cinfo); // Set output image information cinfo.image_width = width; cinfo.image_height = height; cinfo.input_components = channels; cinfo.in_color_space = channels == 1 ? JCS_GRAYSCALE : JCS_RGB; jpeg_set_defaults(&cinfo); jpeg_set_quality(&cinfo, quality, TRUE); // Save JPEG output to a buffer jpeg_mem_dest(&cinfo, &jpegBuf, &jpegSize); // Start JPEG compression jpeg_start_compress(&cinfo, TRUE); auto stride = width * channels; auto ptr = input.data_ptr(); // Encode JPEG file while (cinfo.next_scanline < cinfo.image_height) { jpeg_write_scanlines(&cinfo, &ptr, 1); ptr += stride; } jpeg_finish_compress(&cinfo); jpeg_destroy_compress(&cinfo); torch::TensorOptions options = torch::TensorOptions{torch::kU8}; auto outTensor = torch::empty({(long)jpegSize}, options); // Copy memory from jpeg buffer, since torch cannot get ownership of it via // `from_blob` auto outPtr = outTensor.data_ptr(); std::memcpy(outPtr, jpegBuf, sizeof(uint8_t) * outTensor.numel()); free(jpegBuf); return outTensor; } #endif vision-0.8.2/torchvision/csrc/cpu/image/writejpeg_cpu.h000066400000000000000000000001711376231312300232220ustar00rootroot00000000000000#pragma once #include C10_EXPORT torch::Tensor encodeJPEG(const torch::Tensor& data, int64_t quality); vision-0.8.2/torchvision/csrc/cpu/image/writepng_cpu.cpp000066400000000000000000000113141376231312300234150ustar00rootroot00000000000000#include "writejpeg_cpu.h" #include #include #if !PNG_FOUND torch::Tensor encodePNG(const torch::Tensor& data, int64_t compression_level) { TORCH_CHECK(false, "encodePNG: torchvision not compiled with libpng support"); } #else #include struct torch_mem_encode { char* buffer; size_t size; }; struct torch_png_error_mgr { const char* pngLastErrorMsg; /* error messages */ jmp_buf setjmp_buffer; /* for return to caller */ }; typedef torch_png_error_mgr* torch_png_error_mgr_ptr; void torch_png_warn(png_structp png_ptr, png_const_charp warn_msg) { /* Display warning to user */ TORCH_WARN_ONCE(warn_msg); } void torch_png_error(png_structp png_ptr, png_const_charp error_msg) { /* png_ptr->err really points to a torch_png_error_mgr struct, so coerce * pointer */ auto error_ptr = (torch_png_error_mgr_ptr)png_get_error_ptr(png_ptr); /* Replace the error message on the error structure */ error_ptr->pngLastErrorMsg = error_msg; /* Return control to the setjmp point */ longjmp(error_ptr->setjmp_buffer, 1); } void torch_png_write_data( png_structp png_ptr, png_bytep data, png_size_t length) { struct torch_mem_encode* p = (struct torch_mem_encode*)png_get_io_ptr(png_ptr); size_t nsize = p->size + length; /* allocate or grow buffer */ if (p->buffer) p->buffer = (char*)realloc(p->buffer, nsize); else p->buffer = (char*)malloc(nsize); if (!p->buffer) png_error(png_ptr, "Write Error"); /* copy new bytes to end of buffer */ memcpy(p->buffer + p->size, data, length); p->size += length; } torch::Tensor encodePNG(const torch::Tensor& data, int64_t compression_level) { // Define compression structures and error handling png_structp png_write; png_infop info_ptr; struct torch_png_error_mgr err_ptr; // Define output buffer struct torch_mem_encode buf_info; buf_info.buffer = NULL; buf_info.size = 0; /* Establish the setjmp return context for my_error_exit to use. */ if (setjmp(err_ptr.setjmp_buffer)) { /* If we get here, the PNG code has signaled an error. * We need to clean up the PNG object and the buffer. */ if (info_ptr != NULL) { png_destroy_info_struct(png_write, &info_ptr); } if (png_write != NULL) { png_destroy_write_struct(&png_write, NULL); } if (buf_info.buffer != NULL) { free(buf_info.buffer); } TORCH_CHECK(false, err_ptr.pngLastErrorMsg); } // Check that the compression level is between 0 and 9 TORCH_CHECK( compression_level >= 0 && compression_level <= 9, "Compression level should be between 0 and 9"); // Check that the input tensor is on CPU TORCH_CHECK(data.device() == torch::kCPU, "Input tensor should be on CPU"); // Check that the input tensor dtype is uint8 TORCH_CHECK(data.dtype() == torch::kU8, "Input tensor dtype should be uint8"); // Check that the input tensor is 3-dimensional TORCH_CHECK(data.dim() == 3, "Input data should be a 3-dimensional tensor"); // Get image info int channels = data.size(0); int height = data.size(1); int width = data.size(2); auto input = data.permute({1, 2, 0}).contiguous(); TORCH_CHECK( channels == 1 || channels == 3, "The number of channels should be 1 or 3, got: ", channels); // Initialize PNG structures png_write = png_create_write_struct( PNG_LIBPNG_VER_STRING, &err_ptr, torch_png_error, NULL); info_ptr = png_create_info_struct(png_write); // Define custom buffer output png_set_write_fn(png_write, &buf_info, torch_png_write_data, NULL); // Set output image information auto color_type = PNG_COLOR_TYPE_GRAY ? channels == 1 : PNG_COLOR_TYPE_RGB; png_set_IHDR( png_write, info_ptr, width, height, 8, color_type, PNG_INTERLACE_NONE, PNG_COMPRESSION_TYPE_DEFAULT, PNG_FILTER_TYPE_DEFAULT); // Set image compression level png_set_compression_level(png_write, compression_level); // Write file header png_write_info(png_write, info_ptr); auto stride = width * channels; auto ptr = input.data_ptr(); // Encode PNG file for (size_t y = 0; y < height; ++y) { png_write_row(png_write, ptr); ptr += stride; } // Write EOF png_write_end(png_write, info_ptr); // Destroy structures png_destroy_write_struct(&png_write, &info_ptr); torch::TensorOptions options = torch::TensorOptions{torch::kU8}; auto outTensor = torch::empty({(long)buf_info.size}, options); // Copy memory from png buffer, since torch cannot get ownership of it via // `from_blob` auto outPtr = outTensor.data_ptr(); std::memcpy(outPtr, buf_info.buffer, sizeof(uint8_t) * outTensor.numel()); free(buf_info.buffer); return outTensor; } #endif vision-0.8.2/torchvision/csrc/cpu/image/writepng_cpu.h000066400000000000000000000002131376231312300230560ustar00rootroot00000000000000#pragma once #include C10_EXPORT torch::Tensor encodePNG( const torch::Tensor& data, int64_t compression_level); vision-0.8.2/torchvision/csrc/cpu/nms_cpu.cpp000066400000000000000000000060341376231312300212740ustar00rootroot00000000000000#include "vision_cpu.h" template at::Tensor nms_cpu_kernel( const at::Tensor& dets, const at::Tensor& scores, const double iou_threshold) { TORCH_CHECK(!dets.is_cuda(), "dets must be a CPU tensor"); TORCH_CHECK(!scores.is_cuda(), "scores must be a CPU tensor"); TORCH_CHECK( dets.scalar_type() == scores.scalar_type(), "dets should have the same type as scores"); if (dets.numel() == 0) return at::empty({0}, dets.options().dtype(at::kLong)); auto x1_t = dets.select(1, 0).contiguous(); auto y1_t = dets.select(1, 1).contiguous(); auto x2_t = dets.select(1, 2).contiguous(); auto y2_t = dets.select(1, 3).contiguous(); at::Tensor areas_t = (x2_t - x1_t) * (y2_t - y1_t); auto order_t = std::get<1>(scores.sort(0, /* descending=*/true)); auto ndets = dets.size(0); at::Tensor suppressed_t = at::zeros({ndets}, dets.options().dtype(at::kByte)); at::Tensor keep_t = at::zeros({ndets}, dets.options().dtype(at::kLong)); auto suppressed = suppressed_t.data_ptr(); auto keep = keep_t.data_ptr(); auto order = order_t.data_ptr(); auto x1 = x1_t.data_ptr(); auto y1 = y1_t.data_ptr(); auto x2 = x2_t.data_ptr(); auto y2 = y2_t.data_ptr(); auto areas = areas_t.data_ptr(); int64_t num_to_keep = 0; for (int64_t _i = 0; _i < ndets; _i++) { auto i = order[_i]; if (suppressed[i] == 1) continue; keep[num_to_keep++] = i; auto ix1 = x1[i]; auto iy1 = y1[i]; auto ix2 = x2[i]; auto iy2 = y2[i]; auto iarea = areas[i]; for (int64_t _j = _i + 1; _j < ndets; _j++) { auto j = order[_j]; if (suppressed[j] == 1) continue; auto xx1 = std::max(ix1, x1[j]); auto yy1 = std::max(iy1, y1[j]); auto xx2 = std::min(ix2, x2[j]); auto yy2 = std::min(iy2, y2[j]); auto w = std::max(static_cast(0), xx2 - xx1); auto h = std::max(static_cast(0), yy2 - yy1); auto inter = w * h; auto ovr = inter / (iarea + areas[j] - inter); if (ovr > iou_threshold) suppressed[j] = 1; } } return keep_t.narrow(/*dim=*/0, /*start=*/0, /*length=*/num_to_keep); } at::Tensor nms_cpu( const at::Tensor& dets, const at::Tensor& scores, const double iou_threshold) { TORCH_CHECK( dets.dim() == 2, "boxes should be a 2d tensor, got ", dets.dim(), "D"); TORCH_CHECK( dets.size(1) == 4, "boxes should have 4 elements in dimension 1, got ", dets.size(1)); TORCH_CHECK( scores.dim() == 1, "scores should be a 1d tensor, got ", scores.dim(), "D"); TORCH_CHECK( dets.size(0) == scores.size(0), "boxes and scores should have same number of elements in ", "dimension 0, got ", dets.size(0), " and ", scores.size(0)); auto result = at::empty({0}, dets.options()); AT_DISPATCH_FLOATING_TYPES(dets.scalar_type(), "nms", [&] { result = nms_cpu_kernel(dets, scores, iou_threshold); }); return result; } vision-0.8.2/torchvision/csrc/cpu/video/000077500000000000000000000000001376231312300202275ustar00rootroot00000000000000vision-0.8.2/torchvision/csrc/cpu/video/Video.cpp000066400000000000000000000242671376231312300220140ustar00rootroot00000000000000 #include "Video.h" #include #include #include "defs.h" #include "memory_buffer.h" #include "sync_decoder.h" using namespace std; using namespace ffmpeg; // If we are in a Windows environment, we need to define // initialization functions for the _custom_ops extension // #ifdef _WIN32 // #if PY_MAJOR_VERSION < 3 // PyMODINIT_FUNC init_video_reader(void) { // // No need to do anything. // return NULL; // } // #else // PyMODINIT_FUNC PyInit_video_reader(void) { // // No need to do anything. // return NULL; // } // #endif // #endif const size_t decoderTimeoutMs = 600000; const AVPixelFormat defaultVideoPixelFormat = AV_PIX_FMT_RGB24; const AVSampleFormat defaultAudioSampleFormat = AV_SAMPLE_FMT_FLT; // returns number of written bytes template size_t fillTensorList(DecoderOutputMessage& msgs, torch::Tensor& frame) { const auto& msg = msgs; T* frameData = frame.numel() > 0 ? frame.data_ptr() : nullptr; if (frameData) { auto sizeInBytes = msg.payload->length(); memcpy(frameData, msg.payload->data(), sizeInBytes); } return sizeof(T); } size_t fillVideoTensor(DecoderOutputMessage& msgs, torch::Tensor& videoFrame) { return fillTensorList(msgs, videoFrame); } size_t fillAudioTensor(DecoderOutputMessage& msgs, torch::Tensor& audioFrame) { return fillTensorList(msgs, audioFrame); } std::array, 4>::const_iterator _parse_type(const std::string& stream_string) { static const std::array, 4> types = {{ {"video", TYPE_VIDEO}, {"audio", TYPE_AUDIO}, {"subtitle", TYPE_SUBTITLE}, {"cc", TYPE_CC}, }}; auto device = std::find_if( types.begin(), types.end(), [stream_string](const std::pair& p) { return p.first == stream_string; }); if (device != types.end()) { return device; } TORCH_CHECK( false, "Expected one of [audio, video, subtitle, cc] ", stream_string); } std::string parse_type_to_string(const std::string& stream_string) { auto device = _parse_type(stream_string); return device->first; } MediaType parse_type_to_mt(const std::string& stream_string) { auto device = _parse_type(stream_string); return device->second; } std::tuple _parseStream(const std::string& streamString) { TORCH_CHECK(!streamString.empty(), "Stream string must not be empty"); static const std::regex regex("([a-zA-Z_]+)(?::([1-9]\\d*|0))?"); std::smatch match; TORCH_CHECK( std::regex_match(streamString, match, regex), "Invalid stream string: '", streamString, "'"); std::string type_ = "video"; type_ = parse_type_to_string(match[1].str()); long index_ = -1; if (match[2].matched) { try { index_ = c10::stoi(match[2].str()); } catch (const std::exception&) { TORCH_CHECK( false, "Could not parse device index '", match[2].str(), "' in device string '", streamString, "'"); } } return std::make_tuple(type_, index_); } void Video::_getDecoderParams( double videoStartS, int64_t getPtsOnly, std::string stream, long stream_id = -1, bool all_streams = false, double seekFrameMarginUs = 10) { int64_t videoStartUs = int64_t(videoStartS * 1e6); params.timeoutMs = decoderTimeoutMs; params.startOffset = videoStartUs; params.seekAccuracy = seekFrameMarginUs; params.headerOnly = false; params.preventStaleness = false; // not sure what this is about if (all_streams == true) { MediaFormat format; format.stream = -2; format.type = TYPE_AUDIO; params.formats.insert(format); format.type = TYPE_VIDEO; format.stream = -2; format.format.video.width = 0; format.format.video.height = 0; format.format.video.cropImage = 0; format.format.video.format = defaultVideoPixelFormat; params.formats.insert(format); format.type = TYPE_SUBTITLE; format.stream = -2; params.formats.insert(format); format.type = TYPE_CC; format.stream = -2; params.formats.insert(format); } else { // parse stream type MediaType stream_type = parse_type_to_mt(stream); // TODO: reset params.formats std::set formats; params.formats = formats; // Define new format MediaFormat format; format.type = stream_type; format.stream = stream_id; if (stream_type == TYPE_VIDEO) { format.format.video.width = 0; format.format.video.height = 0; format.format.video.cropImage = 0; format.format.video.format = defaultVideoPixelFormat; } params.formats.insert(format); } } // _get decoder params Video::Video(std::string videoPath, std::string stream) { // parse stream information current_stream = _parseStream(stream); // note that in the initial call we want to get all streams Video::_getDecoderParams( 0, // video start 0, // headerOnly get<0>(current_stream), // stream info - remove that long(-1), // stream_id parsed from info above change to -2 true // read all streams ); std::string logMessage, logType; // TODO: add read from memory option params.uri = videoPath; logType = "file"; logMessage = videoPath; // locals std::vector audioFPS, videoFPS, ccFPS, subsFPS; std::vector audioDuration, videoDuration, ccDuration, subsDuration; std::vector audioTB, videoTB, ccTB, subsTB; c10::Dict> audioMetadata; c10::Dict> videoMetadata; // calback and metadata defined in struct succeeded = decoder.init(params, std::move(callback), &metadata); if (succeeded) { for (const auto& header : metadata) { double fps = double(header.fps); double duration = double(header.duration) * 1e-6; // * timeBase; if (header.format.type == TYPE_VIDEO) { videoFPS.push_back(fps); videoDuration.push_back(duration); } else if (header.format.type == TYPE_AUDIO) { audioFPS.push_back(fps); audioDuration.push_back(duration); } else if (header.format.type == TYPE_CC) { ccFPS.push_back(fps); ccDuration.push_back(duration); } else if (header.format.type == TYPE_SUBTITLE) { subsFPS.push_back(fps); subsDuration.push_back(duration); }; } } audioMetadata.insert("duration", audioDuration); audioMetadata.insert("framerate", audioFPS); videoMetadata.insert("duration", videoDuration); videoMetadata.insert("fps", videoFPS); streamsMetadata.insert("video", videoMetadata); streamsMetadata.insert("audio", audioMetadata); succeeded = Video::setCurrentStream(stream); LOG(INFO) << "\nDecoder inited with: " << succeeded << "\n"; if (get<1>(current_stream) != -1) { LOG(INFO) << "Stream index set to " << get<1>(current_stream) << ". If you encounter trouble, consider switching it to automatic stream discovery. \n"; } } // video bool Video::setCurrentStream(std::string stream = "video") { if ((!stream.empty()) && (_parseStream(stream) != current_stream)) { current_stream = _parseStream(stream); } double ts = 0; if (seekTS > 0) { ts = seekTS; } _getDecoderParams( ts, // video start 0, // headerOnly get<0>(current_stream), // stream long(get<1>( current_stream)), // stream_id parsed from info above change to -2 false // read all streams ); // calback and metadata defined in Video.h return (decoder.init(params, std::move(callback), &metadata)); } std::tuple Video::getCurrentStream() const { return current_stream; } c10::Dict>> Video:: getStreamMetadata() const { return streamsMetadata; } void Video::Seek(double ts) { // initialize the class variables used for seeking and retrurn _getDecoderParams( ts, // video start 0, // headerOnly get<0>(current_stream), // stream long(get<1>( current_stream)), // stream_id parsed from info above change to -2 false // read all streams ); // calback and metadata defined in Video.h succeeded = decoder.init(params, std::move(callback), &metadata); LOG(INFO) << "Decoder init at seek " << succeeded << "\n"; } std::tuple Video::Next() { // if failing to decode simply return a null tensor (note, should we // raise an exeption?) double frame_pts_s; torch::Tensor outFrame = torch::zeros({0}, torch::kByte); // decode single frame DecoderOutputMessage out; int64_t res = decoder.decode(&out, decoderTimeoutMs); // if successfull if (res == 0) { frame_pts_s = double(double(out.header.pts) * 1e-6); auto header = out.header; const auto& format = header.format; // initialize the output variables based on type if (format.type == TYPE_VIDEO) { // note: this can potentially be optimized // by having the global tensor that we fill at decode time // (would avoid allocations) int outHeight = format.format.video.height; int outWidth = format.format.video.width; int numChannels = 3; outFrame = torch::zeros({outHeight, outWidth, numChannels}, torch::kByte); auto numberWrittenBytes = fillVideoTensor(out, outFrame); outFrame = outFrame.permute({2, 0, 1}); } else if (format.type == TYPE_AUDIO) { int outAudioChannels = format.format.audio.channels; int bytesPerSample = av_get_bytes_per_sample( static_cast(format.format.audio.format)); int frameSizeTotal = out.payload->length(); CHECK_EQ(frameSizeTotal % (outAudioChannels * bytesPerSample), 0); int numAudioSamples = frameSizeTotal / (outAudioChannels * bytesPerSample); outFrame = torch::zeros({numAudioSamples, outAudioChannels}, torch::kFloat); auto numberWrittenBytes = fillAudioTensor(out, outFrame); } // currently not supporting other formats (will do soon) out.payload.reset(); } else if (res == 61) { LOG(INFO) << "Decoder ran out of frames (error 61)\n"; } else { LOG(ERROR) << "Decoder failed with ERROR_CODE " << res; } return std::make_tuple(outFrame, frame_pts_s); } vision-0.8.2/torchvision/csrc/cpu/video/Video.h000066400000000000000000000032201376231312300214430ustar00rootroot00000000000000#pragma once #include #include #include #include #include #include #include #include #include #include "defs.h" #include "memory_buffer.h" #include "sync_decoder.h" using namespace ffmpeg; struct Video : torch::CustomClassHolder { std::tuple current_stream; // stream type, id // global video metadata c10::Dict>> streamsMetadata; public: Video(std::string videoPath, std::string stream); std::tuple getCurrentStream() const; c10::Dict>> getStreamMetadata() const; void Seek(double ts); bool setCurrentStream(std::string stream); std::tuple Next(); private: bool video_any_frame = false; // add this to input parameters? bool succeeded = false; // decoder init flag // seekTS and doSeek act as a flag - if it's not set, next function simply // retruns the next frame. If it's set, we look at the global seek // time in comination with any_frame settings double seekTS = -1; bool doSeek = false; void _getDecoderParams( double videoStartS, int64_t getPtsOnly, std::string stream, long stream_id, bool all_streams, double seekFrameMarginUs); // this needs to be improved std::map> streamTimeBase; // not used DecoderInCallback callback = nullptr; std::vector metadata; protected: SyncDecoder decoder; DecoderParameters params; }; // struct Video vision-0.8.2/torchvision/csrc/cpu/video/register.cpp000066400000000000000000000007331376231312300225620ustar00rootroot00000000000000#ifndef REGISTER_H #define REGISTER_H #include "Video.h" namespace { static auto registerVideo = torch::class_

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