pax_global_header00006660000000000000000000000064143440647370014526gustar00rootroot0000000000000052 comment=b6962b2d361b35946b92f29770b52eed015d95e8 python-hdf5plugin-4.0.1/000077500000000000000000000000001434406473700151145ustar00rootroot00000000000000python-hdf5plugin-4.0.1/.flake8000066400000000000000000000000621434406473700162650ustar00rootroot00000000000000[flake8] ignore = E203, E501 max-line-length = 88 python-hdf5plugin-4.0.1/.gitattributes000066400000000000000000000000651434406473700200100ustar00rootroot00000000000000*.py text eol=lf *.rst text eol=lf *.cfg text eol=lf python-hdf5plugin-4.0.1/.github/000077500000000000000000000000001434406473700164545ustar00rootroot00000000000000python-hdf5plugin-4.0.1/.github/workflows/000077500000000000000000000000001434406473700205115ustar00rootroot00000000000000python-hdf5plugin-4.0.1/.github/workflows/ci.yml000066400000000000000000000074771434406473700216460ustar00rootroot00000000000000# This is a basic workflow to help you get started with Actions name: CI # Controls when the action will run. on: # Triggers the workflow on push or pull request events but only for the main branch push: branches: [ main ] pull_request: branches: [ main ] # Allows you to run this workflow manually from the Actions tab workflow_dispatch: # A workflow run is made up of one or more jobs that can run sequentially or in parallel jobs: # This workflow contains a single job called "build" build: name: "Python ${{ matrix.python-version }} on ${{ matrix.os }} ${{ matrix.name-suffix }}" runs-on: ${{ matrix.os }} strategy: # do not cancel tests after first fail fail-fast: false matrix: include: - name-suffix: "bdist_wheel-h5py_2.8.0" os: ubuntu-latest python-version: 3.7 BUILD_COMMAND: bdist_wheel H5PY_OLDER_VERSION: 2.8.0 - name-suffix: "sdist-h5py_2.10.0" os: ubuntu-latest python-version: 3.8 BUILD_COMMAND: sdist H5PY_OLDER_VERSION: 2.10.0 - name-suffix: "sdist-h5py_3.6.0" os: ubuntu-latest python-version: 3.10.8 BUILD_COMMAND: bdist_wheel H5PY_OLDER_VERSION: 3.6.0 - name-suffix: "bdist_wheel-h5py_2.10.0" os: macos-latest python-version: 3.7 BUILD_COMMAND: bdist_wheel H5PY_OLDER_VERSION: 2.10.0 - name-suffix: "bdist_wheel-h5py_3.0.0" os: macos-latest python-version: 3.10.8 BUILD_COMMAND: bdist_wheel H5PY_OLDER_VERSION: 3.6.0 # Steps represent a sequence of tasks that will be executed as part of the job steps: # Checks-out your repository under $GITHUB_WORKSPACE, so your job can access it - uses: actions/checkout@v2 with: fetch-depth: 0 # Runs a single command using the runners shell - name: Set up Python uses: actions/setup-python@v2 with: python-version: ${{ matrix.python-version }} # Display the python version - name: Display Python version run: python -c "import sys; print(sys.version)" - name: Upgrade distribution modules run: | python -m pip install --upgrade pip pip install --upgrade setuptools if [ -f requirements.txt ]; then pip install -r requirements.txt; fi - name: Install build dependencies run: | pip install --upgrade wheel pip install --upgrade numpy - name: Install h5py for tests run: | pip install --pre h5py - name: Generate source package or wheel run: | python setup.py ${{ matrix.BUILD_COMMAND }} ls dist - name: Install from source package run: pip install --pre dist/hdf5plugin* - name: Print python info run: | python ./ci/info_platform.py pip list - name: Run the tests with latest h5py run: python test/test.py - name: Run the tests with oldest available wheel of h5py run: | if [ -n "${{ matrix.NUMPY_OLDER_VERSION }}" ]; then pip install --upgrade numpy==${{ matrix.NUMPY_OLDER_VERSION }}; fi pip install --upgrade h5py==${{ matrix.H5PY_OLDER_VERSION }} pip list python test/test.py build_wheels_macos: name: Build ARM64 wheels on macos-10.15 runs-on: macos-10.15 steps: - uses: actions/checkout@v2 - name: Build wheels uses: joerick/cibuildwheel@v1.11.0 env: CIBW_BUILD: cp39-macosx_* CIBW_ARCHS_MACOS: arm64 HDF5PLUGIN_SSE2: False HDF5PLUGIN_AVX2: False HDF5PLUGIN_NATIVE: False python-hdf5plugin-4.0.1/.gitignore000066400000000000000000000013531434406473700171060ustar00rootroot00000000000000# Byte-compiled / optimized / DLL files __pycache__/ *.py[cod] # C extensions *.so # Distribution / packaging .Python env/ build/ develop-eggs/ dist/ downloads/ eggs/ .eggs/ lib/ lib64/ parts/ sdist/ var/ *.egg-info/ .installed.cfg *.egg # PyInstaller # Usually these files are written by a python script from a template # before PyInstaller builds the exe, so as to inject date/other infos into it. *.manifest *.spec # Installer logs pip-log.txt pip-delete-this-directory.txt # Unit test / coverage reports htmlcov/ .tox/ .coverage .coverage.* .cache nosetests.xml coverage.xml coverage.rst *,cover # Translations *.mo *.pot # Django stuff: *.log # Sphinx documentation docs/_build/ # PyBuilder target/ # Vim .*.swp # PyCharm .idea/ python-hdf5plugin-4.0.1/.readthedocs.yml000066400000000000000000000012241434406473700202010ustar00rootroot00000000000000# .readthedocs.yml # Read the Docs configuration file # See https://docs.readthedocs.io/en/stable/config-file/v2.html for details # Required version: 2 # Set the version of Python and other tools you might need build: os: ubuntu-22.04 tools: python: "3.10" jobs: pre_install: - echo "HDF5PLUGIN_STRIP=${HDF5PLUGIN_STRIP}" # Build documentation in the docs/ directory with Sphinx sphinx: builder: html configuration: doc/conf.py # Optionally set the version of Python and requirements required to build your docs python: install: - requirements: requirements.txt - method: pip path: . system_packages: true python-hdf5plugin-4.0.1/CHANGELOG.rst000066400000000000000000000172751434406473700171510ustar00rootroot000000000000004.0.1: 2022/12/06 ----------------- This is a bug-fix release: - Updated embedded version of `SZ` to fix a compression issue under Windows (PR #231) - Updated tests to pass with older versions of `bitshuffle` (PR #235) - Improved HDF5 function wrapper (PR #228) - Fixed and updated documentation (PR #223, #232, #237) 4.0.0: 2022/11/28 ----------------- This version of ``hdf5plugin`` requires at least Python >= v3.7 (PR #210). While the provided plugin filters are backwards compatible, this version includes an updated version of the H5Z-ZFP filter (v1.1.0). This version of the filter can read data compressed by previous versions but newly ZFP-compressed data cannot be read by older versions (PR #190). - New compression filters: * Added **SZ** filter (PR #203, #206, #209, #213, #215) * Added **BZip2** filter (PR #182) - New functions: * Added **get_config()** function to retrieve build information and currently registered filters (PR #187) * Added **get_filters()** function to retrieve selected compression filter helper class (PR #212) * Added **register()** function to force registration of provided filters (PR #208, #212) - Deprecations: * ``Bitshuffle``'s ``lz4`` argument: Use ``cname`` argument instead (PR #171) * ``config``: use ``get_config()`` function instead (PR #210) * ``date``, ``hexversion`` and ``strictversion`` (PR #217) - Updated filters: * Updated ``snappy`` library to v1.1.9 (used by the ``blosc`` filter) (PR #192) * Updated ``Zfp`` filter to HZ5-ZFP v1.1.0 and ZFP v1.0.0 (PR #190) * Updated ``Bitshuffle`` filter to v0.4.2 (PR #171) * Updated ``c-blosc`` to commit 9dc93b1 and ``zstd`` to v1.5.2 (PR #200) - Build: * Updated ``HDF5PLUGIN_STRIP`` environment variable behaviour and added support for ``"all"`` value (PR #188) * Added optimisation flags for the ``blosc`` filter compilation (PR #180) * Added check of native flags availability (PR #189) - Misc.: * Updated project to use Python >3.7 (PR #210) * Code reorganisation, clean-up, code style (PR #191, #205, #217) * Updated documentation (PR #184, #196, #199, #211, #218) * Updated continuous integration tests (PR #198) 3.3.1: 2022/06/03 ----------------- - Fixed LZ4 filter compilation with `HDF5PLUGIN_HDF5_DIR` (PR #178) - Renamed `PLUGINS_PATH` constant to `PLUGIN_PATH` without `S` (PR #179) - Added notebook of European HUG meeting 2022 (PR #176) - Updated changelog and version (PR #181) 3.3.0: 2022/05/25 ----------------- - Deprecated build options passed as arguments to `setup.py`, use environment variables instead (PR #167) - Updated LZ4 filter to latest available code and LZ4 compression v1.9.3 (PR #172) - Added `clevel` argument to `Zstd` (PR #164) - Added `config.embedded_filters` to advertise embedded filters, and `HDF5PLUGIN_STRIP` to configure it during the build (PR #169) - Added `-v` option to `python -m hdf5plugin.test` (PR #166) - Changed "filter already loaded, skip it." log message from warning to info (PR #168) - Updated build, now using `pyproject.toml` (PR #167, #173) - Updated changelog and version (PR #174) 3.2.0: 2021/10/15 ----------------- - Updated libraries: blosc v1.21.1 (lz4 v1.9.3, zlib v1.2.11, zstd v1.5.0), snappy v1.1.8 (PR #152, #156) - Fixed compilation issue occuring on ppc64le in conda-forge (PR #154) - Documentation: Added European HDF User Group presentation (PR #150) and updated changelog (PR #155) 3.1.1: 2021/07/07 ----------------- This is a bug fix release: - Fixed `hdf5plugin` when installed as a Debian/Ubuntu package (PR #147) - Fixed and updated documentation (PR #143, #148) 3.1.0: 2021/07/02 ----------------- This version of `hdf5plugin` requires Python3 adds `mips64` supports and improves support for other architectures. - Added support of `mips64` architecture (PR #126) - Added enhanced documentation based on sphinx hosted at http://www.silx.org/doc/hdf5plugin/latest/ and on readthedocs.org (PR #137, #139, #141) - Fixed LZ4 filter by downgrading used lz4 algorithm implementation (PR #123) - Fixed `python setup.py install` (PR #125, #130) - Improved build options support (PR #125, #130, #135, #140) - Improved tests (PR #128, #129, #132) - Cleaned-up python2 compatibility code (PR #134) - Updated project description/metadata: Added Python3.9, `python_requires`, updated status to "Stable" (PR #119, #127, #138) - Updated CHANGELOG and version (PR #142) 3.0.0 ----- This version of `hdf5plugin` requires Python3 and supports arm64 architecture. - Stopped Python2.7 support (PR #104, #105) - Added support of arm64 architecture (PR #116) - Added `Zstd` filter to the supported plugin list (PR #106) - Added `hdf5plugin.config` to retrieve build options at runtime (PR #113) - Added support of build configuration through environment variables (PR #116) - Fixed `FciDecomp` error message when built without c++11 (PR #113) - Updated blosc compile flags (`-std-c99`) to build for manylinux1 (PR #109) - Updated c-blosc to v1.20.1 (PR #101) - Updated: continuous integration (PR #104, #111), project structure (PR #114, #118), changelog (PR #117) 2.3.2 ----- This is the last version of `hdf5plugin` supporting Python 2.7. - Enabled SIMD on power9 for bitshuffle filter (PR #90) - Added github actions continous intergration (PR #99) - Added debian/ubuntu packaging support (PR #87) - Fixed compilation under macos10.15 with Python 3.8 (PR #102) - Fixed `numpy` 1.20 deprecation warning (PR #97) - Updated CHANGELOG and version (PR #91, #103) 2.3.1 ----- - Fixed support of wheel package version >= 0.35 (PR #82) - Fixed typo in error log (PR #81) - Continuous integration: Added check of package description (PR #80) - Fixed handling of version info (PR #84) 2.3 --- - Added ZFP filter (PR #74, #77) - Updated README (PR #76, #79) 2.2 --- - Added FCIDECOMP filter (PR #68, #71) 2.1.2 ----- - Fixed OpenMP compilation flag (PR #64) - Fixed support of `wheel` package version >= 0.34 (PR #64) - Continuous Integration: Run tests with python3 on macOS rather than python2. (PR #66) 2.1.1 ----- - Fixed `--native` build option on platform other than x86_64 (PR #62) - Fixed build of the snappy C++11 library for blosc on macOS (PR #60) 2.1.0 ----- - Added `--openmp=[False|True]` build option to compile bitshuffle filter with OpenMP. (PR #51) - Added `--sse2=[True|False]` build option to compile blosc and bitshuffle filters with SSE2 instructions if available. (PR #52) - Added `--avx2=[True|False]` build option to compile blosc and bitshuffle filters with AVX2 instructions if available. (PR #52) - Added `--native=[True|False]` build option to compile filters for native CPU architecture. This enables SSE2/AVX2 support for the bitshuffle filter if available. (PR #52) - Added snappy compression to the blosc filter if C++11 is available (`--cpp11=[True|False]` build option). (PR #54) - Improved wheel generation by using root_is_pure=True setting. (PR #49) 2.0.0 ----- - Added compression support for Linux and macOS - Added blosc filter - Added helper class (Blosc, Bitshuffle and LZ4) to ease providing compression arguments to h5py - Added tests - Updated documentation - Building from source through setup.py - No longer use the plugin mechanism via HDF5_PLUGIN_PATH environment variable 1.4.1 ----- - Support Python 3.7 under 64-bit windows 1.4.0 ----- - Manylinux support 1.3.1 ----- - Support Python 3.6 under 64-bit windows. 1.3.0 ----- - Add 64-bit manylinux version LZ4 filter plugin - Add 64-bit manylinux version bitshuffle plugin - Implement continuous imtegration testing 1.2.0 ----- - Add LZ4 filter plugin for MacOS - Add bitshuffle plugin decompressor for MacOS 1.1.0 ----- - Add bitshuffle plugin. - Document origin and license of the used sources. 1.0.1 ----- - Replace corrupted VS2015 64 bit dll. 1.0.0 ----- - Initial release with LZ4 filter plugin. python-hdf5plugin-4.0.1/LICENSE000066400000000000000000000026461434406473700161310ustar00rootroot00000000000000The hdf5plugin code itself is licensed under the MIT license (See below). The HDF5 filter plugins bundled in hdf5plugin have different copyright and licenses: * bitshuffle: See src/bitshuffle/LICENSE * blosc: See src/hdf5-blosc/LICENSES/ and src/c-blosc/LICENSES/ * lz4: See src/HDF5-External-Filter-Plugins/LZ4/COPYING hdf5plugin copyright and license: Copyright (c) European Synchrotron Radiation Facility (ESRF) Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions: The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software. THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. python-hdf5plugin-4.0.1/MANIFEST.in000066400000000000000000000006151434406473700166540ustar00rootroot00000000000000include appveyor.yml include build-deb.sh include CHANGELOG.rst include copyright include cpuinfo.py include LICENSE include MANIFEST.in include README.rst include setup.py recursive-include ci *.py recursive-include doc * recursive-include src * recursive-include test *.py *.h5 recursive-include package * global-exclude *__pycache__/* global-exclude *.ipynb_checkpoints/* global-exclude .*.swp python-hdf5plugin-4.0.1/README.rst000066400000000000000000000027751434406473700166160ustar00rootroot00000000000000hdf5plugin ========== .. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.7257761.svg :target: https://doi.org/10.5281/zenodo.7257761 *hdf5plugin* provides `HDF5 compression filters `_ (namely: Blosc, BitShuffle, BZip2, FciDecomp, LZ4, SZ, Zfp, ZStd) and makes them usable from `h5py `_. See `documentation `_. Installation ------------ To install, run:: pip install hdf5plugin [--user] or, with conda (https://anaconda.org/conda-forge/hdf5plugin):: conda install -c conda-forge hdf5plugin To install from source and recompile the HDF5 plugins, run:: pip install hdf5plugin --no-binary hdf5plugin [--user] Installing from source can achieve better performances by enabling AVX2 and OpenMP if available. For more details, see the `installation documentation `_. How-to use ---------- To use it, just use ``import hdf5plugin`` and supported compression filters are available from `h5py `_. For details, see `Usage documentation `_. License ------- The source code of *hdf5plugin* itself is licensed under the `MIT license `_. Embedded HDF5 compression filters are licensed under different open-source licenses: see the `license documentation `_. python-hdf5plugin-4.0.1/appveyor.yml000066400000000000000000000040431434406473700175050ustar00rootroot00000000000000os: - Visual Studio 2019 cache: - '%LOCALAPPDATA%\pip\Cache' # fetch repository as zip archive shallow_clone: true environment: global: WIN_SDK_ROOT: "C:\\Program Files\\Microsoft SDKs\\Windows" matrix: # Python 3.10 - BUILD_PY_PATH: "C:\\Python310-x64;C:\\Python310-x64\\Scripts" TEST_PY_PATH: "C:\\Python310-x64;C:\\Python310-x64\\Scripts" INSTALL_CMD: "python -m pip install --upgrade --pre" H5PY_OLDER_VERSION: "3.6.0" # Miniconda37 - BUILD_PY_PATH: "C:\\Python37-x64;C:\\Python37-x64\\Scripts" TEST_PY_PATH: "C:\\Miniconda37-x64;C:\\Miniconda37-x64\\Library\\mingw-w64\\bin;C:\\Miniconda37-x64\\Library\\usr\\bin;C:\\Miniconda37-x64\\Library\\bin;C:\\Miniconda37-x64\\Scripts;C:\\Miniconda37-x64\\bin;C:\\Miniconda37-x64\\condabin" INSTALL_CMD: "conda install -y" H5PY_OLDER_VERSION: "2.8.0" install: # Add Build Python to PATH - "SET OLD_PATH=%PATH%" - "SET PATH=%BUILD_PY_PATH%;%OLD_PATH%" # Upgrade distribution modules and dependencies - "python -m pip install --upgrade pip setuptools wheel h5py" # Print Python info - "python ci\\info_platform.py" - "pip freeze" build_script: - "python setup.py bdist_wheel" - ps: "ls dist" test_script: # Add Test Python to PATH - "SET PATH=%TEST_PY_PATH%;%OLD_PATH%" # Install dependencies - "%INSTALL_CMD% h5py" # Install the generated wheel package to test it # Make sure it does not come from cache or pypi # At this point all install_requires dependencies MUST be installed # as this is installing only from dist/ - "pip install --pre --find-links dist/ --no-cache-dir --no-index hdf5plugin" # Test with latest h5py - "pip freeze" - "python test\\test.py" # Test with oldest available wheel of h5py - "%INSTALL_CMD% h5py==%H5PY_OLDER_VERSION%" - "pip freeze" - "python test\\test.py" artifacts: # Archive the generated wheel package in the ci.appveyor.com build report. - path: dist\* python-hdf5plugin-4.0.1/build-deb.sh000077500000000000000000000204521434406473700173050ustar00rootroot00000000000000#!/bin/sh # # Project: Silx # https://github.com/silx-kit/silx # # Copyright (C) 2015-2020 European Synchrotron Radiation Facility, Grenoble, France # # Principal author: Jérôme Kieffer (Jerome.Kieffer@ESRF.eu) # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal # in the Software without restriction, including without limitation the rights # to use, copy, modify, merge, publish, distribute, sublicense, and/or sell # copies of the Software, and to permit persons to whom the Software is # furnished to do so, subject to the following conditions: # # The above copyright notice and this permission notice shall be included in # all copies or substantial portions of the Software. # # THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR # IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, # FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE # AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER # LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN # THE SOFTWARE # Script that builds a debian package from this library project=hdf5plugin source_project=hdf5plugin deb_name=$(echo "$source_project" | tr '[:upper:]' '[:lower:]') # target system if [ -f /etc/debian_version ] then debian_version=$(cat /etc/debian_version | cut -d. -f1 | grep -o '[0-9]*') if [ -z $debian_version ] then #we are probably on a ubuntu platform debian_version=$(cat /etc/debian_version | cut -d/ -f1) case $debian_version in stretch) debian_version=9 ;; buster) debian_version=10 ;; bullseye) debian_version=11 ;; esac fi else debian_version=0 fi target_system=debian${debian_version} project_directory="`dirname \"$0\"`" project_directory="`( cd \"$project_directory\" && pwd )`" # absolutized dist_directory=${project_directory}/dist/${target_system} build_directory=${project_directory}/build/${target_system} # Get version info cd ${project_directory}/src/${project} version=$(python3 -B -c"import _version; print(_version.version)") strictversion=$(python3 -B -c"import _version; print(_version.strictversion)") debianversion=$(python3 -B -c"import _version; print(_version.debianversion)") cd ${project_directory} if [ -d /usr/lib/ccache ]; then export PATH=/usr/lib/ccache:$PATH fi usage="usage: $(basename "$0") [options] Build the Debian ${debian_version} package of the ${project} library. If the build succeed the directory dist/debian${debian_version} will contains the packages. optional arguments: --help Show this help text --install Install the packages generated at the end of the process using 'sudo dpkg' --stdeb-py3 Build using stdeb for python3 --stdeb-py2.py3 Build using stdeb for python2 and python3 --debian9 Simulate a debian 9 Stretch system --debian10 Simulate a debian 10 Buster system --debian11 Simulate a debian 11 Bullseye system " install=0 use_stdeb=0 stdeb_all_python=0 while : do case "$1" in -h | --help) echo "$usage" exit 0 ;; --install) install=1 shift ;; --stdeb-py2) use_stdeb=1 stdeb_all_python=0 shift ;; --stdeb-py2.py3) use_stdeb=1 stdeb_all_python=1 shift ;; --debian9) debian_version=9 target_system=debian${debian_version} dist_directory=${project_directory}/dist/${target_system} build_directory=${project_directory}/build/${target_system} shift ;; --debian10) debian_version=10 target_system=debian${debian_version} dist_directory=${project_directory}/dist/${target_system} build_directory=${project_directory}/build/${target_system} shift ;; --debian11) debian_version=11 target_system=debian${debian_version} dist_directory=${project_directory}/dist/${target_system} build_directory=${project_directory}/build/${target_system} shift ;; -*) echo "Error: Unknown option: $1" >&2 echo "$usage" exit 1 ;; *) # No more options break ;; esac done clean_up() { echo "Clean working dir:" # clean up previous build rm -rf ${build_directory} # create the build context mkdir -p ${build_directory} } build_deb() { tarname=${project}_${debianversion}.orig.tar.gz clean_up python3 setup.py debian_src cp -f dist/${tarname} ${build_directory} if [ -f dist/${project}-testimages.tar.gz ] then cp -f dist/${project}-testimages.tar.gz ${build_directory} fi cd ${build_directory} tar -xzf ${tarname} directory=${project}-${strictversion} newname=${deb_name}_${debianversion}.orig.tar.gz #echo tarname $tarname newname $newname if [ $tarname != $newname ] then if [ -h $newname ] then rm ${newname} fi ln -s ${tarname} ${newname} fi if [ -f ${project}-testimages.tar.gz ] then if [ ! -h ${deb_name}_${debianversion}.orig-testimages.tar.gz ] then ln -s ${project}-testimages.tar.gz ${deb_name}_${debianversion}.orig-testimages.tar.gz fi fi cd ${directory} cp -r ${project_directory}/package/${target_system} debian cp ${project_directory}/copyright debian #handle test images if [ -f ../${deb_name}_${debianversion}.orig-testimages.tar.gz ] then if [ ! -d testimages ] then mkdir testimages fi cd testimages tar -xzf ../${deb_name}_${debianversion}.orig-testimages.tar.gz cd .. else # Disable to skip tests during build echo No test data #export PYBUILD_DISABLE_python2=test #export PYBUILD_DISABLE_python3=test #export DEB_BUILD_OPTIONS=nocheck fi case $debian_version in 9) debian_name=stretch ;; 10) debian_name=buster ;; 11) debian_name=bullseye ;; esac dch -v ${debianversion}-1 "upstream development build of ${project} ${version}" dch -D ${debian_name}-backports -l~bpo${debian_version}+ "${project} snapshot ${version} built for ${target_system}" #dch --bpo "${project} snapshot ${version} built for ${target_system}" dpkg-buildpackage -r rc=$? if [ $rc -eq 0 ]; then # move packages to dist directory echo Build succeeded... rm -rf ${dist_directory} mkdir -p ${dist_directory} mv ${build_directory}/*.deb ${dist_directory} mv ${build_directory}/*.x* ${dist_directory} mv ${build_directory}/*.dsc ${dist_directory} mv ${build_directory}/*.changes ${dist_directory} cd ../../.. else echo Build failed, please investigate ... exit "$rc" fi } build_stdeb () { echo "Build for debian using stdeb" tarname=${project}-${strictversion}.tar.gz clean_up python setup.py sdist cp -f dist/${tarname} ${build_directory} cd ${build_directory} tar -xzf ${tarname} cd ${project}-${strictversion} if [ $stdeb_all_python -eq 1 ]; then echo Using Python 2+3 python3 setup.py --command-packages=stdeb.command sdist_dsc --with-python2=True --with-python3=True --no-python3-scripts=True build --no-cython bdist_deb rc=$? else echo Using Python 3 # bdist_deb feed /usr/bin using setup.py entry-points python3 setup.py --command-packages=stdeb.command build --no-cython bdist_deb rc=$? fi # move packages to dist directory rm -rf ${dist_directory} mkdir -p ${dist_directory} mv -f deb_dist/*.deb ${dist_directory} # back to the root cd ../../.. } if [ $use_stdeb -eq 1 ]; then build_stdeb else build_deb fi if [ $install -eq 1 ]; then sudo -v su -c "dpkg -i ${dist_directory}/*.deb" fi exit "$rc" python-hdf5plugin-4.0.1/ci/000077500000000000000000000000001434406473700155075ustar00rootroot00000000000000python-hdf5plugin-4.0.1/ci/info_platform.py000066400000000000000000000010021434406473700207110ustar00rootroot00000000000000#!/usr/bin/env python # coding: utf-8 """Print information about python.""" __authors__ = ["Jérôme Kieffer"] __date__ = "08/12/2015" __license__ = "MIT" import sys print("Python %s bits" % (tuple.__itemsize__ * 8)) print(" maxsize: %s\t maxunicode: %s" % (sys.maxsize, sys.maxunicode)) print(sys.version) print(" ") try: from distutils.sysconfig import get_config_vars except ImportError: from sysconfig import get_config_vars print("Config: " + str(get_config_vars("CONFIG_ARGS"))) print("") python-hdf5plugin-4.0.1/copyright000066400000000000000000000000001434406473700170350ustar00rootroot00000000000000python-hdf5plugin-4.0.1/cpuinfo.py000066400000000000000000002434061434406473700171420ustar00rootroot00000000000000#!/usr/bin/env python # -*- coding: UTF-8 -*- # Copyright (c) 2014-2021 Matthew Brennan Jones # Py-cpuinfo gets CPU info with pure Python 2 & 3 # It uses the MIT License # It is hosted at: https://github.com/workhorsy/py-cpuinfo # # Permission is hereby granted, free of charge, to any person obtaining # a copy of this software and associated documentation files (the # "Software"), to deal in the Software without restriction, including # without limitation the rights to use, copy, modify, merge, publish, # distribute, sublicense, and/or sell copies of the Software, and to # permit persons to whom the Software is furnished to do so, subject to # the following conditions: # # The above copyright notice and this permission notice shall be included # in all copies or substantial portions of the Software. # # THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, # EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF # MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. # IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY # CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, # TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE # SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. CPUINFO_VERSION = (8, 0, 0) CPUINFO_VERSION_STRING = '.'.join([str(n) for n in CPUINFO_VERSION]) import os, sys import platform import multiprocessing import ctypes IS_PY2 = sys.version_info[0] == 2 CAN_CALL_CPUID_IN_SUBPROCESS = True g_trace = None class Trace(object): def __init__(self, is_active, is_stored_in_string): self._is_active = is_active if not self._is_active: return from datetime import datetime if IS_PY2: from cStringIO import StringIO else: from io import StringIO if is_stored_in_string: self._output = StringIO() else: date = datetime.now().strftime("%Y-%m-%d_%H-%M-%S-%f") self._output = open('cpuinfo_trace_{0}.trace'.format(date), 'w') self._stdout = StringIO() self._stderr = StringIO() self._err = None def header(self, msg): if not self._is_active: return from inspect import stack frame = stack()[1] file = frame[1] line = frame[2] self._output.write("{0} ({1} {2})\n".format(msg, file, line)) self._output.flush() def success(self): if not self._is_active: return from inspect import stack frame = stack()[1] file = frame[1] line = frame[2] self._output.write("Success ... ({0} {1})\n\n".format(file, line)) self._output.flush() def fail(self, msg): if not self._is_active: return from inspect import stack frame = stack()[1] file = frame[1] line = frame[2] if isinstance(msg, str): msg = ''.join(['\t' + line for line in msg.split('\n')]) + '\n' self._output.write(msg) self._output.write("Failed ... ({0} {1})\n\n".format(file, line)) self._output.flush() elif isinstance(msg, Exception): from traceback import format_exc err_string = format_exc() self._output.write("\tFailed ... ({0} {1})\n".format(file, line)) self._output.write(''.join(['\t\t{0}\n'.format(n) for n in err_string.split('\n')]) + '\n') self._output.flush() def command_header(self, msg): if not self._is_active: return from inspect import stack frame = stack()[3] file = frame[1] line = frame[2] self._output.write("\t{0} ({1} {2})\n".format(msg, file, line)) self._output.flush() def command_output(self, msg, output): if not self._is_active: return self._output.write("\t\t{0}\n".format(msg)) self._output.write(''.join(['\t\t\t{0}\n'.format(n) for n in output.split('\n')]) + '\n') self._output.flush() def keys(self, keys, info, new_info): if not self._is_active: return from inspect import stack frame = stack()[2] file = frame[1] line = frame[2] # List updated keys self._output.write("\tChanged keys ({0} {1})\n".format(file, line)) changed_keys = [key for key in keys if key in info and key in new_info and info[key] != new_info[key]] if changed_keys: for key in changed_keys: self._output.write('\t\t{0}: {1} to {2}\n'.format(key, info[key], new_info[key])) else: self._output.write('\t\tNone\n') # List new keys self._output.write("\tNew keys ({0} {1})\n".format(file, line)) new_keys = [key for key in keys if key in new_info and key not in info] if new_keys: for key in new_keys: self._output.write('\t\t{0}: {1}\n'.format(key, new_info[key])) else: self._output.write('\t\tNone\n') self._output.write('\n') self._output.flush() def write(self, msg): if not self._is_active: return self._output.write(msg + '\n') self._output.flush() def to_dict(self, info, is_fail): return { 'output' : self._output.getvalue(), 'stdout' : self._stdout.getvalue(), 'stderr' : self._stderr.getvalue(), 'info' : info, 'err' : self._err, 'is_fail' : is_fail } class DataSource(object): bits = platform.architecture()[0] cpu_count = multiprocessing.cpu_count() is_windows = platform.system().lower() == 'windows' arch_string_raw = platform.machine() uname_string_raw = platform.uname()[5] can_cpuid = True @staticmethod def has_proc_cpuinfo(): return os.path.exists('/proc/cpuinfo') @staticmethod def has_dmesg(): return len(_program_paths('dmesg')) > 0 @staticmethod def has_var_run_dmesg_boot(): uname = platform.system().strip().strip('"').strip("'").strip().lower() return 'linux' in uname and os.path.exists('/var/run/dmesg.boot') @staticmethod def has_cpufreq_info(): return len(_program_paths('cpufreq-info')) > 0 @staticmethod def has_sestatus(): return len(_program_paths('sestatus')) > 0 @staticmethod def has_sysctl(): return len(_program_paths('sysctl')) > 0 @staticmethod def has_isainfo(): return len(_program_paths('isainfo')) > 0 @staticmethod def has_kstat(): return len(_program_paths('kstat')) > 0 @staticmethod def has_sysinfo(): uname = platform.system().strip().strip('"').strip("'").strip().lower() is_beos = 'beos' in uname or 'haiku' in uname return is_beos and len(_program_paths('sysinfo')) > 0 @staticmethod def has_lscpu(): return len(_program_paths('lscpu')) > 0 @staticmethod def has_ibm_pa_features(): return len(_program_paths('lsprop')) > 0 @staticmethod def has_wmic(): returncode, output = _run_and_get_stdout(['wmic', 'os', 'get', 'Version']) return returncode == 0 and len(output) > 0 @staticmethod def cat_proc_cpuinfo(): return _run_and_get_stdout(['cat', '/proc/cpuinfo']) @staticmethod def cpufreq_info(): return _run_and_get_stdout(['cpufreq-info']) @staticmethod def sestatus_b(): return _run_and_get_stdout(['sestatus', '-b']) @staticmethod def dmesg_a(): return _run_and_get_stdout(['dmesg', '-a']) @staticmethod def cat_var_run_dmesg_boot(): return _run_and_get_stdout(['cat', '/var/run/dmesg.boot']) @staticmethod def sysctl_machdep_cpu_hw_cpufrequency(): return _run_and_get_stdout(['sysctl', 'machdep.cpu', 'hw.cpufrequency']) @staticmethod def isainfo_vb(): return _run_and_get_stdout(['isainfo', '-vb']) @staticmethod def kstat_m_cpu_info(): return _run_and_get_stdout(['kstat', '-m', 'cpu_info']) @staticmethod def sysinfo_cpu(): return _run_and_get_stdout(['sysinfo', '-cpu']) @staticmethod def lscpu(): return _run_and_get_stdout(['lscpu']) @staticmethod def ibm_pa_features(): import glob ibm_features = glob.glob('/proc/device-tree/cpus/*/ibm,pa-features') if ibm_features: return _run_and_get_stdout(['lsprop', ibm_features[0]]) @staticmethod def wmic_cpu(): return _run_and_get_stdout(['wmic', 'cpu', 'get', 'Name,CurrentClockSpeed,L2CacheSize,L3CacheSize,Description,Caption,Manufacturer', '/format:list']) @staticmethod def winreg_processor_brand(): processor_brand = _read_windows_registry_key(r"Hardware\Description\System\CentralProcessor\0", "ProcessorNameString") return processor_brand.strip() @staticmethod def winreg_vendor_id_raw(): vendor_id_raw = _read_windows_registry_key(r"Hardware\Description\System\CentralProcessor\0", "VendorIdentifier") return vendor_id_raw @staticmethod def winreg_arch_string_raw(): arch_string_raw = _read_windows_registry_key(r"SYSTEM\CurrentControlSet\Control\Session Manager\Environment", "PROCESSOR_ARCHITECTURE") return arch_string_raw @staticmethod def winreg_hz_actual(): hz_actual = _read_windows_registry_key(r"Hardware\Description\System\CentralProcessor\0", "~Mhz") hz_actual = _to_decimal_string(hz_actual) return hz_actual @staticmethod def winreg_feature_bits(): feature_bits = _read_windows_registry_key(r"Hardware\Description\System\CentralProcessor\0", "FeatureSet") return feature_bits def _program_paths(program_name): paths = [] exts = filter(None, os.environ.get('PATHEXT', '').split(os.pathsep)) path = os.environ['PATH'] for p in os.environ['PATH'].split(os.pathsep): p = os.path.join(p, program_name) if os.access(p, os.X_OK): paths.append(p) for e in exts: pext = p + e if os.access(pext, os.X_OK): paths.append(pext) return paths def _run_and_get_stdout(command, pipe_command=None): from subprocess import Popen, PIPE p1, p2, stdout_output, stderr_output = None, None, None, None g_trace.command_header('Running command "' + ' '.join(command) + '" ...') # Run the command normally if not pipe_command: p1 = Popen(command, stdout=PIPE, stderr=PIPE, stdin=PIPE) # Run the command and pipe it into another command else: p2 = Popen(command, stdout=PIPE, stderr=PIPE, stdin=PIPE) p1 = Popen(pipe_command, stdin=p2.stdout, stdout=PIPE, stderr=PIPE) p2.stdout.close() # Get the stdout and stderr stdout_output, stderr_output = p1.communicate() if not IS_PY2: stdout_output = stdout_output.decode(encoding='UTF-8') stderr_output = stderr_output.decode(encoding='UTF-8') # Send the result to the logger g_trace.command_output('return code:', str(p1.returncode)) g_trace.command_output('stdout:', stdout_output) # Return the return code and stdout return p1.returncode, stdout_output def _read_windows_registry_key(key_name, field_name): g_trace.command_header('Reading Registry key "{0}" field "{1}" ...'.format(key_name, field_name)) try: import _winreg as winreg except ImportError as err: try: import winreg except ImportError as err: pass key = winreg.OpenKey(winreg.HKEY_LOCAL_MACHINE, key_name) value = winreg.QueryValueEx(key, field_name)[0] winreg.CloseKey(key) g_trace.command_output('value:', str(value)) return value # Make sure we are running on a supported system def _check_arch(): arch, bits = _parse_arch(DataSource.arch_string_raw) if not arch in ['X86_32', 'X86_64', 'ARM_7', 'ARM_8', 'PPC_64', 'S390X', 'MIPS_32', 'MIPS_64']: raise Exception("py-cpuinfo currently only works on X86 " "and some ARM/PPC/S390X/MIPS CPUs.") def _obj_to_b64(thing): import pickle import base64 a = thing b = pickle.dumps(a) c = base64.b64encode(b) d = c.decode('utf8') return d def _b64_to_obj(thing): import pickle import base64 try: a = base64.b64decode(thing) b = pickle.loads(a) return b except: return {} def _utf_to_str(input): if IS_PY2 and isinstance(input, unicode): return input.encode('utf-8') elif isinstance(input, list): return [_utf_to_str(element) for element in input] elif isinstance(input, dict): return {_utf_to_str(key): _utf_to_str(value) for key, value in input.items()} else: return input def _copy_new_fields(info, new_info): keys = [ 'vendor_id_raw', 'hardware_raw', 'brand_raw', 'hz_advertised_friendly', 'hz_actual_friendly', 'hz_advertised', 'hz_actual', 'arch', 'bits', 'count', 'arch_string_raw', 'uname_string_raw', 'l2_cache_size', 'l2_cache_line_size', 'l2_cache_associativity', 'stepping', 'model', 'family', 'processor_type', 'flags', 'l3_cache_size', 'l1_data_cache_size', 'l1_instruction_cache_size' ] g_trace.keys(keys, info, new_info) # Update the keys with new values for key in keys: if new_info.get(key, None) and not info.get(key, None): info[key] = new_info[key] elif key == 'flags' and new_info.get('flags'): for f in new_info['flags']: if f not in info['flags']: info['flags'].append(f) info['flags'].sort() def _get_field_actual(cant_be_number, raw_string, field_names): for line in raw_string.splitlines(): for field_name in field_names: field_name = field_name.lower() if ':' in line: left, right = line.split(':', 1) left = left.strip().lower() right = right.strip() if left == field_name and len(right) > 0: if cant_be_number: if not right.isdigit(): return right else: return right return None def _get_field(cant_be_number, raw_string, convert_to, default_value, *field_names): retval = _get_field_actual(cant_be_number, raw_string, field_names) # Convert the return value if retval and convert_to: try: retval = convert_to(retval) except: retval = default_value # Return the default if there is no return value if retval is None: retval = default_value return retval def _to_decimal_string(ticks): try: # Convert to string ticks = '{0}'.format(ticks) # Sometimes ',' is used as a decimal separator ticks = ticks.replace(',', '.') # Strip off non numbers and decimal places ticks = "".join(n for n in ticks if n.isdigit() or n=='.').strip() if ticks == '': ticks = '0' # Add decimal if missing if '.' not in ticks: ticks = '{0}.0'.format(ticks) # Remove trailing zeros ticks = ticks.rstrip('0') # Add one trailing zero for empty right side if ticks.endswith('.'): ticks = '{0}0'.format(ticks) # Make sure the number can be converted to a float ticks = float(ticks) ticks = '{0}'.format(ticks) return ticks except: return '0.0' def _hz_short_to_full(ticks, scale): try: # Make sure the number can be converted to a float ticks = float(ticks) ticks = '{0}'.format(ticks) # Scale the numbers hz = ticks.lstrip('0') old_index = hz.index('.') hz = hz.replace('.', '') hz = hz.ljust(scale + old_index+1, '0') new_index = old_index + scale hz = '{0}.{1}'.format(hz[:new_index], hz[new_index:]) left, right = hz.split('.') left, right = int(left), int(right) return (left, right) except: return (0, 0) def _hz_friendly_to_full(hz_string): try: hz_string = hz_string.strip().lower() hz, scale = (None, None) if hz_string.endswith('ghz'): scale = 9 elif hz_string.endswith('mhz'): scale = 6 elif hz_string.endswith('hz'): scale = 0 hz = "".join(n for n in hz_string if n.isdigit() or n=='.').strip() if not '.' in hz: hz += '.0' hz, scale = _hz_short_to_full(hz, scale) return (hz, scale) except: return (0, 0) def _hz_short_to_friendly(ticks, scale): try: # Get the raw Hz as a string left, right = _hz_short_to_full(ticks, scale) result = '{0}.{1}'.format(left, right) # Get the location of the dot, and remove said dot dot_index = result.index('.') result = result.replace('.', '') # Get the Hz symbol and scale symbol = "Hz" scale = 0 if dot_index > 9: symbol = "GHz" scale = 9 elif dot_index > 6: symbol = "MHz" scale = 6 elif dot_index > 3: symbol = "KHz" scale = 3 # Get the Hz with the dot at the new scaled point result = '{0}.{1}'.format(result[:-scale-1], result[-scale-1:]) # Format the ticks to have 4 numbers after the decimal # and remove any superfluous zeroes. result = '{0:.4f} {1}'.format(float(result), symbol) result = result.rstrip('0') return result except: return '0.0000 Hz' def _to_friendly_bytes(input): import re if not input: return input input = "{0}".format(input) formats = { r"^[0-9]+B$" : 'B', r"^[0-9]+K$" : 'KB', r"^[0-9]+M$" : 'MB', r"^[0-9]+G$" : 'GB' } for pattern, friendly_size in formats.items(): if re.match(pattern, input): return "{0} {1}".format(input[ : -1].strip(), friendly_size) return input def _friendly_bytes_to_int(friendly_bytes): input = friendly_bytes.lower() formats = { 'gb' : 1024 * 1024 * 1024, 'mb' : 1024 * 1024, 'kb' : 1024, 'g' : 1024 * 1024 * 1024, 'm' : 1024 * 1024, 'k' : 1024, 'b' : 1, } try: for pattern, multiplier in formats.items(): if input.endswith(pattern): return int(input.split(pattern)[0].strip()) * multiplier except Exception as err: pass return friendly_bytes def _parse_cpu_brand_string(cpu_string): # Just return 0 if the processor brand does not have the Hz if not 'hz' in cpu_string.lower(): return ('0.0', 0) hz = cpu_string.lower() scale = 0 if hz.endswith('mhz'): scale = 6 elif hz.endswith('ghz'): scale = 9 if '@' in hz: hz = hz.split('@')[1] else: hz = hz.rsplit(None, 1)[1] hz = hz.rstrip('mhz').rstrip('ghz').strip() hz = _to_decimal_string(hz) return (hz, scale) def _parse_cpu_brand_string_dx(cpu_string): import re # Find all the strings inside brackets () starts = [m.start() for m in re.finditer(r"\(", cpu_string)] ends = [m.start() for m in re.finditer(r"\)", cpu_string)] insides = {k: v for k, v in zip(starts, ends)} insides = [cpu_string[start+1 : end] for start, end in insides.items()] # Find all the fields vendor_id, stepping, model, family = (None, None, None, None) for inside in insides: for pair in inside.split(','): pair = [n.strip() for n in pair.split(':')] if len(pair) > 1: name, value = pair[0], pair[1] if name == 'origin': vendor_id = value.strip('"') elif name == 'stepping': stepping = int(value.lstrip('0x'), 16) elif name == 'model': model = int(value.lstrip('0x'), 16) elif name in ['fam', 'family']: family = int(value.lstrip('0x'), 16) # Find the Processor Brand # Strip off extra strings in brackets at end brand = cpu_string.strip() is_working = True while is_working: is_working = False for inside in insides: full = "({0})".format(inside) if brand.endswith(full): brand = brand[ :-len(full)].strip() is_working = True # Find the Hz in the brand string hz_brand, scale = _parse_cpu_brand_string(brand) # Find Hz inside brackets () after the brand string if hz_brand == '0.0': for inside in insides: hz = inside for entry in ['GHz', 'MHz', 'Hz']: if entry in hz: hz = "CPU @ " + hz[ : hz.find(entry) + len(entry)] hz_brand, scale = _parse_cpu_brand_string(hz) break return (hz_brand, scale, brand, vendor_id, stepping, model, family) def _parse_dmesg_output(output): try: # Get all the dmesg lines that might contain a CPU string lines = output.split(' CPU0:')[1:] + \ output.split(' CPU1:')[1:] + \ output.split(' CPU:')[1:] + \ output.split('\nCPU0:')[1:] + \ output.split('\nCPU1:')[1:] + \ output.split('\nCPU:')[1:] lines = [l.split('\n')[0].strip() for l in lines] # Convert the lines to CPU strings cpu_strings = [_parse_cpu_brand_string_dx(l) for l in lines] # Find the CPU string that has the most fields best_string = None highest_count = 0 for cpu_string in cpu_strings: count = sum([n is not None for n in cpu_string]) if count > highest_count: highest_count = count best_string = cpu_string # If no CPU string was found, return {} if not best_string: return {} hz_actual, scale, processor_brand, vendor_id, stepping, model, family = best_string # Origin if ' Origin=' in output: fields = output[output.find(' Origin=') : ].split('\n')[0] fields = fields.strip().split() fields = [n.strip().split('=') for n in fields] fields = [{n[0].strip().lower() : n[1].strip()} for n in fields] for field in fields: name = list(field.keys())[0] value = list(field.values())[0] if name == 'origin': vendor_id = value.strip('"') elif name == 'stepping': stepping = int(value.lstrip('0x'), 16) elif name == 'model': model = int(value.lstrip('0x'), 16) elif name in ['fam', 'family']: family = int(value.lstrip('0x'), 16) # Features flag_lines = [] for category in [' Features=', ' Features2=', ' AMD Features=', ' AMD Features2=']: if category in output: flag_lines.append(output.split(category)[1].split('\n')[0]) flags = [] for line in flag_lines: line = line.split('<')[1].split('>')[0].lower() for flag in line.split(','): flags.append(flag) flags.sort() # Convert from GHz/MHz string to Hz hz_advertised, scale = _parse_cpu_brand_string(processor_brand) # If advertised hz not found, use the actual hz if hz_advertised == '0.0': scale = 6 hz_advertised = _to_decimal_string(hz_actual) info = { 'vendor_id_raw' : vendor_id, 'brand_raw' : processor_brand, 'stepping' : stepping, 'model' : model, 'family' : family, 'flags' : flags } if hz_advertised and hz_advertised != '0.0': info['hz_advertised_friendly'] = _hz_short_to_friendly(hz_advertised, scale) info['hz_actual_friendly'] = _hz_short_to_friendly(hz_actual, scale) if hz_advertised and hz_advertised != '0.0': info['hz_advertised'] = _hz_short_to_full(hz_advertised, scale) info['hz_actual'] = _hz_short_to_full(hz_actual, scale) return {k: v for k, v in info.items() if v} except Exception as err: g_trace.fail(err) #raise pass return {} def _parse_arch(arch_string_raw): import re arch, bits = None, None arch_string_raw = arch_string_raw.lower() # X86 if re.match(r'^i\d86$|^x86$|^x86_32$|^i86pc$|^ia32$|^ia-32$|^bepc$', arch_string_raw): arch = 'X86_32' bits = 32 elif re.match(r'^x64$|^x86_64$|^x86_64t$|^i686-64$|^amd64$|^ia64$|^ia-64$', arch_string_raw): arch = 'X86_64' bits = 64 # ARM elif re.match(r'^armv8-a|aarch64|arm64$', arch_string_raw): arch = 'ARM_8' bits = 64 elif re.match(r'^armv7$|^armv7[a-z]$|^armv7-[a-z]$|^armv6[a-z]$', arch_string_raw): arch = 'ARM_7' bits = 32 elif re.match(r'^armv8$|^armv8[a-z]$|^armv8-[a-z]$', arch_string_raw): arch = 'ARM_8' bits = 32 # PPC elif re.match(r'^ppc32$|^prep$|^pmac$|^powermac$', arch_string_raw): arch = 'PPC_32' bits = 32 elif re.match(r'^powerpc$|^ppc64$|^ppc64le$', arch_string_raw): arch = 'PPC_64' bits = 64 # SPARC elif re.match(r'^sparc32$|^sparc$', arch_string_raw): arch = 'SPARC_32' bits = 32 elif re.match(r'^sparc64$|^sun4u$|^sun4v$', arch_string_raw): arch = 'SPARC_64' bits = 64 # S390X elif re.match(r'^s390x$', arch_string_raw): arch = 'S390X' bits = 64 elif arch_string_raw == 'mips': arch = 'MIPS_32' bits = 32 elif arch_string_raw == 'mips64': arch = 'MIPS_64' bits = 64 return (arch, bits) def _is_bit_set(reg, bit): mask = 1 << bit is_set = reg & mask > 0 return is_set def _is_selinux_enforcing(trace): # Just return if the SE Linux Status Tool is not installed if not DataSource.has_sestatus(): trace.fail('Failed to find sestatus.') return False # Run the sestatus, and just return if it failed to run returncode, output = DataSource.sestatus_b() if returncode != 0: trace.fail('Failed to run sestatus. Skipping ...') return False # Figure out if explicitly in enforcing mode for line in output.splitlines(): line = line.strip().lower() if line.startswith("current mode:"): if line.endswith("enforcing"): return True else: return False # Figure out if we can execute heap and execute memory can_selinux_exec_heap = False can_selinux_exec_memory = False for line in output.splitlines(): line = line.strip().lower() if line.startswith("allow_execheap") and line.endswith("on"): can_selinux_exec_heap = True elif line.startswith("allow_execmem") and line.endswith("on"): can_selinux_exec_memory = True trace.command_output('can_selinux_exec_heap:', can_selinux_exec_heap) trace.command_output('can_selinux_exec_memory:', can_selinux_exec_memory) return (not can_selinux_exec_heap or not can_selinux_exec_memory) def _filter_dict_keys_with_empty_values(info): # Filter out None, 0, "", (), {}, [] info = {k: v for k, v in info.items() if v} # Filter out (0, 0) info = {k: v for k, v in info.items() if v != (0, 0)} # Filter out strings that start with "0.0" info = {k: v for k, v in info.items() if not (type(v) == str and v.startswith('0.0'))} return info class ASM(object): def __init__(self, restype=None, argtypes=(), machine_code=[]): self.restype = restype self.argtypes = argtypes self.machine_code = machine_code self.prochandle = None self.mm = None self.func = None self.address = None self.size = 0 def compile(self): machine_code = bytes.join(b'', self.machine_code) self.size = ctypes.c_size_t(len(machine_code)) if DataSource.is_windows: # Allocate a memory segment the size of the machine code, and make it executable size = len(machine_code) # Alloc at least 1 page to ensure we own all pages that we want to change protection on if size < 0x1000: size = 0x1000 MEM_COMMIT = ctypes.c_ulong(0x1000) PAGE_READWRITE = ctypes.c_ulong(0x4) pfnVirtualAlloc = ctypes.windll.kernel32.VirtualAlloc pfnVirtualAlloc.restype = ctypes.c_void_p self.address = pfnVirtualAlloc(None, ctypes.c_size_t(size), MEM_COMMIT, PAGE_READWRITE) if not self.address: raise Exception("Failed to VirtualAlloc") # Copy the machine code into the memory segment memmove = ctypes.CFUNCTYPE(ctypes.c_void_p, ctypes.c_void_p, ctypes.c_void_p, ctypes.c_size_t)(ctypes._memmove_addr) if memmove(self.address, machine_code, size) < 0: raise Exception("Failed to memmove") # Enable execute permissions PAGE_EXECUTE = ctypes.c_ulong(0x10) old_protect = ctypes.c_ulong(0) pfnVirtualProtect = ctypes.windll.kernel32.VirtualProtect res = pfnVirtualProtect(ctypes.c_void_p(self.address), ctypes.c_size_t(size), PAGE_EXECUTE, ctypes.byref(old_protect)) if not res: raise Exception("Failed VirtualProtect") # Flush Instruction Cache # First, get process Handle if not self.prochandle: pfnGetCurrentProcess = ctypes.windll.kernel32.GetCurrentProcess pfnGetCurrentProcess.restype = ctypes.c_void_p self.prochandle = ctypes.c_void_p(pfnGetCurrentProcess()) # Actually flush cache res = ctypes.windll.kernel32.FlushInstructionCache(self.prochandle, ctypes.c_void_p(self.address), ctypes.c_size_t(size)) if not res: raise Exception("Failed FlushInstructionCache") else: from mmap import mmap, MAP_PRIVATE, MAP_ANONYMOUS, PROT_WRITE, PROT_READ, PROT_EXEC # Allocate a private and executable memory segment the size of the machine code machine_code = bytes.join(b'', self.machine_code) self.size = len(machine_code) self.mm = mmap(-1, self.size, flags=MAP_PRIVATE | MAP_ANONYMOUS, prot=PROT_WRITE | PROT_READ | PROT_EXEC) # Copy the machine code into the memory segment self.mm.write(machine_code) self.address = ctypes.addressof(ctypes.c_int.from_buffer(self.mm)) # Cast the memory segment into a function functype = ctypes.CFUNCTYPE(self.restype, *self.argtypes) self.func = functype(self.address) def run(self): # Call the machine code like a function retval = self.func() return retval def free(self): # Free the function memory segment if DataSource.is_windows: MEM_RELEASE = ctypes.c_ulong(0x8000) ctypes.windll.kernel32.VirtualFree(ctypes.c_void_p(self.address), ctypes.c_size_t(0), MEM_RELEASE) else: self.mm.close() self.prochandle = None self.mm = None self.func = None self.address = None self.size = 0 class CPUID(object): def __init__(self, trace=None): if trace == None: trace = Trace(False, False) # Figure out if SE Linux is on and in enforcing mode self.is_selinux_enforcing = _is_selinux_enforcing(trace) def _asm_func(self, restype=None, argtypes=(), machine_code=[]): asm = ASM(restype, argtypes, machine_code) asm.compile() return asm def _run_asm(self, *machine_code): asm = ASM(ctypes.c_uint32, (), machine_code) asm.compile() retval = asm.run() asm.free() return retval # http://en.wikipedia.org/wiki/CPUID#EAX.3D0:_Get_vendor_ID def get_vendor_id(self): # EBX ebx = self._run_asm( b"\x31\xC0", # xor eax,eax b"\x0F\xA2" # cpuid b"\x89\xD8" # mov ax,bx b"\xC3" # ret ) # ECX ecx = self._run_asm( b"\x31\xC0", # xor eax,eax b"\x0f\xa2" # cpuid b"\x89\xC8" # mov ax,cx b"\xC3" # ret ) # EDX edx = self._run_asm( b"\x31\xC0", # xor eax,eax b"\x0f\xa2" # cpuid b"\x89\xD0" # mov ax,dx b"\xC3" # ret ) # Each 4bits is a ascii letter in the name vendor_id = [] for reg in [ebx, edx, ecx]: for n in [0, 8, 16, 24]: vendor_id.append(chr((reg >> n) & 0xFF)) vendor_id = ''.join(vendor_id) return vendor_id # http://en.wikipedia.org/wiki/CPUID#EAX.3D1:_Processor_Info_and_Feature_Bits def get_info(self): # EAX eax = self._run_asm( b"\xB8\x01\x00\x00\x00", # mov eax,0x1" b"\x0f\xa2" # cpuid b"\xC3" # ret ) # Get the CPU info stepping_id = (eax >> 0) & 0xF # 4 bits model = (eax >> 4) & 0xF # 4 bits family_id = (eax >> 8) & 0xF # 4 bits processor_type = (eax >> 12) & 0x3 # 2 bits extended_model_id = (eax >> 16) & 0xF # 4 bits extended_family_id = (eax >> 20) & 0xFF # 8 bits family = 0 if family_id in [15]: family = extended_family_id + family_id else: family = family_id if family_id in [6, 15]: model = (extended_model_id << 4) + model return { 'stepping' : stepping_id, 'model' : model, 'family' : family, 'processor_type' : processor_type } # http://en.wikipedia.org/wiki/CPUID#EAX.3D80000000h:_Get_Highest_Extended_Function_Supported def get_max_extension_support(self): # Check for extension support max_extension_support = self._run_asm( b"\xB8\x00\x00\x00\x80" # mov ax,0x80000000 b"\x0f\xa2" # cpuid b"\xC3" # ret ) return max_extension_support # http://en.wikipedia.org/wiki/CPUID#EAX.3D1:_Processor_Info_and_Feature_Bits def get_flags(self, max_extension_support): # EDX edx = self._run_asm( b"\xB8\x01\x00\x00\x00", # mov eax,0x1" b"\x0f\xa2" # cpuid b"\x89\xD0" # mov ax,dx b"\xC3" # ret ) # ECX ecx = self._run_asm( b"\xB8\x01\x00\x00\x00", # mov eax,0x1" b"\x0f\xa2" # cpuid b"\x89\xC8" # mov ax,cx b"\xC3" # ret ) # Get the CPU flags flags = { 'fpu' : _is_bit_set(edx, 0), 'vme' : _is_bit_set(edx, 1), 'de' : _is_bit_set(edx, 2), 'pse' : _is_bit_set(edx, 3), 'tsc' : _is_bit_set(edx, 4), 'msr' : _is_bit_set(edx, 5), 'pae' : _is_bit_set(edx, 6), 'mce' : _is_bit_set(edx, 7), 'cx8' : _is_bit_set(edx, 8), 'apic' : _is_bit_set(edx, 9), #'reserved1' : _is_bit_set(edx, 10), 'sep' : _is_bit_set(edx, 11), 'mtrr' : _is_bit_set(edx, 12), 'pge' : _is_bit_set(edx, 13), 'mca' : _is_bit_set(edx, 14), 'cmov' : _is_bit_set(edx, 15), 'pat' : _is_bit_set(edx, 16), 'pse36' : _is_bit_set(edx, 17), 'pn' : _is_bit_set(edx, 18), 'clflush' : _is_bit_set(edx, 19), #'reserved2' : _is_bit_set(edx, 20), 'dts' : _is_bit_set(edx, 21), 'acpi' : _is_bit_set(edx, 22), 'mmx' : _is_bit_set(edx, 23), 'fxsr' : _is_bit_set(edx, 24), 'sse' : _is_bit_set(edx, 25), 'sse2' : _is_bit_set(edx, 26), 'ss' : _is_bit_set(edx, 27), 'ht' : _is_bit_set(edx, 28), 'tm' : _is_bit_set(edx, 29), 'ia64' : _is_bit_set(edx, 30), 'pbe' : _is_bit_set(edx, 31), 'pni' : _is_bit_set(ecx, 0), 'pclmulqdq' : _is_bit_set(ecx, 1), 'dtes64' : _is_bit_set(ecx, 2), 'monitor' : _is_bit_set(ecx, 3), 'ds_cpl' : _is_bit_set(ecx, 4), 'vmx' : _is_bit_set(ecx, 5), 'smx' : _is_bit_set(ecx, 6), 'est' : _is_bit_set(ecx, 7), 'tm2' : _is_bit_set(ecx, 8), 'ssse3' : _is_bit_set(ecx, 9), 'cid' : _is_bit_set(ecx, 10), #'reserved3' : _is_bit_set(ecx, 11), 'fma' : _is_bit_set(ecx, 12), 'cx16' : _is_bit_set(ecx, 13), 'xtpr' : _is_bit_set(ecx, 14), 'pdcm' : _is_bit_set(ecx, 15), #'reserved4' : _is_bit_set(ecx, 16), 'pcid' : _is_bit_set(ecx, 17), 'dca' : _is_bit_set(ecx, 18), 'sse4_1' : _is_bit_set(ecx, 19), 'sse4_2' : _is_bit_set(ecx, 20), 'x2apic' : _is_bit_set(ecx, 21), 'movbe' : _is_bit_set(ecx, 22), 'popcnt' : _is_bit_set(ecx, 23), 'tscdeadline' : _is_bit_set(ecx, 24), 'aes' : _is_bit_set(ecx, 25), 'xsave' : _is_bit_set(ecx, 26), 'osxsave' : _is_bit_set(ecx, 27), 'avx' : _is_bit_set(ecx, 28), 'f16c' : _is_bit_set(ecx, 29), 'rdrnd' : _is_bit_set(ecx, 30), 'hypervisor' : _is_bit_set(ecx, 31) } # Get a list of only the flags that are true flags = [k for k, v in flags.items() if v] # http://en.wikipedia.org/wiki/CPUID#EAX.3D7.2C_ECX.3D0:_Extended_Features if max_extension_support >= 7: # EBX ebx = self._run_asm( b"\x31\xC9", # xor ecx,ecx b"\xB8\x07\x00\x00\x00" # mov eax,7 b"\x0f\xa2" # cpuid b"\x89\xD8" # mov ax,bx b"\xC3" # ret ) # ECX ecx = self._run_asm( b"\x31\xC9", # xor ecx,ecx b"\xB8\x07\x00\x00\x00" # mov eax,7 b"\x0f\xa2" # cpuid b"\x89\xC8" # mov ax,cx b"\xC3" # ret ) # Get the extended CPU flags extended_flags = { #'fsgsbase' : _is_bit_set(ebx, 0), #'IA32_TSC_ADJUST' : _is_bit_set(ebx, 1), 'sgx' : _is_bit_set(ebx, 2), 'bmi1' : _is_bit_set(ebx, 3), 'hle' : _is_bit_set(ebx, 4), 'avx2' : _is_bit_set(ebx, 5), #'reserved' : _is_bit_set(ebx, 6), 'smep' : _is_bit_set(ebx, 7), 'bmi2' : _is_bit_set(ebx, 8), 'erms' : _is_bit_set(ebx, 9), 'invpcid' : _is_bit_set(ebx, 10), 'rtm' : _is_bit_set(ebx, 11), 'pqm' : _is_bit_set(ebx, 12), #'FPU CS and FPU DS deprecated' : _is_bit_set(ebx, 13), 'mpx' : _is_bit_set(ebx, 14), 'pqe' : _is_bit_set(ebx, 15), 'avx512f' : _is_bit_set(ebx, 16), 'avx512dq' : _is_bit_set(ebx, 17), 'rdseed' : _is_bit_set(ebx, 18), 'adx' : _is_bit_set(ebx, 19), 'smap' : _is_bit_set(ebx, 20), 'avx512ifma' : _is_bit_set(ebx, 21), 'pcommit' : _is_bit_set(ebx, 22), 'clflushopt' : _is_bit_set(ebx, 23), 'clwb' : _is_bit_set(ebx, 24), 'intel_pt' : _is_bit_set(ebx, 25), 'avx512pf' : _is_bit_set(ebx, 26), 'avx512er' : _is_bit_set(ebx, 27), 'avx512cd' : _is_bit_set(ebx, 28), 'sha' : _is_bit_set(ebx, 29), 'avx512bw' : _is_bit_set(ebx, 30), 'avx512vl' : _is_bit_set(ebx, 31), 'prefetchwt1' : _is_bit_set(ecx, 0), 'avx512vbmi' : _is_bit_set(ecx, 1), 'umip' : _is_bit_set(ecx, 2), 'pku' : _is_bit_set(ecx, 3), 'ospke' : _is_bit_set(ecx, 4), #'reserved' : _is_bit_set(ecx, 5), 'avx512vbmi2' : _is_bit_set(ecx, 6), #'reserved' : _is_bit_set(ecx, 7), 'gfni' : _is_bit_set(ecx, 8), 'vaes' : _is_bit_set(ecx, 9), 'vpclmulqdq' : _is_bit_set(ecx, 10), 'avx512vnni' : _is_bit_set(ecx, 11), 'avx512bitalg' : _is_bit_set(ecx, 12), #'reserved' : _is_bit_set(ecx, 13), 'avx512vpopcntdq' : _is_bit_set(ecx, 14), #'reserved' : _is_bit_set(ecx, 15), #'reserved' : _is_bit_set(ecx, 16), #'mpx0' : _is_bit_set(ecx, 17), #'mpx1' : _is_bit_set(ecx, 18), #'mpx2' : _is_bit_set(ecx, 19), #'mpx3' : _is_bit_set(ecx, 20), #'mpx4' : _is_bit_set(ecx, 21), 'rdpid' : _is_bit_set(ecx, 22), #'reserved' : _is_bit_set(ecx, 23), #'reserved' : _is_bit_set(ecx, 24), #'reserved' : _is_bit_set(ecx, 25), #'reserved' : _is_bit_set(ecx, 26), #'reserved' : _is_bit_set(ecx, 27), #'reserved' : _is_bit_set(ecx, 28), #'reserved' : _is_bit_set(ecx, 29), 'sgx_lc' : _is_bit_set(ecx, 30), #'reserved' : _is_bit_set(ecx, 31) } # Get a list of only the flags that are true extended_flags = [k for k, v in extended_flags.items() if v] flags += extended_flags # http://en.wikipedia.org/wiki/CPUID#EAX.3D80000001h:_Extended_Processor_Info_and_Feature_Bits if max_extension_support >= 0x80000001: # EBX ebx = self._run_asm( b"\xB8\x01\x00\x00\x80" # mov ax,0x80000001 b"\x0f\xa2" # cpuid b"\x89\xD8" # mov ax,bx b"\xC3" # ret ) # ECX ecx = self._run_asm( b"\xB8\x01\x00\x00\x80" # mov ax,0x80000001 b"\x0f\xa2" # cpuid b"\x89\xC8" # mov ax,cx b"\xC3" # ret ) # Get the extended CPU flags extended_flags = { 'fpu' : _is_bit_set(ebx, 0), 'vme' : _is_bit_set(ebx, 1), 'de' : _is_bit_set(ebx, 2), 'pse' : _is_bit_set(ebx, 3), 'tsc' : _is_bit_set(ebx, 4), 'msr' : _is_bit_set(ebx, 5), 'pae' : _is_bit_set(ebx, 6), 'mce' : _is_bit_set(ebx, 7), 'cx8' : _is_bit_set(ebx, 8), 'apic' : _is_bit_set(ebx, 9), #'reserved' : _is_bit_set(ebx, 10), 'syscall' : _is_bit_set(ebx, 11), 'mtrr' : _is_bit_set(ebx, 12), 'pge' : _is_bit_set(ebx, 13), 'mca' : _is_bit_set(ebx, 14), 'cmov' : _is_bit_set(ebx, 15), 'pat' : _is_bit_set(ebx, 16), 'pse36' : _is_bit_set(ebx, 17), #'reserved' : _is_bit_set(ebx, 18), 'mp' : _is_bit_set(ebx, 19), 'nx' : _is_bit_set(ebx, 20), #'reserved' : _is_bit_set(ebx, 21), 'mmxext' : _is_bit_set(ebx, 22), 'mmx' : _is_bit_set(ebx, 23), 'fxsr' : _is_bit_set(ebx, 24), 'fxsr_opt' : _is_bit_set(ebx, 25), 'pdpe1gp' : _is_bit_set(ebx, 26), 'rdtscp' : _is_bit_set(ebx, 27), #'reserved' : _is_bit_set(ebx, 28), 'lm' : _is_bit_set(ebx, 29), '3dnowext' : _is_bit_set(ebx, 30), '3dnow' : _is_bit_set(ebx, 31), 'lahf_lm' : _is_bit_set(ecx, 0), 'cmp_legacy' : _is_bit_set(ecx, 1), 'svm' : _is_bit_set(ecx, 2), 'extapic' : _is_bit_set(ecx, 3), 'cr8_legacy' : _is_bit_set(ecx, 4), 'abm' : _is_bit_set(ecx, 5), 'sse4a' : _is_bit_set(ecx, 6), 'misalignsse' : _is_bit_set(ecx, 7), '3dnowprefetch' : _is_bit_set(ecx, 8), 'osvw' : _is_bit_set(ecx, 9), 'ibs' : _is_bit_set(ecx, 10), 'xop' : _is_bit_set(ecx, 11), 'skinit' : _is_bit_set(ecx, 12), 'wdt' : _is_bit_set(ecx, 13), #'reserved' : _is_bit_set(ecx, 14), 'lwp' : _is_bit_set(ecx, 15), 'fma4' : _is_bit_set(ecx, 16), 'tce' : _is_bit_set(ecx, 17), #'reserved' : _is_bit_set(ecx, 18), 'nodeid_msr' : _is_bit_set(ecx, 19), #'reserved' : _is_bit_set(ecx, 20), 'tbm' : _is_bit_set(ecx, 21), 'topoext' : _is_bit_set(ecx, 22), 'perfctr_core' : _is_bit_set(ecx, 23), 'perfctr_nb' : _is_bit_set(ecx, 24), #'reserved' : _is_bit_set(ecx, 25), 'dbx' : _is_bit_set(ecx, 26), 'perftsc' : _is_bit_set(ecx, 27), 'pci_l2i' : _is_bit_set(ecx, 28), #'reserved' : _is_bit_set(ecx, 29), #'reserved' : _is_bit_set(ecx, 30), #'reserved' : _is_bit_set(ecx, 31) } # Get a list of only the flags that are true extended_flags = [k for k, v in extended_flags.items() if v] flags += extended_flags flags.sort() return flags # http://en.wikipedia.org/wiki/CPUID#EAX.3D80000002h.2C80000003h.2C80000004h:_Processor_Brand_String def get_processor_brand(self, max_extension_support): processor_brand = "" # Processor brand string if max_extension_support >= 0x80000004: instructions = [ b"\xB8\x02\x00\x00\x80", # mov ax,0x80000002 b"\xB8\x03\x00\x00\x80", # mov ax,0x80000003 b"\xB8\x04\x00\x00\x80" # mov ax,0x80000004 ] for instruction in instructions: # EAX eax = self._run_asm( instruction, # mov ax,0x8000000? b"\x0f\xa2" # cpuid b"\x89\xC0" # mov ax,ax b"\xC3" # ret ) # EBX ebx = self._run_asm( instruction, # mov ax,0x8000000? b"\x0f\xa2" # cpuid b"\x89\xD8" # mov ax,bx b"\xC3" # ret ) # ECX ecx = self._run_asm( instruction, # mov ax,0x8000000? b"\x0f\xa2" # cpuid b"\x89\xC8" # mov ax,cx b"\xC3" # ret ) # EDX edx = self._run_asm( instruction, # mov ax,0x8000000? b"\x0f\xa2" # cpuid b"\x89\xD0" # mov ax,dx b"\xC3" # ret ) # Combine each of the 4 bytes in each register into the string for reg in [eax, ebx, ecx, edx]: for n in [0, 8, 16, 24]: processor_brand += chr((reg >> n) & 0xFF) # Strip off any trailing NULL terminators and white space processor_brand = processor_brand.strip("\0").strip() return processor_brand # http://en.wikipedia.org/wiki/CPUID#EAX.3D80000006h:_Extended_L2_Cache_Features def get_cache(self, max_extension_support): cache_info = {} # Just return if the cache feature is not supported if max_extension_support < 0x80000006: return cache_info # ECX ecx = self._run_asm( b"\xB8\x06\x00\x00\x80" # mov ax,0x80000006 b"\x0f\xa2" # cpuid b"\x89\xC8" # mov ax,cx b"\xC3" # ret ) cache_info = { 'size_b' : (ecx & 0xFF) * 1024, 'associativity' : (ecx >> 12) & 0xF, 'line_size_b' : (ecx >> 16) & 0xFFFF } return cache_info def get_ticks_func(self): retval = None if DataSource.bits == '32bit': # Works on x86_32 restype = None argtypes = (ctypes.POINTER(ctypes.c_uint), ctypes.POINTER(ctypes.c_uint)) get_ticks_x86_32 = self._asm_func(restype, argtypes, [ b"\x55", # push bp b"\x89\xE5", # mov bp,sp b"\x31\xC0", # xor ax,ax b"\x0F\xA2", # cpuid b"\x0F\x31", # rdtsc b"\x8B\x5D\x08", # mov bx,[di+0x8] b"\x8B\x4D\x0C", # mov cx,[di+0xc] b"\x89\x13", # mov [bp+di],dx b"\x89\x01", # mov [bx+di],ax b"\x5D", # pop bp b"\xC3" # ret ] ) # Monkey patch func to combine high and low args into one return old_func = get_ticks_x86_32.func def new_func(): # Pass two uint32s into function high = ctypes.c_uint32(0) low = ctypes.c_uint32(0) old_func(ctypes.byref(high), ctypes.byref(low)) # Shift the two uint32s into one uint64 retval = ((high.value << 32) & 0xFFFFFFFF00000000) | low.value return retval get_ticks_x86_32.func = new_func retval = get_ticks_x86_32 elif DataSource.bits == '64bit': # Works on x86_64 restype = ctypes.c_uint64 argtypes = () get_ticks_x86_64 = self._asm_func(restype, argtypes, [ b"\x48", # dec ax b"\x31\xC0", # xor ax,ax b"\x0F\xA2", # cpuid b"\x0F\x31", # rdtsc b"\x48", # dec ax b"\xC1\xE2\x20", # shl dx,byte 0x20 b"\x48", # dec ax b"\x09\xD0", # or ax,dx b"\xC3", # ret ] ) retval = get_ticks_x86_64 return retval def get_raw_hz(self): from time import sleep ticks_fn = self.get_ticks_func() start = ticks_fn.func() sleep(1) end = ticks_fn.func() ticks = (end - start) ticks_fn.free() return ticks def _get_cpu_info_from_cpuid_actual(): ''' Warning! This function has the potential to crash the Python runtime. Do not call it directly. Use the _get_cpu_info_from_cpuid function instead. It will safely call this function in another process. ''' if IS_PY2: from cStringIO import StringIO else: from io import StringIO trace = Trace(True, True) info = {} # Pipe stdout and stderr to strings sys.stdout = trace._stdout sys.stderr = trace._stderr try: # Get the CPU arch and bits arch, bits = _parse_arch(DataSource.arch_string_raw) # Return none if this is not an X86 CPU if not arch in ['X86_32', 'X86_64']: trace.fail('Not running on X86_32 or X86_64. Skipping ...') return trace.to_dict(info, True) # Return none if SE Linux is in enforcing mode cpuid = CPUID(trace) if cpuid.is_selinux_enforcing: trace.fail('SELinux is enforcing. Skipping ...') return trace.to_dict(info, True) # Get the cpu info from the CPUID register max_extension_support = cpuid.get_max_extension_support() cache_info = cpuid.get_cache(max_extension_support) info = cpuid.get_info() processor_brand = cpuid.get_processor_brand(max_extension_support) # Get the Hz and scale hz_actual = cpuid.get_raw_hz() hz_actual = _to_decimal_string(hz_actual) # Get the Hz and scale hz_advertised, scale = _parse_cpu_brand_string(processor_brand) info = { 'vendor_id_raw' : cpuid.get_vendor_id(), 'hardware_raw' : '', 'brand_raw' : processor_brand, 'hz_advertised_friendly' : _hz_short_to_friendly(hz_advertised, scale), 'hz_actual_friendly' : _hz_short_to_friendly(hz_actual, 0), 'hz_advertised' : _hz_short_to_full(hz_advertised, scale), 'hz_actual' : _hz_short_to_full(hz_actual, 0), 'l2_cache_size' : cache_info['size_b'], 'l2_cache_line_size' : cache_info['line_size_b'], 'l2_cache_associativity' : cache_info['associativity'], 'stepping' : info['stepping'], 'model' : info['model'], 'family' : info['family'], 'processor_type' : info['processor_type'], 'flags' : cpuid.get_flags(max_extension_support) } info = _filter_dict_keys_with_empty_values(info) trace.success() except Exception as err: from traceback import format_exc err_string = format_exc() trace._err = ''.join(['\t\t{0}\n'.format(n) for n in err_string.split('\n')]) + '\n' return trace.to_dict(info, True) return trace.to_dict(info, False) def _get_cpu_info_from_cpuid_subprocess_wrapper(queue): orig_stdout = sys.stdout orig_stderr = sys.stderr output = _get_cpu_info_from_cpuid_actual() sys.stdout = orig_stdout sys.stderr = orig_stderr queue.put(_obj_to_b64(output)) def _get_cpu_info_from_cpuid(): ''' Returns the CPU info gathered by querying the X86 cpuid register in a new process. Returns {} on non X86 cpus. Returns {} if SELinux is in enforcing mode. ''' g_trace.header('Tying to get info from CPUID ...') from multiprocessing import Process, Queue # Return {} if can't cpuid if not DataSource.can_cpuid: g_trace.fail('Can\'t CPUID. Skipping ...') return {} # Get the CPU arch and bits arch, bits = _parse_arch(DataSource.arch_string_raw) # Return {} if this is not an X86 CPU if not arch in ['X86_32', 'X86_64']: g_trace.fail('Not running on X86_32 or X86_64. Skipping ...') return {} try: if CAN_CALL_CPUID_IN_SUBPROCESS: # Start running the function in a subprocess queue = Queue() p = Process(target=_get_cpu_info_from_cpuid_subprocess_wrapper, args=(queue,)) p.start() # Wait for the process to end, while it is still alive while p.is_alive(): p.join(0) # Return {} if it failed if p.exitcode != 0: g_trace.fail('Failed to run CPUID in process. Skipping ...') return {} # Return {} if no results if queue.empty(): g_trace.fail('Failed to get anything from CPUID process. Skipping ...') return {} # Return the result, only if there is something to read else: output = _b64_to_obj(queue.get()) import pprint pp = pprint.PrettyPrinter(indent=4) #pp.pprint(output) if 'output' in output and output['output']: g_trace.write(output['output']) if 'stdout' in output and output['stdout']: sys.stdout.write('{0}\n'.format(output['stdout'])) sys.stdout.flush() if 'stderr' in output and output['stderr']: sys.stderr.write('{0}\n'.format(output['stderr'])) sys.stderr.flush() if 'is_fail' not in output: g_trace.fail('Failed to get is_fail from CPUID process. Skipping ...') return {} # Fail if there was an exception if 'err' in output and output['err']: g_trace.fail('Failed to run CPUID in process. Skipping ...') g_trace.write(output['err']) g_trace.write('Failed ...') return {} if 'is_fail' in output and output['is_fail']: g_trace.write('Failed ...') return {} if 'info' not in output or not output['info']: g_trace.fail('Failed to get return info from CPUID process. Skipping ...') return {} return output['info'] else: # FIXME: This should write the values like in the above call to actual orig_stdout = sys.stdout orig_stderr = sys.stderr output = _get_cpu_info_from_cpuid_actual() sys.stdout = orig_stdout sys.stderr = orig_stderr g_trace.success() return output['info'] except Exception as err: g_trace.fail(err) pass # Return {} if everything failed return {} def _get_cpu_info_from_proc_cpuinfo(): ''' Returns the CPU info gathered from /proc/cpuinfo. Returns {} if /proc/cpuinfo is not found. ''' g_trace.header('Tying to get info from /proc/cpuinfo ...') try: # Just return {} if there is no cpuinfo if not DataSource.has_proc_cpuinfo(): g_trace.fail('Failed to find /proc/cpuinfo. Skipping ...') return {} returncode, output = DataSource.cat_proc_cpuinfo() if returncode != 0: g_trace.fail('Failed to run cat /proc/cpuinfo. Skipping ...') return {} # Various fields vendor_id = _get_field(False, output, None, '', 'vendor_id', 'vendor id', 'vendor') processor_brand = _get_field(True, output, None, None, 'model name','cpu', 'processor') cache_size = _get_field(False, output, None, '', 'cache size') stepping = _get_field(False, output, int, 0, 'stepping') model = _get_field(False, output, int, 0, 'model') family = _get_field(False, output, int, 0, 'cpu family') hardware = _get_field(False, output, None, '', 'Hardware') # Flags flags = _get_field(False, output, None, None, 'flags', 'Features', 'ASEs implemented') if flags: flags = flags.split() flags.sort() # Check for other cache format if not cache_size: try: for i in range(0, 10): name = "cache{0}".format(i) value = _get_field(False, output, None, None, name) if value: value = [entry.split('=') for entry in value.split(' ')] value = dict(value) if 'level' in value and value['level'] == '3' and 'size' in value: cache_size = value['size'] break except Exception: pass # Convert from MHz string to Hz hz_actual = _get_field(False, output, None, '', 'cpu MHz', 'cpu speed', 'clock', 'cpu MHz dynamic', 'cpu MHz static') hz_actual = hz_actual.lower().rstrip('mhz').strip() hz_actual = _to_decimal_string(hz_actual) # Convert from GHz/MHz string to Hz hz_advertised, scale = (None, 0) try: hz_advertised, scale = _parse_cpu_brand_string(processor_brand) except Exception: pass info = { 'hardware_raw' : hardware, 'brand_raw' : processor_brand, 'l3_cache_size' : _friendly_bytes_to_int(cache_size), 'flags' : flags, 'vendor_id_raw' : vendor_id, 'stepping' : stepping, 'model' : model, 'family' : family, } # Make the Hz the same for actual and advertised if missing any if not hz_advertised or hz_advertised == '0.0': hz_advertised = hz_actual scale = 6 elif not hz_actual or hz_actual == '0.0': hz_actual = hz_advertised # Add the Hz if there is one if _hz_short_to_full(hz_advertised, scale) > (0, 0): info['hz_advertised_friendly'] = _hz_short_to_friendly(hz_advertised, scale) info['hz_advertised'] = _hz_short_to_full(hz_advertised, scale) if _hz_short_to_full(hz_actual, scale) > (0, 0): info['hz_actual_friendly'] = _hz_short_to_friendly(hz_actual, 6) info['hz_actual'] = _hz_short_to_full(hz_actual, 6) info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) #raise # NOTE: To have this throw on error, uncomment this line return {} def _get_cpu_info_from_cpufreq_info(): ''' Returns the CPU info gathered from cpufreq-info. Returns {} if cpufreq-info is not found. ''' g_trace.header('Tying to get info from cpufreq-info ...') try: hz_brand, scale = '0.0', 0 if not DataSource.has_cpufreq_info(): g_trace.fail('Failed to find cpufreq-info. Skipping ...') return {} returncode, output = DataSource.cpufreq_info() if returncode != 0: g_trace.fail('Failed to run cpufreq-info. Skipping ...') return {} hz_brand = output.split('current CPU frequency is')[1].split('\n')[0] i = hz_brand.find('Hz') assert(i != -1) hz_brand = hz_brand[0 : i+2].strip().lower() if hz_brand.endswith('mhz'): scale = 6 elif hz_brand.endswith('ghz'): scale = 9 hz_brand = hz_brand.rstrip('mhz').rstrip('ghz').strip() hz_brand = _to_decimal_string(hz_brand) info = { 'hz_advertised_friendly' : _hz_short_to_friendly(hz_brand, scale), 'hz_actual_friendly' : _hz_short_to_friendly(hz_brand, scale), 'hz_advertised' : _hz_short_to_full(hz_brand, scale), 'hz_actual' : _hz_short_to_full(hz_brand, scale), } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) #raise # NOTE: To have this throw on error, uncomment this line return {} def _get_cpu_info_from_lscpu(): ''' Returns the CPU info gathered from lscpu. Returns {} if lscpu is not found. ''' g_trace.header('Tying to get info from lscpu ...') try: if not DataSource.has_lscpu(): g_trace.fail('Failed to find lscpu. Skipping ...') return {} returncode, output = DataSource.lscpu() if returncode != 0: g_trace.fail('Failed to run lscpu. Skipping ...') return {} info = {} new_hz = _get_field(False, output, None, None, 'CPU max MHz', 'CPU MHz') if new_hz: new_hz = _to_decimal_string(new_hz) scale = 6 info['hz_advertised_friendly'] = _hz_short_to_friendly(new_hz, scale) info['hz_actual_friendly'] = _hz_short_to_friendly(new_hz, scale) info['hz_advertised'] = _hz_short_to_full(new_hz, scale) info['hz_actual'] = _hz_short_to_full(new_hz, scale) new_hz = _get_field(False, output, None, None, 'CPU dynamic MHz', 'CPU static MHz') if new_hz: new_hz = _to_decimal_string(new_hz) scale = 6 info['hz_advertised_friendly'] = _hz_short_to_friendly(new_hz, scale) info['hz_actual_friendly'] = _hz_short_to_friendly(new_hz, scale) info['hz_advertised'] = _hz_short_to_full(new_hz, scale) info['hz_actual'] = _hz_short_to_full(new_hz, scale) vendor_id = _get_field(False, output, None, None, 'Vendor ID') if vendor_id: info['vendor_id_raw'] = vendor_id brand = _get_field(False, output, None, None, 'Model name') if brand: info['brand_raw'] = brand else: brand = _get_field(False, output, None, None, 'Model') if brand and not brand.isdigit(): info['brand_raw'] = brand family = _get_field(False, output, None, None, 'CPU family') if family and family.isdigit(): info['family'] = int(family) stepping = _get_field(False, output, None, None, 'Stepping') if stepping and stepping.isdigit(): info['stepping'] = int(stepping) model = _get_field(False, output, None, None, 'Model') if model and model.isdigit(): info['model'] = int(model) l1_data_cache_size = _get_field(False, output, None, None, 'L1d cache') if l1_data_cache_size: info['l1_data_cache_size'] = _friendly_bytes_to_int(l1_data_cache_size) l1_instruction_cache_size = _get_field(False, output, None, None, 'L1i cache') if l1_instruction_cache_size: info['l1_instruction_cache_size'] = _friendly_bytes_to_int(l1_instruction_cache_size) l2_cache_size = _get_field(False, output, None, None, 'L2 cache', 'L2d cache') if l2_cache_size: info['l2_cache_size'] = _friendly_bytes_to_int(l2_cache_size) l3_cache_size = _get_field(False, output, None, None, 'L3 cache') if l3_cache_size: info['l3_cache_size'] = _friendly_bytes_to_int(l3_cache_size) # Flags flags = _get_field(False, output, None, None, 'flags', 'Features', 'ASEs implemented') if flags: flags = flags.split() flags.sort() info['flags'] = flags info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) #raise # NOTE: To have this throw on error, uncomment this line return {} def _get_cpu_info_from_dmesg(): ''' Returns the CPU info gathered from dmesg. Returns {} if dmesg is not found or does not have the desired info. ''' g_trace.header('Tying to get info from the dmesg ...') # Just return {} if this arch has an unreliable dmesg log arch, bits = _parse_arch(DataSource.arch_string_raw) if arch in ['S390X']: g_trace.fail('Running on S390X. Skipping ...') return {} # Just return {} if there is no dmesg if not DataSource.has_dmesg(): g_trace.fail('Failed to find dmesg. Skipping ...') return {} # If dmesg fails return {} returncode, output = DataSource.dmesg_a() if output == None or returncode != 0: g_trace.fail('Failed to run \"dmesg -a\". Skipping ...') return {} info = _parse_dmesg_output(output) g_trace.success() return info # https://openpowerfoundation.org/wp-content/uploads/2016/05/LoPAPR_DRAFT_v11_24March2016_cmt1.pdf # page 767 def _get_cpu_info_from_ibm_pa_features(): ''' Returns the CPU info gathered from lsprop /proc/device-tree/cpus/*/ibm,pa-features Returns {} if lsprop is not found or ibm,pa-features does not have the desired info. ''' g_trace.header('Tying to get info from lsprop ...') try: # Just return {} if there is no lsprop if not DataSource.has_ibm_pa_features(): g_trace.fail('Failed to find lsprop. Skipping ...') return {} # If ibm,pa-features fails return {} returncode, output = DataSource.ibm_pa_features() if output == None or returncode != 0: g_trace.fail('Failed to glob /proc/device-tree/cpus/*/ibm,pa-features. Skipping ...') return {} # Filter out invalid characters from output value = output.split("ibm,pa-features")[1].lower() value = [s for s in value if s in list('0123456789abcfed')] value = ''.join(value) # Get data converted to Uint32 chunks left = int(value[0 : 8], 16) right = int(value[8 : 16], 16) # Get the CPU flags flags = { # Byte 0 'mmu' : _is_bit_set(left, 0), 'fpu' : _is_bit_set(left, 1), 'slb' : _is_bit_set(left, 2), 'run' : _is_bit_set(left, 3), #'reserved' : _is_bit_set(left, 4), 'dabr' : _is_bit_set(left, 5), 'ne' : _is_bit_set(left, 6), 'wtr' : _is_bit_set(left, 7), # Byte 1 'mcr' : _is_bit_set(left, 8), 'dsisr' : _is_bit_set(left, 9), 'lp' : _is_bit_set(left, 10), 'ri' : _is_bit_set(left, 11), 'dabrx' : _is_bit_set(left, 12), 'sprg3' : _is_bit_set(left, 13), 'rislb' : _is_bit_set(left, 14), 'pp' : _is_bit_set(left, 15), # Byte 2 'vpm' : _is_bit_set(left, 16), 'dss_2.05' : _is_bit_set(left, 17), #'reserved' : _is_bit_set(left, 18), 'dar' : _is_bit_set(left, 19), #'reserved' : _is_bit_set(left, 20), 'ppr' : _is_bit_set(left, 21), 'dss_2.02' : _is_bit_set(left, 22), 'dss_2.06' : _is_bit_set(left, 23), # Byte 3 'lsd_in_dscr' : _is_bit_set(left, 24), 'ugr_in_dscr' : _is_bit_set(left, 25), #'reserved' : _is_bit_set(left, 26), #'reserved' : _is_bit_set(left, 27), #'reserved' : _is_bit_set(left, 28), #'reserved' : _is_bit_set(left, 29), #'reserved' : _is_bit_set(left, 30), #'reserved' : _is_bit_set(left, 31), # Byte 4 'sso_2.06' : _is_bit_set(right, 0), #'reserved' : _is_bit_set(right, 1), #'reserved' : _is_bit_set(right, 2), #'reserved' : _is_bit_set(right, 3), #'reserved' : _is_bit_set(right, 4), #'reserved' : _is_bit_set(right, 5), #'reserved' : _is_bit_set(right, 6), #'reserved' : _is_bit_set(right, 7), # Byte 5 'le' : _is_bit_set(right, 8), 'cfar' : _is_bit_set(right, 9), 'eb' : _is_bit_set(right, 10), 'lsq_2.07' : _is_bit_set(right, 11), #'reserved' : _is_bit_set(right, 12), #'reserved' : _is_bit_set(right, 13), #'reserved' : _is_bit_set(right, 14), #'reserved' : _is_bit_set(right, 15), # Byte 6 'dss_2.07' : _is_bit_set(right, 16), #'reserved' : _is_bit_set(right, 17), #'reserved' : _is_bit_set(right, 18), #'reserved' : _is_bit_set(right, 19), #'reserved' : _is_bit_set(right, 20), #'reserved' : _is_bit_set(right, 21), #'reserved' : _is_bit_set(right, 22), #'reserved' : _is_bit_set(right, 23), # Byte 7 #'reserved' : _is_bit_set(right, 24), #'reserved' : _is_bit_set(right, 25), #'reserved' : _is_bit_set(right, 26), #'reserved' : _is_bit_set(right, 27), #'reserved' : _is_bit_set(right, 28), #'reserved' : _is_bit_set(right, 29), #'reserved' : _is_bit_set(right, 30), #'reserved' : _is_bit_set(right, 31), } # Get a list of only the flags that are true flags = [k for k, v in flags.items() if v] flags.sort() info = { 'flags' : flags } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) return {} def _get_cpu_info_from_cat_var_run_dmesg_boot(): ''' Returns the CPU info gathered from /var/run/dmesg.boot. Returns {} if dmesg is not found or does not have the desired info. ''' g_trace.header('Tying to get info from the /var/run/dmesg.boot log ...') # Just return {} if there is no /var/run/dmesg.boot if not DataSource.has_var_run_dmesg_boot(): g_trace.fail('Failed to find /var/run/dmesg.boot file. Skipping ...') return {} # If dmesg.boot fails return {} returncode, output = DataSource.cat_var_run_dmesg_boot() if output == None or returncode != 0: g_trace.fail('Failed to run \"cat /var/run/dmesg.boot\". Skipping ...') return {} info = _parse_dmesg_output(output) g_trace.success() return info def _get_cpu_info_from_sysctl(): ''' Returns the CPU info gathered from sysctl. Returns {} if sysctl is not found. ''' g_trace.header('Tying to get info from sysctl ...') try: # Just return {} if there is no sysctl if not DataSource.has_sysctl(): g_trace.fail('Failed to find sysctl. Skipping ...') return {} # If sysctl fails return {} returncode, output = DataSource.sysctl_machdep_cpu_hw_cpufrequency() if output == None or returncode != 0: g_trace.fail('Failed to run \"sysctl machdep.cpu hw.cpufrequency\". Skipping ...') return {} # Various fields vendor_id = _get_field(False, output, None, None, 'machdep.cpu.vendor') processor_brand = _get_field(True, output, None, None, 'machdep.cpu.brand_string') cache_size = _get_field(False, output, int, 0, 'machdep.cpu.cache.size') stepping = _get_field(False, output, int, 0, 'machdep.cpu.stepping') model = _get_field(False, output, int, 0, 'machdep.cpu.model') family = _get_field(False, output, int, 0, 'machdep.cpu.family') # Flags flags = _get_field(False, output, None, '', 'machdep.cpu.features').lower().split() flags.extend(_get_field(False, output, None, '', 'machdep.cpu.leaf7_features').lower().split()) flags.extend(_get_field(False, output, None, '', 'machdep.cpu.extfeatures').lower().split()) flags.sort() # Convert from GHz/MHz string to Hz hz_advertised, scale = _parse_cpu_brand_string(processor_brand) hz_actual = _get_field(False, output, None, None, 'hw.cpufrequency') hz_actual = _to_decimal_string(hz_actual) info = { 'vendor_id_raw' : vendor_id, 'brand_raw' : processor_brand, 'hz_advertised_friendly' : _hz_short_to_friendly(hz_advertised, scale), 'hz_actual_friendly' : _hz_short_to_friendly(hz_actual, 0), 'hz_advertised' : _hz_short_to_full(hz_advertised, scale), 'hz_actual' : _hz_short_to_full(hz_actual, 0), 'l2_cache_size' : int(cache_size) * 1024, 'stepping' : stepping, 'model' : model, 'family' : family, 'flags' : flags } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) return {} def _get_cpu_info_from_sysinfo(): ''' Returns the CPU info gathered from sysinfo. Returns {} if sysinfo is not found. ''' info = _get_cpu_info_from_sysinfo_v1() info.update(_get_cpu_info_from_sysinfo_v2()) return info def _get_cpu_info_from_sysinfo_v1(): ''' Returns the CPU info gathered from sysinfo. Returns {} if sysinfo is not found. ''' g_trace.header('Tying to get info from sysinfo version 1 ...') try: # Just return {} if there is no sysinfo if not DataSource.has_sysinfo(): g_trace.fail('Failed to find sysinfo. Skipping ...') return {} # If sysinfo fails return {} returncode, output = DataSource.sysinfo_cpu() if output == None or returncode != 0: g_trace.fail('Failed to run \"sysinfo -cpu\". Skipping ...') return {} # Various fields vendor_id = '' #_get_field(False, output, None, None, 'CPU #0: ') processor_brand = output.split('CPU #0: "')[1].split('"\n')[0].strip() cache_size = '' #_get_field(False, output, None, None, 'machdep.cpu.cache.size') stepping = int(output.split(', stepping ')[1].split(',')[0].strip()) model = int(output.split(', model ')[1].split(',')[0].strip()) family = int(output.split(', family ')[1].split(',')[0].strip()) # Flags flags = [] for line in output.split('\n'): if line.startswith('\t\t'): for flag in line.strip().lower().split(): flags.append(flag) flags.sort() # Convert from GHz/MHz string to Hz hz_advertised, scale = _parse_cpu_brand_string(processor_brand) hz_actual = hz_advertised info = { 'vendor_id_raw' : vendor_id, 'brand_raw' : processor_brand, 'hz_advertised_friendly' : _hz_short_to_friendly(hz_advertised, scale), 'hz_actual_friendly' : _hz_short_to_friendly(hz_actual, scale), 'hz_advertised' : _hz_short_to_full(hz_advertised, scale), 'hz_actual' : _hz_short_to_full(hz_actual, scale), 'l2_cache_size' : _to_friendly_bytes(cache_size), 'stepping' : stepping, 'model' : model, 'family' : family, 'flags' : flags } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) #raise # NOTE: To have this throw on error, uncomment this line return {} def _get_cpu_info_from_sysinfo_v2(): ''' Returns the CPU info gathered from sysinfo. Returns {} if sysinfo is not found. ''' g_trace.header('Tying to get info from sysinfo version 2 ...') try: # Just return {} if there is no sysinfo if not DataSource.has_sysinfo(): g_trace.fail('Failed to find sysinfo. Skipping ...') return {} # If sysinfo fails return {} returncode, output = DataSource.sysinfo_cpu() if output == None or returncode != 0: g_trace.fail('Failed to run \"sysinfo -cpu\". Skipping ...') return {} # Various fields vendor_id = '' #_get_field(False, output, None, None, 'CPU #0: ') processor_brand = output.split('CPU #0: "')[1].split('"\n')[0].strip() cache_size = '' #_get_field(False, output, None, None, 'machdep.cpu.cache.size') signature = output.split('Signature:')[1].split('\n')[0].strip() # stepping = int(signature.split('stepping ')[1].split(',')[0].strip()) model = int(signature.split('model ')[1].split(',')[0].strip()) family = int(signature.split('family ')[1].split(',')[0].strip()) # Flags def get_subsection_flags(output): retval = [] for line in output.split('\n')[1:]: if not line.startswith(' ') and not line.startswith(' '): break for entry in line.strip().lower().split(' '): retval.append(entry) return retval flags = get_subsection_flags(output.split('Features: ')[1]) + \ get_subsection_flags(output.split('Extended Features (0x00000001): ')[1]) + \ get_subsection_flags(output.split('Extended Features (0x80000001): ')[1]) flags.sort() # Convert from GHz/MHz string to Hz lines = [n for n in output.split('\n') if n] raw_hz = lines[0].split('running at ')[1].strip().lower() hz_advertised = raw_hz.rstrip('mhz').rstrip('ghz').strip() hz_advertised = _to_decimal_string(hz_advertised) hz_actual = hz_advertised scale = 0 if raw_hz.endswith('mhz'): scale = 6 elif raw_hz.endswith('ghz'): scale = 9 info = { 'vendor_id_raw' : vendor_id, 'brand_raw' : processor_brand, 'hz_advertised_friendly' : _hz_short_to_friendly(hz_advertised, scale), 'hz_actual_friendly' : _hz_short_to_friendly(hz_actual, scale), 'hz_advertised' : _hz_short_to_full(hz_advertised, scale), 'hz_actual' : _hz_short_to_full(hz_actual, scale), 'l2_cache_size' : _to_friendly_bytes(cache_size), 'stepping' : stepping, 'model' : model, 'family' : family, 'flags' : flags } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) #raise # NOTE: To have this throw on error, uncomment this line return {} def _get_cpu_info_from_wmic(): ''' Returns the CPU info gathered from WMI. Returns {} if not on Windows, or wmic is not installed. ''' g_trace.header('Tying to get info from wmic ...') try: # Just return {} if not Windows or there is no wmic if not DataSource.is_windows or not DataSource.has_wmic(): g_trace.fail('Failed to find WMIC, or not on Windows. Skipping ...') return {} returncode, output = DataSource.wmic_cpu() if output == None or returncode != 0: g_trace.fail('Failed to run wmic. Skipping ...') return {} # Break the list into key values pairs value = output.split("\n") value = [s.rstrip().split('=') for s in value if '=' in s] value = {k: v for k, v in value if v} # Get the advertised MHz processor_brand = value.get('Name') hz_advertised, scale_advertised = _parse_cpu_brand_string(processor_brand) # Get the actual MHz hz_actual = value.get('CurrentClockSpeed') scale_actual = 6 if hz_actual: hz_actual = _to_decimal_string(hz_actual) # Get cache sizes l2_cache_size = value.get('L2CacheSize') # NOTE: L2CacheSize is in kilobytes if l2_cache_size: l2_cache_size = int(l2_cache_size) * 1024 l3_cache_size = value.get('L3CacheSize') # NOTE: L3CacheSize is in kilobytes if l3_cache_size: l3_cache_size = int(l3_cache_size) * 1024 # Get family, model, and stepping family, model, stepping = '', '', '' description = value.get('Description') or value.get('Caption') entries = description.split(' ') if 'Family' in entries and entries.index('Family') < len(entries)-1: i = entries.index('Family') family = int(entries[i + 1]) if 'Model' in entries and entries.index('Model') < len(entries)-1: i = entries.index('Model') model = int(entries[i + 1]) if 'Stepping' in entries and entries.index('Stepping') < len(entries)-1: i = entries.index('Stepping') stepping = int(entries[i + 1]) info = { 'vendor_id_raw' : value.get('Manufacturer'), 'brand_raw' : processor_brand, 'hz_advertised_friendly' : _hz_short_to_friendly(hz_advertised, scale_advertised), 'hz_actual_friendly' : _hz_short_to_friendly(hz_actual, scale_actual), 'hz_advertised' : _hz_short_to_full(hz_advertised, scale_advertised), 'hz_actual' : _hz_short_to_full(hz_actual, scale_actual), 'l2_cache_size' : l2_cache_size, 'l3_cache_size' : l3_cache_size, 'stepping' : stepping, 'model' : model, 'family' : family, } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) #raise # NOTE: To have this throw on error, uncomment this line return {} def _get_cpu_info_from_registry(): ''' Returns the CPU info gathered from the Windows Registry. Returns {} if not on Windows. ''' g_trace.header('Tying to get info from Windows registry ...') try: # Just return {} if not on Windows if not DataSource.is_windows: g_trace.fail('Not running on Windows. Skipping ...') return {} # Get the CPU name processor_brand = DataSource.winreg_processor_brand().strip() # Get the CPU vendor id vendor_id = DataSource.winreg_vendor_id_raw() # Get the CPU arch and bits arch_string_raw = DataSource.winreg_arch_string_raw() arch, bits = _parse_arch(arch_string_raw) # Get the actual CPU Hz hz_actual = DataSource.winreg_hz_actual() hz_actual = _to_decimal_string(hz_actual) # Get the advertised CPU Hz hz_advertised, scale = _parse_cpu_brand_string(processor_brand) # If advertised hz not found, use the actual hz if hz_advertised == '0.0': scale = 6 hz_advertised = _to_decimal_string(hz_actual) # Get the CPU features feature_bits = DataSource.winreg_feature_bits() def is_set(bit): mask = 0x80000000 >> bit retval = mask & feature_bits > 0 return retval # http://en.wikipedia.org/wiki/CPUID # http://unix.stackexchange.com/questions/43539/what-do-the-flags-in-proc-cpuinfo-mean # http://www.lohninger.com/helpcsuite/public_constants_cpuid.htm flags = { 'fpu' : is_set(0), # Floating Point Unit 'vme' : is_set(1), # V86 Mode Extensions 'de' : is_set(2), # Debug Extensions - I/O breakpoints supported 'pse' : is_set(3), # Page Size Extensions (4 MB pages supported) 'tsc' : is_set(4), # Time Stamp Counter and RDTSC instruction are available 'msr' : is_set(5), # Model Specific Registers 'pae' : is_set(6), # Physical Address Extensions (36 bit address, 2MB pages) 'mce' : is_set(7), # Machine Check Exception supported 'cx8' : is_set(8), # Compare Exchange Eight Byte instruction available 'apic' : is_set(9), # Local APIC present (multiprocessor operation support) 'sepamd' : is_set(10), # Fast system calls (AMD only) 'sep' : is_set(11), # Fast system calls 'mtrr' : is_set(12), # Memory Type Range Registers 'pge' : is_set(13), # Page Global Enable 'mca' : is_set(14), # Machine Check Architecture 'cmov' : is_set(15), # Conditional MOVe instructions 'pat' : is_set(16), # Page Attribute Table 'pse36' : is_set(17), # 36 bit Page Size Extensions 'serial' : is_set(18), # Processor Serial Number 'clflush' : is_set(19), # Cache Flush #'reserved1' : is_set(20), # reserved 'dts' : is_set(21), # Debug Trace Store 'acpi' : is_set(22), # ACPI support 'mmx' : is_set(23), # MultiMedia Extensions 'fxsr' : is_set(24), # FXSAVE and FXRSTOR instructions 'sse' : is_set(25), # SSE instructions 'sse2' : is_set(26), # SSE2 (WNI) instructions 'ss' : is_set(27), # self snoop #'reserved2' : is_set(28), # reserved 'tm' : is_set(29), # Automatic clock control 'ia64' : is_set(30), # IA64 instructions '3dnow' : is_set(31) # 3DNow! instructions available } # Get a list of only the flags that are true flags = [k for k, v in flags.items() if v] flags.sort() info = { 'vendor_id_raw' : vendor_id, 'brand_raw' : processor_brand, 'hz_advertised_friendly' : _hz_short_to_friendly(hz_advertised, scale), 'hz_actual_friendly' : _hz_short_to_friendly(hz_actual, 6), 'hz_advertised' : _hz_short_to_full(hz_advertised, scale), 'hz_actual' : _hz_short_to_full(hz_actual, 6), 'flags' : flags } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) return {} def _get_cpu_info_from_kstat(): ''' Returns the CPU info gathered from isainfo and kstat. Returns {} if isainfo or kstat are not found. ''' g_trace.header('Tying to get info from kstat ...') try: # Just return {} if there is no isainfo or kstat if not DataSource.has_isainfo() or not DataSource.has_kstat(): g_trace.fail('Failed to find isinfo or kstat. Skipping ...') return {} # If isainfo fails return {} returncode, flag_output = DataSource.isainfo_vb() if flag_output == None or returncode != 0: g_trace.fail('Failed to run \"isainfo -vb\". Skipping ...') return {} # If kstat fails return {} returncode, kstat = DataSource.kstat_m_cpu_info() if kstat == None or returncode != 0: g_trace.fail('Failed to run \"kstat -m cpu_info\". Skipping ...') return {} # Various fields vendor_id = kstat.split('\tvendor_id ')[1].split('\n')[0].strip() processor_brand = kstat.split('\tbrand ')[1].split('\n')[0].strip() stepping = int(kstat.split('\tstepping ')[1].split('\n')[0].strip()) model = int(kstat.split('\tmodel ')[1].split('\n')[0].strip()) family = int(kstat.split('\tfamily ')[1].split('\n')[0].strip()) # Flags flags = flag_output.strip().split('\n')[-1].strip().lower().split() flags.sort() # Convert from GHz/MHz string to Hz scale = 6 hz_advertised = kstat.split('\tclock_MHz ')[1].split('\n')[0].strip() hz_advertised = _to_decimal_string(hz_advertised) # Convert from GHz/MHz string to Hz hz_actual = kstat.split('\tcurrent_clock_Hz ')[1].split('\n')[0].strip() hz_actual = _to_decimal_string(hz_actual) info = { 'vendor_id_raw' : vendor_id, 'brand_raw' : processor_brand, 'hz_advertised_friendly' : _hz_short_to_friendly(hz_advertised, scale), 'hz_actual_friendly' : _hz_short_to_friendly(hz_actual, 0), 'hz_advertised' : _hz_short_to_full(hz_advertised, scale), 'hz_actual' : _hz_short_to_full(hz_actual, 0), 'stepping' : stepping, 'model' : model, 'family' : family, 'flags' : flags } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) return {} def _get_cpu_info_from_platform_uname(): g_trace.header('Tying to get info from platform.uname ...') try: uname = DataSource.uname_string_raw.split(',')[0] family, model, stepping = (None, None, None) entries = uname.split(' ') if 'Family' in entries and entries.index('Family') < len(entries)-1: i = entries.index('Family') family = int(entries[i + 1]) if 'Model' in entries and entries.index('Model') < len(entries)-1: i = entries.index('Model') model = int(entries[i + 1]) if 'Stepping' in entries and entries.index('Stepping') < len(entries)-1: i = entries.index('Stepping') stepping = int(entries[i + 1]) info = { 'family' : family, 'model' : model, 'stepping' : stepping } info = _filter_dict_keys_with_empty_values(info) g_trace.success() return info except Exception as err: g_trace.fail(err) return {} def _get_cpu_info_internal(): ''' Returns the CPU info by using the best sources of information for your OS. Returns {} if nothing is found. ''' g_trace.write('!' * 80) # Get the CPU arch and bits arch, bits = _parse_arch(DataSource.arch_string_raw) friendly_maxsize = { 2**31-1: '32 bit', 2**63-1: '64 bit' }.get(sys.maxsize) or 'unknown bits' friendly_version = "{0}.{1}.{2}.{3}.{4}".format(*sys.version_info) PYTHON_VERSION = "{0} ({1})".format(friendly_version, friendly_maxsize) info = { 'python_version' : PYTHON_VERSION, 'cpuinfo_version' : CPUINFO_VERSION, 'cpuinfo_version_string' : CPUINFO_VERSION_STRING, 'arch' : arch, 'bits' : bits, 'count' : DataSource.cpu_count, 'arch_string_raw' : DataSource.arch_string_raw, } g_trace.write("python_version: {0}".format(info['python_version'])) g_trace.write("cpuinfo_version: {0}".format(info['cpuinfo_version'])) g_trace.write("arch: {0}".format(info['arch'])) g_trace.write("bits: {0}".format(info['bits'])) g_trace.write("count: {0}".format(info['count'])) g_trace.write("arch_string_raw: {0}".format(info['arch_string_raw'])) # Try the Windows wmic _copy_new_fields(info, _get_cpu_info_from_wmic()) # Try the Windows registry _copy_new_fields(info, _get_cpu_info_from_registry()) # Try /proc/cpuinfo _copy_new_fields(info, _get_cpu_info_from_proc_cpuinfo()) # Try cpufreq-info _copy_new_fields(info, _get_cpu_info_from_cpufreq_info()) # Try LSCPU _copy_new_fields(info, _get_cpu_info_from_lscpu()) # Try sysctl _copy_new_fields(info, _get_cpu_info_from_sysctl()) # Try kstat _copy_new_fields(info, _get_cpu_info_from_kstat()) # Try dmesg _copy_new_fields(info, _get_cpu_info_from_dmesg()) # Try /var/run/dmesg.boot _copy_new_fields(info, _get_cpu_info_from_cat_var_run_dmesg_boot()) # Try lsprop ibm,pa-features _copy_new_fields(info, _get_cpu_info_from_ibm_pa_features()) # Try sysinfo _copy_new_fields(info, _get_cpu_info_from_sysinfo()) # Try querying the CPU cpuid register # FIXME: This should print stdout and stderr to trace log _copy_new_fields(info, _get_cpu_info_from_cpuid()) # Try platform.uname _copy_new_fields(info, _get_cpu_info_from_platform_uname()) g_trace.write('!' * 80) return info def get_cpu_info_json(): ''' Returns the CPU info by using the best sources of information for your OS. Returns the result in a json string ''' import json output = None # If running under pyinstaller, run normally if getattr(sys, 'frozen', False): info = _get_cpu_info_internal() output = json.dumps(info) output = "{0}".format(output) # if not running under pyinstaller, run in another process. # This is done because multiprocesing has a design flaw that # causes non main programs to run multiple times on Windows. else: from subprocess import Popen, PIPE command = [sys.executable, __file__, '--json'] p1 = Popen(command, stdout=PIPE, stderr=PIPE, stdin=PIPE) output = p1.communicate()[0] if p1.returncode != 0: return "{}" if not IS_PY2: output = output.decode(encoding='UTF-8') return output def get_cpu_info(): ''' Returns the CPU info by using the best sources of information for your OS. Returns the result in a dict ''' import json output = get_cpu_info_json() # Convert JSON to Python with non unicode strings output = json.loads(output, object_hook = _utf_to_str) return output def main(): from argparse import ArgumentParser import json # Parse args parser = ArgumentParser(description='Gets CPU info with pure Python 2 & 3') parser.add_argument('--json', action='store_true', help='Return the info in JSON format') parser.add_argument('--version', action='store_true', help='Return the version of py-cpuinfo') parser.add_argument('--trace', action='store_true', help='Traces code paths used to find CPU info to file') args = parser.parse_args() global g_trace g_trace = Trace(args.trace, False) try: _check_arch() except Exception as err: sys.stderr.write(str(err) + "\n") sys.exit(1) info = _get_cpu_info_internal() if not info: sys.stderr.write("Failed to find cpu info\n") sys.exit(1) if args.json: print(json.dumps(info)) elif args.version: print(CPUINFO_VERSION_STRING) else: print('Python Version: {0}'.format(info.get('python_version', ''))) print('Cpuinfo Version: {0}'.format(info.get('cpuinfo_version_string', ''))) print('Vendor ID Raw: {0}'.format(info.get('vendor_id_raw', ''))) print('Hardware Raw: {0}'.format(info.get('hardware_raw', ''))) print('Brand Raw: {0}'.format(info.get('brand_raw', ''))) print('Hz Advertised Friendly: {0}'.format(info.get('hz_advertised_friendly', ''))) print('Hz Actual Friendly: {0}'.format(info.get('hz_actual_friendly', ''))) print('Hz Advertised: {0}'.format(info.get('hz_advertised', ''))) print('Hz Actual: {0}'.format(info.get('hz_actual', ''))) print('Arch: {0}'.format(info.get('arch', ''))) print('Bits: {0}'.format(info.get('bits', ''))) print('Count: {0}'.format(info.get('count', ''))) print('Arch String Raw: {0}'.format(info.get('arch_string_raw', ''))) print('L1 Data Cache Size: {0}'.format(info.get('l1_data_cache_size', ''))) print('L1 Instruction Cache Size: {0}'.format(info.get('l1_instruction_cache_size', ''))) print('L2 Cache Size: {0}'.format(info.get('l2_cache_size', ''))) print('L2 Cache Line Size: {0}'.format(info.get('l2_cache_line_size', ''))) print('L2 Cache Associativity: {0}'.format(info.get('l2_cache_associativity', ''))) print('L3 Cache Size: {0}'.format(info.get('l3_cache_size', ''))) print('Stepping: {0}'.format(info.get('stepping', ''))) print('Model: {0}'.format(info.get('model', ''))) print('Family: {0}'.format(info.get('family', ''))) print('Processor Type: {0}'.format(info.get('processor_type', ''))) print('Flags: {0}'.format(', '.join(info.get('flags', '')))) if __name__ == '__main__': main() else: g_trace = Trace(False, False) _check_arch() python-hdf5plugin-4.0.1/doc/000077500000000000000000000000001434406473700156615ustar00rootroot00000000000000python-hdf5plugin-4.0.1/doc/Makefile000066400000000000000000000011721434406473700173220ustar00rootroot00000000000000# Minimal makefile for Sphinx documentation # # You can set these variables from the command line, and also # from the environment for the first two. SPHINXOPTS ?= SPHINXBUILD ?= sphinx-build SOURCEDIR = . BUILDDIR = _build # Put it first so that "make" without argument is like "make help". help: @$(SPHINXBUILD) -M help "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) .PHONY: help Makefile # 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) python-hdf5plugin-4.0.1/doc/changelog.rst000066400000000000000000000001011434406473700203320ustar00rootroot00000000000000=========== Changelog =========== .. include:: ../CHANGELOG.rstpython-hdf5plugin-4.0.1/doc/conf.py000066400000000000000000000034521434406473700171640ustar00rootroot00000000000000# Configuration file for the Sphinx documentation builder. # # This file only contains a selection of the most common options. For a full # list see the documentation: # https://www.sphinx-doc.org/en/master/usage/configuration.html # -- Path setup -------------------------------------------------------------- # If extensions (or modules to document with autodoc) are in another directory, # add these directories to sys.path here. 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 os # See https://docs.readthedocs.io/en/stable/builds.html#build-environment on_rtd = os.environ.get('READTHEDOCS') == 'True' # -- Project information ----------------------------------------------------- project = 'hdf5plugin' copyright = u'2016-2022, Data analysis unit, European Synchrotron Radiation Facility, Grenoble' author = 'ESRF - Data Analysis Unit' # -- General configuration --------------------------------------------------- # 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', 'nbsphinx', ] if not on_rtd: extensions.append('sphinx_rtd_theme') # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. # This pattern also affects html_static_path and html_extra_path. exclude_patterns = ['_build', 'Thumbs.db', '.DS_Store'] # -- 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 = 'default' if on_rtd else 'sphinx_rtd_theme' python-hdf5plugin-4.0.1/doc/contribute.rst000066400000000000000000000165061434406473700206010ustar00rootroot00000000000000============ Contribute ============ This project follows the standard open-source project github workflow, which is described in other projects like `matplotlib `_ or `scikit-image `_. Testing ======= To run self-contained tests, from Python: .. code-block:: python import hdf5plugin.test hdf5plugin.test.run_tests() Or, from the command line:: python -m hdf5plugin.test To also run tests relying on actual HDF5 files, run from the source directory:: python test/test.py This tests the installed version of `hdf5plugin`. Building documentation ====================== Documentation relies on `Sphinx `_. To build documentation, run from the project root directory:: python setup.py build PYTHONPATH=build/lib.--/ sphinx-build -b html doc/ build/html Guidelines to add a compression filter ====================================== This briefly describes the steps to add a HDF5 compression filter to the zoo. * Add the source of the HDF5 filter and compression algorithm code in a subdirectory in ``src/[filter]``. Best is to use ``git subtree`` else copy the files there (including the license file). A released version of the filter + compression library should be used. ``git subtree`` command:: git subtree add --prefix=src/[filter] [git repository] [release tag] --squash * Update ``setup.py`` to build the filter dynamic library by adding an extension using the ``HDF5PluginExtension`` class (a subclass of ``setuptools.Extension``) which adds extra files and compile options to enable dynamic loading of the filter. The name of the extension should be ``hdf5plugin.plugins.libh5``. * In case of import errors related to HDF5-related undefined symbols, add eventual missing functions under ``src/hdf5_dl.c``. * Add a "CONSTANT" in ``src/hdf5plugin/_filters.py`` named with the ``FILTER_NAME_ID`` which value is the HDF5 filter ID (See `HDF5 registered filters `_). * Add a compression options helper class named ``FilterName`` in ``hdf5plugins/_filters.py`` which should inherit from ``_FilterRefClass``. This is intended to ease the usage of ``h5py.Group.create_dataset`` ``compression_opts`` argument. It must have a `filter_name` class attribute with the same name as in the extension defined in ``setup.py`` (without the ``libh5`` prefix) . This name is used to find the filter library. * Add ``FilterName`` to ``hdf5plugin._filters.FILTER_CLASSES``. * Add to ``hdf5plugin/__init__.py`` the import of the filter ID and helper class: ``from ._filters import FILTER_NAME_ID, FilterName # noqa`` * Add tests: - In ``test/test.py`` for testing reading a compressed file that was produced with another software. - In ``src/hdf5plugin/test.py`` for tests that writes data using the compression filter and the compression options helper function and reads back the data. * Update the ``doc/information.rst`` file to document: - The version of the HDF5 filter that is embedded in ``hdf5plugin``. - The license of the filter (by adding a link to the license file). * Update the ``doc/usage.rst`` file to document: - The ``hdf5plugin.`` compression argument helper class. * Update ``doc/contribute.rst`` to document the format of ``compression_opts`` expected by the filter (see `h5py custom compression filters `_). Low-level compression filter arguments ====================================== Compression filters can be configured with the ``compression_opts`` argument of `h5py.Group.create_dataset `_ method by providing a tuple of integers. The meaning of those integers is filter dependent and is described below. bitshuffle .......... compression_opts: (**block_size**, **compression**, **level**) - **block size**: Number of elements (not bytes) per block. It MUST be a mulitple of 8. Default: 0 for a block size of about 8 kB. - **compression**: * 0: No compression * 2: LZ4 * 3: Zstd - **level**: Compression level, only used with Zstd compression. By default the filter uses bitshuffle, but does NOT compress with LZ4. blosc ..... compression_opts: (0, 0, 0, 0, **compression level**, **shuffle**, **compression**) - First 4 values are reserved. - **compression level**: From 0 (no compression) to 9 (maximum compression). Default: 5. - **shuffle**: Shuffle filter: * 0: no shuffle * 1: byte shuffle * 2: bit shuffle - **compression**: The compressor blosc ID: * 0: blosclz (default) * 1: lz4 * 2: lz4hc * 3: snappy * 4: zlib * 5: zstd By default the filter uses byte shuffle and blosclz. bzip2 ..... compression_opts: (**block size**,) - **block_size**: Size of the blocks as a multiple of 100k. It must be in the range [1, 9]. lz4 ... compression_opts: (**block_size**,) - **block size**: Number of bytes per block. Default 0 for a block size of 1GB. It MUST be < 1.9 GB. sz .. compression_opts: - **error_bound_mode** (int32) - **abs_error high** (big endian float64) - **abs_error low** - **rel_error high** (big endian float64) - **rel_error low** - **pw_rel_error high** (big endian float64) - **pw_rel_error low** - **psnr high** (big endian float64) - **psnr low** The `set_local` function prepends: - For **dim size** from 2 to 5: (**dim size**, **data type**, **r1**, **r2**, **r3** (if **dim size** >= 3), **r4** (if **dim size** >= 4), **r5** (if **dim size** == 5)) **rX** are set up to **dim size** (e.g., For **dim size** == 2 only **r1** and **r2** are used) - For **dim size** == 1: **r1** is stored on 64 bits: (**dim size**, **data type**, **r1 most-significant bytes**, **r1 least-significant bytes**) zfp ... For more information, see `zfp modes `_ and `hdf5-zfp generic interface `_. The first value of *compression_opts* is **mode**. The following values depends on the value of **mode**: - *Fixed-rate* mode: (1, 0, **rateHigh**, **rateLow**, 0, 0) Rate, i.e., number of compressed bits per value, as a double stored as: - **rateHigh**: High 32-bit word of the rate double. - **rateLow**: Low 32-bit word of the rate double. - *Fixed-precision* mode: (2, 0, **prec**, 0, 0, 0) - **prec**: Number of uncompressed bits per value. - *Fixed-accuracy* mode: (3, 0, **accHigh**, **accLow**, 0, 0) Accuracy, i.e., absolute error tolerance, as a double stored as: - **accHigh**: High 32-bit word of the accuracy double. - **accLow**: Low 32-bit word of the accuracy double. - *Expert* mode: (4, 0, **minbits**, **maxbits**, **maxprec**, **minexp**) - **minbits**: Minimum number of compressed bits used to represent a block. - **maxbits**: Maximum number of bits used to represent a block. - **maxprec**: Maximum number of bit planes encoded. - **minexp**: Smallest absolute bit plane number encoded. - *Reversible* mode: (5, 0, 0, 0, 0, 0) zstd .... compression_opts: (**clevel**,) - **clevel**: Compression level from 1 (lowest compression) to 22 (maximum compression). Ultra compression extends from 20 through 22. Default: 3. python-hdf5plugin-4.0.1/doc/hdf5plugin_EuropeanHUG2021.ipynb000077500000000000000000037740561434406473700235310ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "skip" } }, "source": [ "# Abstract\n", "\n", "[**hdf5plugin**](https://github.com/silx-kit/hdf5plugin) is a *Python* package (1) providing a set of [**HDF5**](https://portal.hdfgroup.org/display/HDF5/) compression filters (namely: blosc, bitshuffle, lz4, FCIDECOMP, ZFP, Zstandard) and (2) enabling their use from the *Python* programming language with [**h5py**](https://docs.h5py.org/) a thin, pythonic wrapper around `libHDF5`.\n", "\n", "This presentation illustrates how to use **hdf5plugin** for reading and writing compressed datasets from *Python* and gives an overview of the different HDF5 compression filters it provides.\n", "\n", "It also illustrates how the provided compression filters can be enabled to read compressed datasets from other (non-*Python*) application.\n", "\n", "Finally, it discusses how **hdf5plugin** manages to distribute the HDF5 plugins for reuse with different `libHDF5`.\n", "\n", "License: [CC-BY 4.0](https://creativecommons.org/licenses/by/4.0/)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "# Notebook requirements\n", "# A recent version of Pillow is required!\n", "%pip install numpy h5py hdf5plugin h5glance rise jupyterlab matplotlib ipympl Pillow" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "%matplotlib inline\n", "\n", "# Creates data.h5 used for demos\n", "from matplotlib import pyplot as plt\n", "import h5py\n", "import hdf5plugin\n", "import numpy\n", "from PIL import Image\n", "import urllib.request\n", "\n", "url = \"https://www.eiroforum.org/wp-content/uploads/pg-esrf-01.jpg\"\n", "filename = urllib.request.urlretrieve(url)[0]\n", "image = numpy.array(Image.open(filename).convert(\"L\"))\n", "plt.imshow(image)\n", "\n", "h5file = h5py.File(\"data.h5\", mode=\"w\")\n", "h5file[\"copyright\"] = \"P.Ginter/ESRF\"\n", "h5file.attrs[\"url\"] = url\n", "h5file.create_dataset(\"/data\", data=image)\n", "h5file.create_dataset(\"/compressed_data_bitshuffle_lz4\", data=image, **hdf5plugin.Bitshuffle())\n", "h5file.close()\n", "\n", "# Restart kernel once the file is created!" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "%matplotlib inline\n", "from matplotlib import pyplot as plt" ] }, { "cell_type": "markdown", "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "slide" } }, "source": [ "![ESRF 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 \"ESRF logo\")" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# hdf5plugin\n", "\n", "[**hdf5plugin**](https://github.com/silx-kit/hdf5plugin) packages a set of [HDF5](https://portal.hdfgroup.org/display/HDF5/) compression filters (namely: blosc, bitshuffle, lz4, FCIDECOMP, ZFP, Zstandard) and makes them usable from the Python programming language through [h5py](https://docs.h5py.org/).\n", "\n", "[**h5py**](https://docs.h5py.org/) is a thin, pythonic wrapper around [HDF5](https://portal.hdfgroup.org/display/HDF5/).\n", "\n", " \n", "\n", " \n", "\n", "Presenter: Thomas VINCENT\n", "\n", "European HDF Users Group Summer 2021, July 7-8, 2021" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "scrolled": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/html": [ "
    • compressed_data_bitshuffle_lz4 [📋]: 1969 × 2961 entries, dtype: uint8
    • copyright [📋]: scalar entries, dtype: UTF-8 string
    • data [📋]: 1969 × 2961 entries, dtype: uint8
" ], "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from h5glance import H5Glance # Browsing HDF5 files\n", "H5Glance(\"data.h5\")" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import h5py # Pythonic HDF5 wrapper: https://docs.h5py.org/\n", "\n", "h5file = h5py.File(\"data.h5\", mode=\"r\") # Open HDF5 file in read mode\n", "data = h5file[\"/data\"][()] # Access HDF5 dataset \"/data\"\n", "plt.imshow(data); plt.colorbar() # Display data" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "ename": "OSError", "evalue": "Can't read data (can't open directory: /usr/local/hdf5/lib/plugin)", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mOSError\u001b[0m Traceback (most recent call last)", "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mh5file\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"/compressed_data_bitshuffle_lz4\"\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;31m# Access compressed dataset\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[0;32mh5py/_objects.pyx\u001b[0m in \u001b[0;36mh5py._objects.with_phil.wrapper\u001b[0;34m()\u001b[0m\n", "\u001b[0;32mh5py/_objects.pyx\u001b[0m in \u001b[0;36mh5py._objects.with_phil.wrapper\u001b[0;34m()\u001b[0m\n", "\u001b[0;32m~/venv/py37env/lib/python3.7/site-packages/h5py/_hl/dataset.py\u001b[0m in \u001b[0;36m__getitem__\u001b[0;34m(self, args, new_dtype)\u001b[0m\n\u001b[1;32m 760\u001b[0m \u001b[0mmspace\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mh5s\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcreate_simple\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mselection\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmshape\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 761\u001b[0m \u001b[0mfspace\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mselection\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mid\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 762\u001b[0;31m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mid\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mread\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmspace\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfspace\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0marr\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmtype\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdxpl\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_dxpl\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 763\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 764\u001b[0m \u001b[0;31m# Patch up the output for NumPy\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32mh5py/_objects.pyx\u001b[0m in \u001b[0;36mh5py._objects.with_phil.wrapper\u001b[0;34m()\u001b[0m\n", "\u001b[0;32mh5py/_objects.pyx\u001b[0m in \u001b[0;36mh5py._objects.with_phil.wrapper\u001b[0;34m()\u001b[0m\n", "\u001b[0;32mh5py/h5d.pyx\u001b[0m in \u001b[0;36mh5py.h5d.DatasetID.read\u001b[0;34m()\u001b[0m\n", "\u001b[0;32mh5py/_proxy.pyx\u001b[0m in \u001b[0;36mh5py._proxy.dset_rw\u001b[0;34m()\u001b[0m\n", "\u001b[0;31mOSError\u001b[0m: Can't read data (can't open directory: /usr/local/hdf5/lib/plugin)" ] } ], "source": [ "data = h5file[\"/compressed_data_bitshuffle_lz4\"][()] # Access compressed dataset" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## `hdf5plugin` usage" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Reading compressed datasets\n", "\n", "To enable reading compressed datasets not supported by `libHDF5` and `h5py`:\n", "Install **hdf5plugin** & import it." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "%%bash\n", "pip3 install hdf5plugin" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "-" } }, "source": [ "Or: `conda install -c conda-forge hdf5plugin`" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "import hdf5plugin" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "data = h5file[\"/compressed_data_bitshuffle_lz4\"][()] # Access datset\n", "plt.imshow(data); plt.colorbar() # Display data" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "h5file.close() # Close the HDF5 file" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Writing compressed datasets\n", "\n", "When writing datasets with `h5py`, compression can be specified with: [h5py.Group.create_dataset](https://docs.h5py.org/en/stable/high/group.html?highlight=create_dataset#h5py.Group.create_dataset)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "# Create a dataset with h5py without compression\n", "h5file = h5py.File(\"new_file_uncompressed.h5\", mode=\"w\")\n", "h5file.create_dataset(\"/data\", data=data)\n", "h5file.close()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "# Create a compressed dataset\n", "h5file = h5py.File(\"new_file_bitshuffle_lz4.h5\", mode=\"w\")\n", "h5file.create_dataset(\n", " \"/compressed_data_bitshuffle_lz4\",\n", " data=data,\n", " compression=32008, # bitshuffle/lz4 HDF5 filter identifier\n", " compression_opts=(0, 2) # options: default number of elements/block, enable LZ4\n", ")\n", "h5file.close()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "`hdf5plugin` provides some [helpers](http://www.silx.org/doc/hdf5plugin/latest/usage.html#write-compressed-datasets) to ease dealing with compression filter and options:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "slideshow": { "slide_type": "-" } }, "outputs": [], "source": [ "h5file = h5py.File(\"new_file_bitshuffle_lz4.h5\", mode=\"w\")\n", "h5file.create_dataset(\n", " \"/compressed_data_bitshuffle_lz4\",\n", " data=data,\n", " **hdf5plugin.Bitshuffle() # Or: **hdf5plugin.BitShuffle(lz4=True)\n", ")\n", "h5file.close()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "hdf5plugin.Bitshuffle?" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/html": [ "
    • compressed_data_bitshuffle_lz4 [📋]: 1969 × 2961 entries, dtype: uint8
" ], "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "H5Glance(\"new_file_bitshuffle_lz4.h5\")" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "h5file = h5py.File(\"new_file_bitshuffle_lz4.h5\", mode=\"r\")\n", "plt.imshow(h5file[\"/compressed_data_bitshuffle_lz4\"][()]); plt.colorbar()\n", "h5file.close()" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-rw-r--r-- 1 tvincent staff 4278852 Jul 8 14:25 new_file_bitshuffle_lz4.h5\r\n", "-rw-r--r-- 1 tvincent staff 5832257 Jul 8 14:24 new_file_uncompressed.h5\r\n" ] } ], "source": [ "!ls -l new_file*.h5" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## HDF5 compression filters" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Available through `h5py`\n", "\n", "[Compression filters provided by h5py](https://docs.h5py.org/en/stable/high/dataset.html#lossless-compression-filters):\n", "\n", "- Provided by `libhdf5`: **\"gzip\"** and eventually **\"szip\"** (optional)\n", "- Bundled with `h5py`: [**\"lzf\"**](https://confluence.hdfgroup.org/display/support/Filters#Filters-32000)\n", "\n", "Pre-compression filter: [Byte-Shuffle](https://docs.h5py.org/en/stable/high/dataset.html#shuffle-filter)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "h5file = h5py.File(\"new_file_shuffle_gzip.h5\", mode=\"w\")\n", "h5file.create_dataset(\n", " \"/compressed_data_shuffle_gzip\", data=data, shuffle=True, compression=\"gzip\")\n", "h5file.close()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Provided by `hdf5plugin`\n", "\n", "Additional compression filters provided by `hdf5plugin`: Bitshuffle, Blosc, FciDecomp, LZ4, ZFP, Zstandard.\n", "\n", "6 out of the 25 [HDF5 registered filter plugins](https://confluence.hdfgroup.org/display/support/Registered+Filter+Plugins) as of June 2021." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "h5file = h5py.File(\"new_file_blosc.h5\", mode=\"w\")\n", "h5file.create_dataset(\n", " \"/compressed_data_blosc\",\n", " data=data,\n", " **hdf5plugin.Blosc(cname='zlib', clevel=5, shuffle=hdf5plugin.Blosc.SHUFFLE)\n", ")\n", "h5file.close()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### General purpose lossless compression\n", "\n", "- [Bitshuffle(nelems=0, lz4=True)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#bitshuffle) (Filter ID [32008](https://confluence.hdfgroup.org/display/support/Filters#Filters-32008)): **Bit**-Shuffle + LZ4\n", "- [LZ4(nbytes=0)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#lz4) (Filter ID [32004](https://confluence.hdfgroup.org/display/support/Filters#Filters-32004))\n", "- [Zstd()](http://www.silx.org/doc/hdf5plugin/latest/usage.html#zstd) (Filter ID [32015](https://confluence.hdfgroup.org/display/support/Filters#Filters-32015))\n", "- [Blosc(cname='lz4', clevel=5, shuffle=1)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#blosc) (Filter ID [32001](https://confluence.hdfgroup.org/display/support/Filters#Filters-32001)):\n", " Based on c-blosc: A blocking, shuffling and lossless compression library.\n", " - Pre-compression shuffle: None, **Byte**-Shuffle, **Bit**-Shuffle\n", " - Compression: `blosclz`, `lz4`, `lz4hc`, `snappy` (**optional**, requires C++11), `zlib`, `zstd`" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### Specific compression\n", "\n", "- [FciDecomp()](http://www.silx.org/doc/hdf5plugin/latest/usage.html#fcidecomp) (Filter ID [32018](https://confluence.hdfgroup.org/display/support/Filters#Filters-32018)): Based on JPEG-LS:\n", " - **Optional**: requires C++11\n", " - Data type: `(u)int8` or `(u)int16`\n", " - Chunk shape: \"Image-like\"; 2 or 3 dimensions with at least 16 pixels and at most 65535 rows and columns and at most 4 planes for 3D datasets.\n", "- [ZFP(rate=None, precision=None, accuracy=None, reversible=False, minbits=None, maxbits=None, maxprec=None, minexp=None)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#zfp) (Filter ID [32013](https://confluence.hdfgroup.org/display/support/Filters#Filters-32013)): **Lossy**\n", " - Data type: `float32`, `float64`, `(u)int32`, `(u)int64`\n", " - Chunk shape: must have at most 4 non-unity dimensions" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### Benchmark\n", "\n", "- Machine: 6 cores+hyperthreading (Intel(R) Xeon(R) CPU E5-1650 v3 @ 3.50GHz)\n", "- Filesystem: RAM disk\n", "- HDF5 chunk: 1 frame\n", "- `hdf5plugin` built from source\n", "- Diffraction tomography dataset: 100 frames from http://www.silx.org/pub/pyFAI/pyFAI_UM_2020/data_ID13/kevlar.h5" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "![Benchmark](data:image/png;base64,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 \"Benchmark\")" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### Equivalent filters\n", "\n", "`Blosc` includes pre-compression filters and algorithms provided by other HDF5 compression filters:\n", "\n", "- `LZ4()` => `Blosc(\"lz4\", 9)`\n", "- `Zstd()` => `Blosc(\"zstd\", 2)`\n", "- HDF5 shuffle => `Blosc` with `shuffle=hdf5plugin.Blosc.SHUFFLE`\n", "- `Bitshuffle()` => `Blosc(\"lz4\", 5, hdf5plugin.Blosc.BITSHUFFLE)`...\n", " \n", " **Except for OpenMP support** with `Bitshuffle`!" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Summary\n", "\n", "Having different pre-compression filters and compression algorithms at hand offer different read/write speed versus compression rate (and eventually error rate) trade-offs.\n", "\n", "Also to keep in mind availability/compatibility: `\"gzip\"` as included in `libHDF5` is the most compatible one (and also `\"lzf\"` as included in `h5py`)." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Using `hdf5plugin` filters with other applications\n", "\n", "Note: With notebook, using **!** enables running shell commands" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "scrolled": false, "slideshow": { "slide_type": "-" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "HDF5 \"data.h5\" {\r\n", "DATASET \"/compressed_data_bitshuffle_lz4\" {\r\n", " DATATYPE H5T_STD_U8LE\r\n", " DATASPACE SIMPLE { ( 1969, 2961 ) / ( 1969, 2961 ) }\r\n", " SUBSET {\r\n", " START ( 0, 0 );\r\n", " STRIDE ( 1, 1 );\r\n", " COUNT ( 5, 10 );\r\n", " BLOCK ( 1, 1 );\r\n", " DATA {\r\n", " }\r\n", " }\r\n", "}\r\n", "}\r\n" ] } ], "source": [ "!h5dump -d /compressed_data_bitshuffle_lz4 -s \"0,0\" -c \"5,10\" data.h5 " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "A solution: Set `HDF5_PLUGIN_PATH` environment variable to: `hdf5plugin.PLUGINS_PATH`" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "-" } }, "outputs": [], "source": [ "# Directory where HDF5 compression filters are stored\n", "hdf5plugin.PLUGINS_PATH" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "# Retrieve hdf5plugin.PLUGINS_PATH from the command line\n", "!python3 -c \"import hdf5plugin; print(hdf5plugin.PLUGINS_PATH)\" " ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[31mlibh5blosc.dylib\u001b[m\u001b[m \u001b[31mlibh5fcidecomp.dylib\u001b[m\u001b[m \u001b[31mlibh5zfp.dylib\u001b[m\u001b[m\r\n", "\u001b[31mlibh5bshuf.dylib\u001b[m\u001b[m \u001b[31mlibh5lz4.dylib\u001b[m\u001b[m \u001b[31mlibh5zstd.dylib\u001b[m\u001b[m\r\n" ] } ], "source": [ "!ls `python3 -c \"import hdf5plugin; print(hdf5plugin.PLUGINS_PATH)\"`" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "HDF5 \"data.h5\" {\r\n", "DATASET \"/compressed_data_bitshuffle_lz4\" {\r\n", " DATATYPE H5T_STD_U8LE\r\n", " DATASPACE SIMPLE { ( 1969, 2961 ) / ( 1969, 2961 ) }\r\n", " SUBSET {\r\n", " START ( 0, 0 );\r\n", " STRIDE ( 1, 1 );\r\n", " COUNT ( 5, 10 );\r\n", " BLOCK ( 1, 1 );\r\n", " DATA {\r\n", " (0,0): 53, 52, 53, 54, 54, 55, 55, 56, 56, 57,\r\n", " (1,0): 49, 50, 54, 55, 53, 54, 55, 56, 56, 58,\r\n", " (2,0): 50, 51, 54, 54, 53, 55, 56, 57, 58, 57,\r\n", " (3,0): 51, 54, 55, 54, 54, 55, 56, 57, 58, 59,\r\n", " (4,0): 53, 55, 54, 54, 56, 56, 58, 57, 57, 58\r\n", " }\r\n", " }\r\n", "}\r\n", "}\r\n" ] } ], "source": [ "# Set HDF5_PLUGIN_PATH environment variable to hdf5plugin.PLUGINS_PATH\n", "!HDF5_PLUGIN_PATH=`python3 -c \"import hdf5plugin; print(hdf5plugin.PLUGINS_PATH)\"` h5dump -d /compressed_data_bitshuffle_lz4 -s \"0,0\" -c \"5,10\" data.h5" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "-" } }, "source": [ "**Note**: Only works for reading compressed datasets, **not for writing!**" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Insights" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### The Problem\n", "\n", "For **reading** compressed datasets, compression filters do **NOT** need information from `libHDF5`. They work with the compressed stream.\n", "\n", "For **writing** compressed datasets, some information about the dataset (e.g., data type size) can be needed by the filter (e.g., to shuffle the data). This information is retrieve through `libHDF5` C-API (e.g., [**H5Tget_size**](https://support.hdfgroup.org/HDF5/doc/RM/RM_H5T.html#Datatype-GetSize)).\n", "\n", "Access to `libHDF5` C-API is needed, but linking compression filters with `libHDF5` is cumbersome in a dynamic environment like *Python*." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### On Windows\n", "\n", "Symbols from dynamically loaded *Python* modules and libraries are accessible to others.\n", "\n", "Register compression filter at C-level with `H5Zregister` (see [src/register_win32.c](https://github.com/silx-kit/hdf5plugin/blob/main/src/register_win32.c))" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### On Linux, macos\n", "\n", "In *Python*, symbols from dynamically loaded modules and libraries are **NOT** visible to others.\n", "\n", "- Do not link filters with `libHDF5`.\n", "- Instead, provide some function wrappers to replace `libHDF5` C-API and link the compression filter with those.\n", "\n", " - Those functions call `libHDF5` corresponding functions that are dynamically loaded at runtime.\n", " \n", "- At runtime, we need to initialize the compression filter to load symbols dynamically from `libHDF5` used by `h5py` and use them from the function wrappers." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "[src/hdf5_dl.c](https://github.com/silx-kit/hdf5plugin/blob/main/src/hdf5_dl.c):" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "-" } }, "source": [ "```c\n", "typedef size_t (* DL_func_H5Tget_size)(hid_t type_id);\n", "static struct { /* Structure storing HDF5 function pointers */\n", " DL_func_H5Tget_size H5Tget_size;\n", "} DL_H5Functions = {NULL};\n", "\n", "/* Init wrapper by loading symbols from `libHDF5` */\n", "int init_filter(const char* libname) {\n", " void * handle = dlopen(libname, RTLD_LAZY | RTLD_LOCAL); /*Load libHDF5*/\n", " DL_H5Functions.H5Tget_size = (DL_func_H5Tget_size)dlsym(handle, \"H5Tget_size\");\n", "}\n", "```" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "-" } }, "source": [ "```c\n", "/* H5Tget_size libHDF5 C-API wrapper*/\n", "size_t H5Tget_size(hid_t type_id) {\n", " if(DL_H5Functions.H5Tget_size != NULL) {\n", " return DL_H5Functions.H5Tget_size(type_id);\n", " } else {\n", " return 0;\n", " }\n", "}\n", "```" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Concluding remark\n", "\n", "In the event the HDF5 compression filter API evolves, it would be great to take this into account to ease distribution of compression filters." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## A word about `hdf5plugin` license\n", "\n", "The source code of `hdf5plugin` itself is licensed under the [MIT](https://github.com/silx-kit/hdf5plugin/blob/main/LICENSE) license...\n", "\n", "It also embeds the source code of the provided compression filters and libraries which are licensed under [different open-source licenses](http://www.silx.org/doc/hdf5plugin/latest/information.html#license) (Apache, BSD-2, BSD-3, MIT, Zlib...) and copyrights." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Conlusion\n", "\n", "`hdf5plugin` provides additional HDF5 compression filters (namely: `Bitshuffle`, `Blosc`, `FciDecomp`, `LZ4`, `ZFP`, `Zstandard`) mainly for use with [h5py](https://docs.h5py.org/) but not only.\n", "\n", "- Packaged for [**pip**](https://pypi.org/project/hdf5plugin/) and [**conda**](https://anaconda.org/conda-forge/hdf5plugin)\n", "- Documentation: http://www.silx.org/doc/hdf5plugin/latest/\n", "- Source code repository: https://github.com/silx-kit/hdf5plugin\n", "\n", "**Credits to the** [**contributors**](https://github.com/silx-kit/hdf5plugin/graphs/contributors): [Thomas Vincent](https://github.com/t20100), [Armando Sole](https://github.com/vasole), [\\@Florian-toll](https://github.com/Florian-toll), [\\@fpwg](https://github.com/fpwg), [Jerome Kieffer](https://github.com/kif), [\\@Anthchirp](https://github.com/Anthchirp), [\\@mobiusklein](https://github.com/mobiusklein), [\\@junyuewang](https://github.com/junyuewang)\n", "\n", "Partially funded by the [PaNOSC](https://www.panosc.eu/) EU-project.\n", "\n", " This project has received funding from the European Union’s Horizon 2020 research and innovation programme under grant agreement No. 823852." ] }, { "cell_type": "markdown", "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "subslide" } }, "source": [ "# Thanks for your attention! Questions?" ] } ], "metadata": { "celltoolbar": "Diaporama", "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": "3.7.3" }, "nbsphinx": { "orphan": true } }, "nbformat": 4, "nbformat_minor": 4 } python-hdf5plugin-4.0.1/doc/hdf5plugin_EuropeanHUG2022.ipynb000066400000000000000000040434611434406473700235150ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "skip" } }, "source": [ "Abstract\n", "\n", "[**hdf5plugin**](https://github.com/silx-kit/hdf5plugin) is a *Python* package (1) providing a set of [**HDF5**](https://portal.hdfgroup.org/display/HDF5/) compression filters (namely: blosc, bitshuffle, lz4, FCIDECOMP, ZFP, Zstandard) and (2) enabling their use from the *Python* programming language with [**h5py**](https://docs.h5py.org/) a thin, pythonic wrapper around `libHDF5`.\n", "\n", "This presentation illustrates how to use **hdf5plugin** for reading and writing compressed datasets from *Python* and gives an overview of the different HDF5 compression filters it provides.\n", "\n", "License: [CC-BY 4.0](https://creativecommons.org/licenses/by/4.0/)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "# Notebook requirements\n", "# A recent version of Pillow is required!\n", "#%pip install numpy h5py hdf5plugin h5glance rise jupyterlab matplotlib ipympl Pillow" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "%matplotlib inline\n", "\n", "# Creates data.h5 used for demos\n", "from matplotlib import pyplot as plt\n", "import h5py\n", "import hdf5plugin\n", "import numpy\n", "from PIL import Image\n", "import urllib.request\n", "\n", "url = \"https://www.iter.org/doc/www/content/com/Lists/WebText_2014/Attachments/236/platform_view_north_1.jpg\"\n", "filename = urllib.request.urlretrieve(url)[0]\n", "image = numpy.array(Image.open(filename).convert(\"L\"))\n", "plt.imshow(image)\n", "\n", "h5file = h5py.File(\"data.h5\", mode=\"w\")\n", "h5file[\"copyright\"] = \"ITER\"\n", "h5file.attrs[\"url\"] = url\n", "h5file.create_dataset(\"/data\", data=image)\n", "h5file.create_dataset(\n", " \"/compressed_data\",\n", " data=image,\n", " **hdf5plugin.Blosc('lz4', shuffle=hdf5plugin.Blosc.BITSHUFFLE)\n", ")\n", "h5file.close()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "skip" } }, "source": [ "**Restart kernel once the file is created!**" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "import os\n", "os._exit(0) # Makes the kernel restart" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "%matplotlib inline\n", "from matplotlib import pyplot as plt\n", "\n", "def imshow(image):\n", " plt.imshow(image)\n", " plt.colorbar()" ] }, { "cell_type": "markdown", "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "slide" } }, "source": [ "![ESRF 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 \"ESRF logo\")" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# hdf5plugin\n", "\n", "[**hdf5plugin**](https://github.com/silx-kit/hdf5plugin) packages a set of [HDF5](https://portal.hdfgroup.org/display/HDF5/) compression filters (namely: blosc, bitshuffle, lz4, FCIDECOMP, ZFP, Zstandard) and makes them usable from the Python programming language through [h5py](https://docs.h5py.org/).\n", "\n", "[**h5py**](https://docs.h5py.org/) is a thin, pythonic wrapper around [HDF5](https://portal.hdfgroup.org/display/HDF5/).\n", "\n", " \n", "\n", " \n", "\n", "Presenter: Thomas VINCENT\n", "\n", "European HDF5 User Group Meeting 2022, May 31, 2022" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/html": [ "
    • compressed_data [📋]: 1542 × 2500 entries, dtype: uint8
    • copyright [📋]: scalar entries, dtype: UTF-8 string
    • data [📋]: 1542 × 2500 entries, dtype: uint8
" ], "text/plain": [ "data.h5/ (1 attributes)\n", "├compressed_data\t[uint8: 1542 × 2500]\n", "├copyright\t[UTF-8 string: scalar]\n", "└data\t[uint8: 1542 × 2500]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from h5glance import H5Glance # Browsing HDF5 files\n", "H5Glance(\"data.h5\")" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import h5py # Pythonic HDF5 wrapper: https://docs.h5py.org/\n", "\n", "h5file = h5py.File(\"data.h5\", mode=\"r\") # Open HDF5 file in read mode\n", "data = h5file[\"/data\"][()] # Access HDF5 dataset \"/data\"\n", "imshow(data) # Display data" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "scrolled": true, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "ename": "OSError", "evalue": "Can't read data (can't open directory: /usr/local/hdf5/lib/plugin)", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mOSError\u001b[0m Traceback (most recent call last)", "Input \u001b[0;32mIn [4]\u001b[0m, in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0m data \u001b[38;5;241m=\u001b[39m \u001b[43mh5file\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43m/compressed_data\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m[\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m]\u001b[49m\n", "File \u001b[0;32mh5py/_objects.pyx:54\u001b[0m, in \u001b[0;36mh5py._objects.with_phil.wrapper\u001b[0;34m()\u001b[0m\n", "File \u001b[0;32mh5py/_objects.pyx:55\u001b[0m, in \u001b[0;36mh5py._objects.with_phil.wrapper\u001b[0;34m()\u001b[0m\n", "File \u001b[0;32m~/venv/ub20.04/lib/python3.8/site-packages/h5py/_hl/dataset.py:741\u001b[0m, in \u001b[0;36mDataset.__getitem__\u001b[0;34m(self, args, new_dtype)\u001b[0m\n\u001b[1;32m 739\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_fast_read_ok \u001b[38;5;129;01mand\u001b[39;00m (new_dtype \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[1;32m 740\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 741\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_fast_reader\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[43margs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 742\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mTypeError\u001b[39;00m:\n\u001b[1;32m 743\u001b[0m \u001b[38;5;28;01mpass\u001b[39;00m \u001b[38;5;66;03m# Fall back to Python read pathway below\u001b[39;00m\n", "File \u001b[0;32mh5py/_selector.pyx:370\u001b[0m, in \u001b[0;36mh5py._selector.Reader.read\u001b[0;34m()\u001b[0m\n", "\u001b[0;31mOSError\u001b[0m: Can't read data (can't open directory: /usr/local/hdf5/lib/plugin)" ] } ], "source": [ "data = h5file[\"/compressed_data\"][()] # Access compressed dataset" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "slideshow": { "slide_type": "skip" } }, "outputs": [ { "data": { "text/plain": [ "(32001, b'blosc')" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Check dataset's filters\n", "plist = h5file[\"/compressed_data\"].id.get_create_plist()\n", "plist.get_filter(0)[0::3]" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## `hdf5plugin` usage" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Reading compressed datasets\n", "\n", "To enable reading compressed datasets not supported by `libHDF5` and `h5py`:\n", "Install **hdf5plugin** & import it." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "%%bash\n", "pip3 install hdf5plugin" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "-" } }, "source": [ "Or: `conda install -c conda-forge hdf5plugin`" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "import hdf5plugin" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "data = h5file[\"/compressed_data\"][()] # Access datset\n", "imshow(data) # Display data" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "h5file.close() # Close the HDF5 file" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Writing compressed datasets\n", "\n", "When writing datasets with `h5py`, compression can be specified with: [h5py.Group.create_dataset](https://docs.h5py.org/en/stable/high/group.html?highlight=create_dataset#h5py.Group.create_dataset)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "# Create a dataset with h5py without compression\n", "h5file = h5py.File(\"new_file_uncompressed.h5\", mode=\"w\")\n", "h5file.create_dataset(\"/data\", data=data)\n", "h5file.close()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "# Create a compressed dataset\n", "h5file = h5py.File(\"new_file_blosc_bitshuffle_lz4.h5\", mode=\"w\")\n", "h5file.create_dataset(\n", " \"/compressed_data\",\n", " data=data,\n", " compression=32001, # blosc HDF5 filter identifier\n", " # options: 0, 0, 0, 0, level, shuffle, compression\n", " compression_opts=(0, 0, 0, 0, 5, 2, 1) \n", ")\n", "h5file.close()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "`hdf5plugin` provides some [helpers](http://www.silx.org/doc/hdf5plugin/latest/usage.html#write-compressed-datasets) to ease dealing with compression filter and options:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "slideshow": { "slide_type": "-" } }, "outputs": [], "source": [ "h5file = h5py.File(\"new_file_blosc_bitshuffle_lz4.h5\", mode=\"w\")\n", "h5file.create_dataset(\n", " \"/compressed_data\",\n", " data=data,\n", " **hdf5plugin.Blosc(\n", " cname='lz4',\n", " clevel=5,\n", " shuffle=hdf5plugin.Blosc.BITSHUFFLE),\n", ")\n", "h5file.close()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Help on class Blosc in module hdf5plugin:\n", "\n", "class Blosc(h5py._hl.filters.FilterRefBase)\n", " | Blosc(cname='lz4', clevel=5, shuffle=1)\n", " | \n", " | ``h5py.Group.create_dataset``'s compression arguments for using blosc filter.\n", " | \n", " | It can be passed as keyword arguments:\n", " | \n", " | .. code-block:: python\n", " | \n", " | f = h5py.File('test.h5', 'w')\n", " | f.create_dataset(\n", " | 'blosc_byte_shuffle_blosclz',\n", " | data=numpy.arange(100),\n", " | **hdf5plugin.Blosc(cname='blosclz', clevel=9, shuffle=hdf5plugin.Blosc.SHUFFLE))\n", " | f.close()\n", " | \n", " | :param str cname:\n", " | `blosclz`, `lz4` (default), `lz4hc`, `zlib`, `zstd`\n", " | Optional: `snappy`, depending on compilation (requires C++11).\n", " | :param int clevel:\n", " | Compression level from 0 (no compression) to 9 (maximum compression).\n", " | Default: 5.\n", " | :param int shuffle: One of:\n", " | - Blosc.NOSHUFFLE (0): No shuffle\n", " | - Blosc.SHUFFLE (1): byte-wise shuffle (default)\n", " | - Blosc.BITSHUFFLE (2): bit-wise shuffle\n", " | \n", " | Method resolution order:\n", " | Blosc\n", " | h5py._hl.filters.FilterRefBase\n", " | collections.abc.Mapping\n", " | collections.abc.Collection\n", " | collections.abc.Sized\n", " | collections.abc.Iterable\n", " | collections.abc.Container\n", " | builtins.object\n", " | \n", " | Methods defined here:\n", " | \n", " | __init__(self, cname='lz4', clevel=5, shuffle=1)\n", " | Initialize self. See help(type(self)) for accurate signature.\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes defined here:\n", " | \n", " | BITSHUFFLE = 2\n", " | \n", " | NOSHUFFLE = 0\n", " | \n", " | SHUFFLE = 1\n", " | \n", " | __abstractmethods__ = frozenset()\n", " | \n", " | filter_id = 32001\n", " | \n", " | ----------------------------------------------------------------------\n", " | Methods inherited from h5py._hl.filters.FilterRefBase:\n", " | \n", " | __eq__(self, other)\n", " | Return self==value.\n", " | \n", " | __getitem__(self, item)\n", " | \n", " | __hash__(self)\n", " | Return hash(self).\n", " | \n", " | __iter__(self)\n", " | \n", " | __len__(self)\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from h5py._hl.filters.FilterRefBase:\n", " | \n", " | __dict__\n", " | dictionary for instance variables (if defined)\n", " | \n", " | __weakref__\n", " | list of weak references to the object (if defined)\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes inherited from h5py._hl.filters.FilterRefBase:\n", " | \n", " | filter_options = ()\n", " | \n", " | ----------------------------------------------------------------------\n", " | Methods inherited from collections.abc.Mapping:\n", " | \n", " | __contains__(self, key)\n", " | \n", " | get(self, key, default=None)\n", " | D.get(k[,d]) -> D[k] if k in D, else d. d defaults to None.\n", " | \n", " | items(self)\n", " | D.items() -> a set-like object providing a view on D's items\n", " | \n", " | keys(self)\n", " | D.keys() -> a set-like object providing a view on D's keys\n", " | \n", " | values(self)\n", " | D.values() -> an object providing a view on D's values\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes inherited from collections.abc.Mapping:\n", " | \n", " | __reversed__ = None\n", " | \n", " | ----------------------------------------------------------------------\n", " | Class methods inherited from collections.abc.Collection:\n", " | \n", " | __subclasshook__(C) from abc.ABCMeta\n", " | Abstract classes can override this to customize issubclass().\n", " | \n", " | This is invoked early on by abc.ABCMeta.__subclasscheck__().\n", " | It should return True, False or NotImplemented. If it returns\n", " | NotImplemented, the normal algorithm is used. Otherwise, it\n", " | overrides the normal algorithm (and the outcome is cached).\n", "\n" ] } ], "source": [ "help(hdf5plugin.Blosc)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/html": [ "
    • compressed_data [📋]: 1542 × 2500 entries, dtype: uint8
" ], "text/plain": [ "new_file_blosc_bitshuffle_lz4.h5/\n", "└compressed_data\t[uint8: 1542 × 2500]" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "H5Glance(\"new_file_blosc_bitshuffle_lz4.h5\")" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "h5file = h5py.File(\"new_file_blosc_bitshuffle_lz4.h5\", mode=\"r\")\n", "imshow(h5file[\"/compressed_data\"][()])\n", "h5file.close()" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "3.4M new_file_blosc_bitshuffle_lz4.h5 3.7M new_file_uncompressed.h5\n" ] } ], "source": [ "!ls -sh new_file*.h5" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## HDF5 compression filters" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Available through `h5py`\n", "\n", "[Compression filters provided by h5py](https://docs.h5py.org/en/stable/high/dataset.html#lossless-compression-filters):\n", "\n", "- Provided by `libhdf5`: **\"gzip\"** and eventually **\"szip\"** (optional)\n", "- Bundled with `h5py`: [**\"lzf\"**](https://confluence.hdfgroup.org/display/support/Filters#Filters-32000)\n", "\n", "Pre-compression filter: [Byte-Shuffle](https://docs.h5py.org/en/stable/high/dataset.html#shuffle-filter)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "h5file = h5py.File(\"new_file_shuffle_gzip.h5\", mode=\"w\")\n", "h5file.create_dataset(\n", " \"/compressed_data_shuffle_gzip\", data=data, shuffle=True, compression=\"gzip\")\n", "h5file.close()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Provided by `hdf5plugin`\n", "\n", "Additional compression filters provided by `hdf5plugin`: Bitshuffle, Blosc, FciDecomp, LZ4, ZFP, Zstandard.\n", "\n", "6 out of the 28 [HDF5 registered filter plugins](https://confluence.hdfgroup.org/display/support/Registered+Filter+Plugins) as of May 2022." ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "h5file = h5py.File(\"new_file_bitshuffle_lz4.h5\", mode=\"w\")\n", "h5file.create_dataset(\n", " \"/compressed_data_bitshuffle_lz4\",\n", " data=data,\n", " **hdf5plugin.Bitshuffle()\n", ")\n", "h5file.close()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### General purpose lossless compression\n", "\n", "- [Bitshuffle(nelems=0, lz4=True)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#bitshuffle) (Filter ID [32008](https://confluence.hdfgroup.org/display/support/Filters#Filters-32008)): **Bit**-Shuffle + LZ4\n", "- [LZ4(nbytes=0)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#lz4) (Filter ID [32004](https://confluence.hdfgroup.org/display/support/Filters#Filters-32004))\n", "- [Zstd(clevel=3)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#zstd) (Filter ID [32015](https://confluence.hdfgroup.org/display/support/Filters#Filters-32015))\n", "- [Blosc(cname='lz4', clevel=5, shuffle=1)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#blosc) (Filter ID [32001](https://confluence.hdfgroup.org/display/support/Filters#Filters-32001)):\n", " Based on c-blosc: A blocking, shuffling and lossless compression library.\n", " - Pre-compression shuffle: None, **Byte**-Shuffle, **Bit**-Shuffle\n", " - Compression: `blosclz`, `lz4`, `lz4hc`, `snappy` (**optional**, requires C++11), `zlib`, `zstd`" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### Equivalent filters\n", "\n", "`Blosc` includes pre-compression filters and algorithms provided by other HDF5 compression filters:\n", "\n", "- HDF5 shuffle => `Blosc(..., shuffle=Blosc.SHUFFLE)`\n", "- `Bitshuffle()` => `Blosc(\"lz4\", 5, Blosc.BITSHUFFLE)`\n", "- `LZ4()` => `Blosc(\"lz4\", 9)`\n", "- `Zstd()` => `Blosc(\"zstd\", 2)`" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### Specific compression\n", "\n", "- [FciDecomp()](http://www.silx.org/doc/hdf5plugin/latest/usage.html#fcidecomp) (Filter ID [32018](https://confluence.hdfgroup.org/display/support/Filters#Filters-32018)): Based on JPEG-LS:\n", " - **Optional**: requires C++11\n", " - Data type: `(u)int8` or `(u)int16`\n", " - Chunk shape: \"Image-like\"; 2 or 3 dimensions with at least 16 pixels and at most 65535 rows and columns and at most 4 planes for 3D datasets.\n", "- [ZFP(rate=None, precision=None, accuracy=None, reversible=False, minbits=None, maxbits=None, maxprec=None, minexp=None)](http://www.silx.org/doc/hdf5plugin/latest/usage.html#zfp) (Filter ID [32013](https://confluence.hdfgroup.org/display/support/Filters#Filters-32013)): **Lossy**\n", " - Data type: `float32`, `float64`, `(u)int32`, `(u)int64`\n", " - Chunk shape: must have at most 4 non-unity dimensions" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### A look at performances on a single use case\n", "\n", "- Machine: Intel(R) Xeon(R) Gold 6248 CPU @ 2.50GHz (40 cores)\n", "- Filesystem: /dev/shm\n", "- `hdf5plugin` built from source\n", "\n", "\n", "- Running on a single thread (with `OMP_NUM_THREADS=1`)\n", "\n", "\n", "- Diffraction tomography dataset: 100 frames from http://www.silx.org/pub/pyFAI/pyFAI_UM_2020/data_ID13/kevlar.h5\n", "- Dataset: 100x2167x2070, uint16, chunk: 2167x2070" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "![Benchmark](data:image/png;base64,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 \"Benchmark\")" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### Multithreaded filter execution\n", "\n", "Some filters can use multithreading:\n", "\n", "- Blosc:\n", " - Using a pool of threads\n", " - Disabled by default\n", " - Configurable with the `BLOSC_NTHREADS` environment variable\n", "- Bitshuffle, ZFP:\n", " - Using OpenMP\n", " - Enabled at compilation time\n", " - If enabled, configurable with `OMP_NUM_THREADS` environment variable\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Summary\n", "\n", "Having different pre-compression filters and compression algorithms at hand offer different read/write speed versus compression rate (and eventually error rate) trade-offs.\n", "\n", "Also to keep in mind availability/compatibility: `\"gzip\"` as included in `libHDF5` is the most compatible one (and also `\"lzf\"` as included in `h5py`)." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Using `hdf5plugin` filters with other applications\n", "\n", "Set the `HDF5_PLUGIN_PATH` environment variable to: `hdf5plugin.PLUGINS_PATH`" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "scrolled": true, "slideshow": { "slide_type": "-" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "HDF5_PLUGIN_PATH=/venv/ub20.04/lib/python3.8/site-packages/hdf5plugin/plugins\n", "libh5blosc.so\n", "libh5bshuf.so\n", "libh5fcidecomp.so\n", "libh5lz4.so\n", "libh5zfp.so\n", "libh5zstd.so\n" ] } ], "source": [ "%%bash\n", "export HDF5_PLUGIN_PATH=`python3 -c \"\n", "import hdf5plugin; print(hdf5plugin.PLUGINS_PATH)\"`\n", "echo \"HDF5_PLUGIN_PATH=${HDF5_PLUGIN_PATH}\"\n", "ls ${HDF5_PLUGIN_PATH}" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "-" } }, "source": [ "**Note**: Only works for reading compressed datasets, **not for writing!**" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## A word about `hdf5plugin` license\n", "\n", "The source code of `hdf5plugin` itself is licensed under the [MIT](https://github.com/silx-kit/hdf5plugin/blob/main/LICENSE) license...\n", "\n", "It also embeds the source code of the provided compression filters and libraries which are licensed under [different open-source licenses](http://www.silx.org/doc/hdf5plugin/latest/information.html#license) (Apache, BSD-2, BSD-3, MIT, Zlib...) and copyrights." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Limitations\n", "\n", "Some limitations of current HDF5 compression filters:\n", "- Compressed data accessed by \"chunks\" even if compressor uses smaller blocks\n", "- Multi-threaded access\n", "- When reading compressed data, some memory copy could be spared\n", "- Need to link filters with libhdf5\n", "- Only \"gzip\" available by default and no central repository for registered filters\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "## Comments\n", "\n", "- Direct chunk access offers a way to improve performance/flexibility, at the expense of more code on the user side\n", "\n", "- `hdf5plugin` relies on a \"hack\" to ease the installation of HDF5 compression for Python environments\n", "\n", "- Most of the compression filters provided by `hdf5plugin` are included in [blosc](https://github.com/blosc/c-blosc) (or [blosc-2](https://github.com/blosc/c-blosc2))" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "## Idea: HDF5+Blosc(2)?\n", "\n", "- Time for an upgrade of compression support in HDF5?\n", "- What about making blosc(2) available by default in libhdf5?" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Conlusion\n", "\n", "`hdf5plugin` provides additional HDF5 compression filters (namely: `Bitshuffle`, `Blosc`, `FciDecomp`, `LZ4`, `ZFP`, `Zstandard`) mainly for use with [h5py](https://docs.h5py.org/).\n", "\n", "- Packaged for [**pip**](https://pypi.org/project/hdf5plugin/) and [**conda**](https://anaconda.org/conda-forge/hdf5plugin)\n", "- Documentation: http://www.silx.org/doc/hdf5plugin/latest/\n", "- Source code repository: https://github.com/silx-kit/hdf5plugin\n", "\n", "**Credits to hdf5plugin** [**contributors**](https://github.com/silx-kit/hdf5plugin/graphs/contributors): [Thomas Vincent](https://github.com/t20100), [Armando Sole](https://github.com/vasole), [Mark Kittisopikul](https://github.com/mkitti), [\\@Florian-toll](https://github.com/Florian-toll), [Jerome Kieffer](https://github.com/kif), [\\@fpwg](https://github.com/fpwg), [\\@Anthchirp](https://github.com/Anthchirp), [\\@mobiusklein](https://github.com/mobiusklein), [\\@junyuewang](https://github.com/junyuewang)\n", "**and to all contributors of embedded libraries.**\n", "\n", "Partially funded by the [PaNOSC](https://www.panosc.eu/) EU-project.\n", "\n", " This project has received funding from the European Union’s Horizon 2020 research and innovation programme under grant agreement No. 823852." ] }, { "cell_type": "markdown", "metadata": { "nbsphinx": "hidden", "slideshow": { "slide_type": "subslide" } }, "source": [ "# Thanks for your attention! Questions?" ] } ], "metadata": { "celltoolbar": "Slideshow", "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.8.10" }, "nbsphinx": { "orphan": true }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, "toc_window_display": false }, "varInspector": { "cols": { "lenName": 16, "lenType": 16, "lenVar": 40 }, "kernels_config": { "python": { "delete_cmd_postfix": "", "delete_cmd_prefix": "del ", "library": "var_list.py", "varRefreshCmd": "print(var_dic_list())" }, "r": { "delete_cmd_postfix": ") ", "delete_cmd_prefix": "rm(", "library": "var_list.r", "varRefreshCmd": "cat(var_dic_list()) " } }, "types_to_exclude": [ "module", "function", "builtin_function_or_method", "instance", "_Feature" ], "window_display": false } }, "nbformat": 4, "nbformat_minor": 4 } python-hdf5plugin-4.0.1/doc/index.rst000066400000000000000000000023751434406473700175310ustar00rootroot00000000000000hdf5plugin ========== *hdf5plugin* provides `HDF5 compression filters `_ (namely: Blosc, BitShuffle, BZip2, FciDecomp, LZ4, SZ, Zfp, ZStd) and makes them usable from `h5py `_. * Supported operating systems: Linux, Windows, macOS. * Supported versions of Python: >= 3.7 * Supported architectures: All. Specific optimizations are available for *x86* family and *ppc64le*. *hdf5plugin* provides a generic way to enable the use of the provided HDF5 compression filters with `h5py` that can be installed via `pip` or `conda`. Alternatives to install HDF5 compression filters are: system-wide installation on Linux or other conda packages: `blosc-hdf5-plugin `_, `hdf5-lz4 `_. :doc:`install` How-to install *hdf5plugin* :doc:`usage` How-to use *hdf5plugin* :doc:`information` Releases, changelog, repository, license :doc:`contribute` How-to contribute to *hdf5plugin* .. toctree:: :hidden: install.rst usage.rst information.rst contribute.rst changelog.rst Indices and tables ================== * :ref:`genindex` * :ref:`modindex` * :ref:`search` python-hdf5plugin-4.0.1/doc/information.rst000066400000000000000000000144331434406473700207450ustar00rootroot00000000000000===================== Project information ===================== Releases -------- Source code and pre-built binaries (aka Python wheels) for Windows, MacOS and ManyLinux are available at the following places: - `Wheels and source code on PyPi `_ - `Packages on conda-forge `_ For the history of modifications, see the :doc:`changelog`. Project resources ----------------- - `Source repository `_ - `Issue tracker `_ - Continuous integration: *hdf5plugin* is continuously tested on all three major operating systems: - Linux, MacOS, Windows: `GitHub Actions `_ - Windows: `AppVeyor `_ - `Weekly builds `_ `hdf5plugin` can be cited with its `Zenodo DOI `_. Presentations ------------- * :doc:`Presentation ` at the `European HDF Users Group (HUG) Meeting 2022 `_: - :doc:`Presentation material ` (:download:`Notebook `), `Video `_ * :doc:`Presentation ` at the `European HDF Users Group (HUG) Summer 2021 `_: - :doc:`Presentation material ` (:download:`Notebook `), `Video `_ HDF5 filters and compression libraries -------------------------------------- HDF5 compression filters and compression libraries sources were obtained from: * **LZ4 plugin** (commit `d48f960 `_) and **lz4** (v1.9.3): https://github.com/nexusformat/HDF5-External-Filter-Plugins and https://github.com/Blosc/c-blosc/tree/9dc93b1de7c1ff6265d0ae554bd79077840849d8/internal-complibs/lz4-1.9.3 * **bitshuffle plugin** (0.4.2 + patch `PR #122 `_) and **zstd** (v1.5.2): https://github.com/kiyo-masui/bitshuffle and https://github.com/Blosc/c-blosc/tree/9dc93b1de7c1ff6265d0ae554bd79077840849d8/internal-complibs/zstd-1.5.2 * **bzip2 plugin** (from PyTables v3.7.0) and **bzip2** (v1.0.8): https://github.com/PyTables/PyTables/, https://sourceware.org/git/bzip2.git * **hdf5-blosc plugin** (v1.0.0), **c-blosc** (commit `9dc93b1 `_) and **snappy** (v1.1.9): https://github.com/Blosc/hdf5-blosc, https://github.com/Blosc/c-blosc and https://github.com/google/snappy * **FCIDECOMP plugin** (v1.0.2) and **CharLS** (1.x branch, commit `25160a4 `_): ftp://ftp.eumetsat.int/pub/OPS/out/test-data/Test-data-for-External-Users/MTG_FCI_Test-Data/FCI_Decompression_Software_V1.0.2 and https://github.com/team-charls/charls * **SZ plugin** (commit `c25805c12b3 `_), `SZ `_, `zlib `_ (v1.2.11) and `zstd `_ (v1.5.2) * **HDF5-ZFP plugin** (commit `cd5422c `_) and **zfp** (v1.0.0): https://github.com/LLNL/H5Z-ZFP and https://github.com/LLNL/zfp * **HDF5Plugin-Zstandard** (commit `d5afdb5 `_) and **zstd** (v1.5.2): https://github.com/aparamon/HDF5Plugin-Zstandard and https://github.com/Blosc/c-blosc/tree/9dc93b1de7c1ff6265d0ae554bd79077840849d8/internal-complibs/zstd-1.5.2 License ------- The source code of *hdf5plugin* itself is licensed under the MIT license. Use it at your own risk. See `LICENSE `_. The source code of the embedded HDF5 filter plugin libraries is licensed under different open-source licenses. Please read the different licenses: * bitshuffle: See `src/bitshuffle/LICENSE `_ * blosc: See `src/hdf5-blosc/LICENSES/ `_, `src/c-blosc/LICENSES/ `_ and `src/snappy/COPYING `_ * bzip2: See `src/PyTables/LICENSE.txt `_ and `src/bzip2/LICENSE `_ * lz4: See `src/LZ4/COPYING `_, `src/LZ4/LICENSE `_ and `src/c-blosc/LICENSES/LZ4.txt `_ * FCIDECOMP: See `src/fcidecomp/LICENSE `_ and `src/charls/src/License.txt `_ * SZ: See `src/SZ/copyright-and-BSD-license.txt `_ * zfp: See `src/H5Z-ZFP/LICENSE `_ and `src/zfp/LICENSE `_ * zstd: See `src/HDF5Plugin-Zstandard/LICENSE `_ The HDF5 v1.10.5 headers (and Windows .lib file) used to build the filters are stored for convenience in the repository. The license is available here: `src/hdf5/COPYING `_. python-hdf5plugin-4.0.1/doc/install.rst000066400000000000000000000050351434406473700200640ustar00rootroot00000000000000============== Installation ============== Pre-built packages ------------------ Pre-built binaries of `hdf5plugin` are available from: - `pypi `_, to install run: ``pip install hdf5plugin [--user]`` - `conda-forge `_, to install run: ``conda install -c conda-forge hdf5plugin`` To maximize compatibility, those binaries are built without optimization options (such as `AVX2`_ and `OpenMP`_). `Installation from source`_ can achieve better performances than pre-built binaries. Installation from source ------------------------ The build process enables compilation optimizations that are supported by the host machine. To install from source and recompile the HDF5 plugins, run:: pip install hdf5plugin --no-binary hdf5plugin [--user] To override the defaults that are probed from the machine, it is possible to specify build options by setting environment variables, for example: - ``HDF5PLUGIN_OPENMP=False pip install hdf5plugin --no-binary hdf5plugin`` - From the source directory: ``HDF5PLUGIN_OPENMP=False pip install .`` Available options ................. .. list-table:: :widths: 1 4 :header-rows: 1 * - Environment variable - Description * - ``HDF5PLUGIN_HDF5_DIR`` - Custom path to HDF5 (as in h5py). * - ``HDF5PLUGIN_OPENMP`` - Whether or not to compile with `OpenMP`_. Default: True if probed (always False on macOS). * - ``HDF5PLUGIN_NATIVE`` - True to compile specifically for the host, False for generic support (For unix compilers only). Default: True on supported architectures, False otherwise * - ``HDF5PLUGIN_SSE2`` - Whether or not to compile with `SSE2`_ support. Default: True on ppc64le and when probed on x86, False otherwise * - ``HDF5PLUGIN_AVX2`` - Whether or not to compile with `AVX2`_ support. avx2=True requires sse2=True. Default: True on x86 when probed, False otherwise * - ``HDF5PLUGIN_BMI2`` - Whether or not to compile Zstandard with `BMI2`_ support if available. Default: True on Linux and MacOS, False otherwise * - ``HDF5PLUGIN_CPP11`` - Whether or not to compile C++11 code if available. Default: True if probed. Note: Boolean options are passed as ``True`` or ``False``. .. _AVX2: https://en.wikipedia.org/wiki/Advanced_Vector_Extensions#Advanced_Vector_Extensions_2 .. _BMI2: https://en.wikipedia.org/wiki/X86_Bit_manipulation_instruction_set .. _SSE2: https://en.wikipedia.org/wiki/SSE2 .. _OpenMP: https://www.openmp.org/ python-hdf5plugin-4.0.1/doc/make.bat000066400000000000000000000013701434406473700172670ustar00rootroot00000000000000@ECHO OFF pushd %~dp0 REM Command file for Sphinx documentation if "%SPHINXBUILD%" == "" ( set SPHINXBUILD=sphinx-build ) set SOURCEDIR=. set BUILDDIR=_build if "%1" == "" goto help %SPHINXBUILD% >NUL 2>NUL if errorlevel 9009 ( echo. echo.The 'sphinx-build' command was not found. Make sure you have Sphinx echo.installed, then set the SPHINXBUILD environment variable to point echo.to the full path of the 'sphinx-build' executable. Alternatively you echo.may add the Sphinx directory to PATH. echo. echo.If you don't have Sphinx installed, grab it from echo.http://sphinx-doc.org/ exit /b 1 ) %SPHINXBUILD% -M %1 %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% goto end :help %SPHINXBUILD% -M help %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% :end popd python-hdf5plugin-4.0.1/doc/usage.rst000066400000000000000000000076701434406473700175310ustar00rootroot00000000000000======= Usage ======= .. currentmodule:: hdf5plugin ``hdf5plugin`` allows using additional HDF5 compression filters with `h5py`_ for reading and writing compressed datasets. Read compressed datasets ++++++++++++++++++++++++ In order to read compressed dataset with `h5py`_, use: .. code-block:: python import hdf5plugin It registers ``hdf5plugin`` supported compression filters with the HDF5 library used by `h5py`_. Hence, HDF5 compressed datasets can be read as any other dataset (see `h5py documentation `_). Write compressed datasets +++++++++++++++++++++++++ As for reading compressed datasets, ``import hdf5plugin`` is required to enable the supported compression filters. To create a compressed dataset use `h5py.Group.create_dataset`_ and set the ``compression`` and ``compression_opts`` arguments. ``hdf5plugin`` provides helpers to prepare those compression options: `Bitshuffle`_, `Blosc`_, `BZip2`_, `FciDecomp`_, `LZ4`_, `SZ`_, `Zfp`_, `Zstd`_. Sample code: .. code-block:: python import numpy import h5py import hdf5plugin # Compression f = h5py.File('test.h5', 'w') f.create_dataset('data', data=numpy.arange(100), **hdf5plugin.LZ4()) f.close() # Decompression f = h5py.File('test.h5', 'r') data = f['data'][()] f.close() Relevant `h5py`_ documentation: `Filter pipeline `_ and `Chunked Storage `_. Bitshuffle ========== .. autoclass:: Bitshuffle :members: :undoc-members: Blosc ===== .. autoclass:: Blosc :members: :undoc-members: BZip2 ===== .. autoclass:: BZip2 :members: :undoc-members: FciDecomp ========= .. autoclass:: FciDecomp :members: :undoc-members: LZ4 === .. autoclass:: LZ4 :members: :undoc-members: SZ == .. autoclass:: SZ :members: :undoc-members: Zfp === .. autoclass:: Zfp :members: :undoc-members: Zstd ==== .. autoclass:: Zstd :members: :undoc-members: Get information about hdf5plugin ++++++++++++++++++++++++++++++++ Constants: .. py:data:: PLUGIN_PATH Directory where the provided HDF5 filter plugins are stored. Functions: .. autofunction:: get_filters .. autofunction:: get_config Manage registered filters +++++++++++++++++++++++++ When imported, `hdf5plugin` initialises and registers the filters it embeds if there is no already registered filters for the corresponding filter IDs. `h5py`_ gives access to HDF5 functions handling registered filters in `h5py.h5z`_. This module allows checking the filter availability and registering/unregistering filters. `hdf5plugin` provides an extra `register` function to register the filters it provides, e.g., to override an already loaded filters. Registering with this function is required to perform additional initialisation and enable writing compressed data with the given filter. .. autofunction:: register Use HDF5 filters in other applications ++++++++++++++++++++++++++++++++++++++ Non `h5py`_ or non-Python users can also benefit from the supplied HDF5 compression filters for reading compressed datasets by setting the ``HDF5_PLUGIN_PATH`` environment variable the value of ``hdf5plugin.PLUGIN_PATH``, which can be retrieved from the command line with:: python -c "import hdf5plugin; print(hdf5plugin.PLUGIN_PATH)" For instance:: export HDF5_PLUGIN_PATH=$(python -c "import hdf5plugin; print(hdf5plugin.PLUGIN_PATH)") should allow MatLab or IDL users to read data compressed using the supported plugins. Setting the ``HDF5_PLUGIN_PATH`` environment variable allows already existing programs or Python code to read compressed data without any modification. .. _h5py: https://www.h5py.org .. _h5py.h5z: https://github.com/h5py/h5py/blob/master/h5py/h5z.pyx .. _h5py.Group.create_dataset: https://docs.h5py.org/en/stable/high/group.html#h5py.Group.create_dataset python-hdf5plugin-4.0.1/package/000077500000000000000000000000001434406473700165075ustar00rootroot00000000000000python-hdf5plugin-4.0.1/package/debian10/000077500000000000000000000000001434406473700200725ustar00rootroot00000000000000python-hdf5plugin-4.0.1/package/debian10/changelog000066400000000000000000000002621434406473700217440ustar00rootroot00000000000000hdf5plugin (2.3.1-1) unstable; urgency=low * source package automatically created by stdeb 0.9.0 -- Thomas Vincent Wed, 16 Sep 2020 13:45:10 +0200 python-hdf5plugin-4.0.1/package/debian10/compat000066400000000000000000000000031434406473700212710ustar00rootroot0000000000000010 python-hdf5plugin-4.0.1/package/debian10/control000066400000000000000000000040251434406473700214760ustar00rootroot00000000000000Source: hdf5plugin Maintainer: Thomas Vincent Section: python Priority: optional Build-Depends: debhelper (>= 10), dh-python, libgomp1, python3-all-dev, python3-h5py, python3-setuptools Standards-Version: 4.1.3 Homepage: https://github.com/silx-kit/hdf5plugin Package: python3-hdf5plugin Architecture: any Depends: ${misc:Depends}, ${python3:Depends}, ${shlibs:Depends}, python3-h5py, libgomp1 Description: HDF5 Plugins for windows,MacOS and linux hdf5plugin ========== . This module provides `HDF5 compression filters `_ (namely: blosc, bitshuffle, bzip2,FCIDECOMP, lz4, ZFP, zstd) and registers them to the HDF5 library used by `h5py `_. . * Supported operating systems: Linux, Windows, macOS. * Supported versions of Python: >= 3.7 . `hdf5plugin` provides a generic way to enable the use of the provided HDF5 compression filters with `h5py` that can be installed via `pip` or `conda`. . Alternatives to install HDF5 compression filters are: system-wide installation on Linux or other conda packages: `blosc-hdf5-plugin `_, `hdf5-lz4 `_. . The HDF5 plugin sources were obtained from: . * LZ4 plugin (v0.1.0): https://github.com/nexusformat/HDF5-External-Filter-Plugins * bitshuffle plugin (0.3.5): https://github.com/kiyo-masui/bitshuffle * hdf5-blosc plugin (v1.0.0) and c-blosc (v1.17.0): https://github.com/Blosc/hdf5-blosc and https://github.com/Blosc/c-blosc * FCIDECOMP plugin (v1.0.2) and CharLS (branch 1.x-master SHA1 ID:25160a42fb62e71e4b0ce081f5cb3f8bb73938b5): ftp://ftp.eumetsat.int/pub/OPS/out/test-data/Test-data-for-External-Users/MTG_FCI_Test-Data/FCI_Decompression_Software_V1.0.2/ and https://github.com/team-charls/charls.git * HDF5-ZFP plugin (v1.0.1) and zfp (v0.5.5): https://github.com/LLNL/H5Z-ZFP and https://github.com/LLNL/zfp . python-hdf5plugin-4.0.1/package/debian10/rules000077500000000000000000000010211434406473700211440ustar00rootroot00000000000000#!/usr/bin/make -f # See https://wiki.debian.org/Python/Pybuild export PYBUILD_NAME=hdf5plugin # Build options export HDF5PLUGIN_NATIVE=False export HDF5PLUGIN_SSE2=True export HDF5PLUGIN_AVX2=False export HDF5PLUGIN_OPENMP=True export HDF5PLUGIN_CPP11=True %: dh $@ --with python3 --buildsystem=pybuild override_dh_auto_test: dh_auto_test -- -s custom --test-args="env PYTHONPATH={build_dir} {interpreter} -m hdf5plugin.test" dh_auto_test -- -s custom --test-args="env PYTHONPATH={build_dir} {interpreter} test/test.py" python-hdf5plugin-4.0.1/package/debian10/source/000077500000000000000000000000001434406473700213725ustar00rootroot00000000000000python-hdf5plugin-4.0.1/package/debian10/source/format000066400000000000000000000000141434406473700226000ustar00rootroot000000000000003.0 (quilt) python-hdf5plugin-4.0.1/package/debian10/source/options000066400000000000000000000000461434406473700230100ustar00rootroot00000000000000extend-diff-ignore="^[^/]+\.egg-info/"python-hdf5plugin-4.0.1/package/debian11/000077500000000000000000000000001434406473700200735ustar00rootroot00000000000000python-hdf5plugin-4.0.1/package/debian11/changelog000066400000000000000000000002621434406473700217450ustar00rootroot00000000000000hdf5plugin (2.3.1-1) unstable; urgency=low * source package automatically created by stdeb 0.9.0 -- Thomas Vincent Wed, 16 Sep 2020 13:45:10 +0200 python-hdf5plugin-4.0.1/package/debian11/control000066400000000000000000000040331434406473700214760ustar00rootroot00000000000000Source: hdf5plugin Maintainer: Thomas Vincent Section: python Priority: optional Build-Depends: debhelper-compat (= 12), dh-python, libgomp1, python3-all-dev, python3-h5py, python3-setuptools Standards-Version: 4.1.3 Homepage: https://github.com/silx-kit/hdf5plugin Package: python3-hdf5plugin Architecture: any Depends: ${misc:Depends}, ${python3:Depends}, ${shlibs:Depends}, python3-h5py, libgomp1 Description: HDF5 Plugins for windows,MacOS and linux hdf5plugin ========== . This module provides `HDF5 compression filters `_ (namely: blosc, bitshuffle, bzip2,FCIDECOMP, lz4, ZFP, zstd) and registers them to the HDF5 library used by `h5py `_. . * Supported operating systems: Linux, Windows, macOS. * Supported versions of Python: >= 3.7 . `hdf5plugin` provides a generic way to enable the use of the provided HDF5 compression filters with `h5py` that can be installed via `pip` or `conda`. . Alternatives to install HDF5 compression filters are: system-wide installation on Linux or other conda packages: `blosc-hdf5-plugin `_, `hdf5-lz4 `_. . The HDF5 plugin sources were obtained from: . * LZ4 plugin (v0.1.0): https://github.com/nexusformat/HDF5-External-Filter-Plugins * bitshuffle plugin (0.3.5): https://github.com/kiyo-masui/bitshuffle * hdf5-blosc plugin (v1.0.0) and c-blosc (v1.17.0): https://github.com/Blosc/hdf5-blosc and https://github.com/Blosc/c-blosc * FCIDECOMP plugin (v1.0.2) and CharLS (branch 1.x-master SHA1 ID:25160a42fb62e71e4b0ce081f5cb3f8bb73938b5): ftp://ftp.eumetsat.int/pub/OPS/out/test-data/Test-data-for-External-Users/MTG_FCI_Test-Data/FCI_Decompression_Software_V1.0.2/ and https://github.com/team-charls/charls.git * HDF5-ZFP plugin (v1.0.1) and zfp (v0.5.5): https://github.com/LLNL/H5Z-ZFP and https://github.com/LLNL/zfp . python-hdf5plugin-4.0.1/package/debian11/rules000077500000000000000000000010211434406473700211450ustar00rootroot00000000000000#!/usr/bin/make -f # See https://wiki.debian.org/Python/Pybuild export PYBUILD_NAME=hdf5plugin # Build options export HDF5PLUGIN_NATIVE=False export HDF5PLUGIN_SSE2=True export HDF5PLUGIN_AVX2=False export HDF5PLUGIN_OPENMP=True export HDF5PLUGIN_CPP11=True %: dh $@ --with python3 --buildsystem=pybuild override_dh_auto_test: dh_auto_test -- -s custom --test-args="env PYTHONPATH={build_dir} {interpreter} -m hdf5plugin.test" dh_auto_test -- -s custom --test-args="env PYTHONPATH={build_dir} {interpreter} test/test.py" python-hdf5plugin-4.0.1/package/debian11/source/000077500000000000000000000000001434406473700213735ustar00rootroot00000000000000python-hdf5plugin-4.0.1/package/debian11/source/format000066400000000000000000000000141434406473700226010ustar00rootroot000000000000003.0 (quilt) python-hdf5plugin-4.0.1/package/debian11/source/options000066400000000000000000000000461434406473700230110ustar00rootroot00000000000000extend-diff-ignore="^[^/]+\.egg-info/"python-hdf5plugin-4.0.1/pyproject.toml000066400000000000000000000001571434406473700200330ustar00rootroot00000000000000[build-system] requires = ["py-cpuinfo==8.0.0", "setuptools", "wheel"] build-backend = "setuptools.build_meta" python-hdf5plugin-4.0.1/requirements.txt000066400000000000000000000001041434406473700203730ustar00rootroot00000000000000py-cpuinfo==8.0.0 setuptools sphinx sphinx_rtd_theme nbsphinx wheel python-hdf5plugin-4.0.1/setup.py000066400000000000000000001115321434406473700166310ustar00rootroot00000000000000# coding: utf-8 # /*########################################################################## # # Copyright (c) 2016-2021 European Synchrotron Radiation Facility # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal # in the Software without restriction, including without limitation the rights # to use, copy, modify, merge, publish, distribute, sublicense, and/or sell # copies of the Software, and to permit persons to whom the Software is # furnished to do so, subject to the following conditions: # # The above copyright notice and this permission notice shall be included in # all copies or substantial portions of the Software. # # THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR # IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, # FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE # AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER # LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN # THE SOFTWARE. # # ###########################################################################*/ __authors__ = ["V.A. Sole", "T. Vincent"] __license__ = "MIT" __date__ = "15/12/2020" from glob import glob import logging import os import sys import tempfile import platform from setuptools import setup, Extension from setuptools.command.build_ext import build_ext from setuptools.command.sdist import sdist from setuptools.command.build_py import build_py from setuptools.command.build_clib import build_clib from distutils.command.build import build from distutils import ccompiler, errors, sysconfig logging.basicConfig(level=logging.INFO) logger = logging.getLogger(__name__) try: import cpuinfo except ImportError as e: raise e except Exception: # cpuinfo raises Exception for unsupported architectures logger.warning("Architecture is not supported by cpuinfo") cpuinfo = None try: # Embedded copy of cpuinfo from cpuinfo import _parse_arch as cpuinfo_parse_arch except Exception: try: # Installed version of cpuinfo (when installing with pip) from cpuinfo.cpuinfo import _parse_arch as cpuinfo_parse_arch except Exception: cpuinfo_parse_arch = None # Patch bdist_wheel try: from wheel.bdist_wheel import bdist_wheel except ImportError: BDistWheel = None else: from pkg_resources import parse_version import wheel from wheel.bdist_wheel import get_platform class BDistWheel(bdist_wheel): """Override bdist_wheel to handle as pure python package""" def finalize_options(self): if parse_version(wheel.__version__) >= parse_version('0.34.0'): self.plat_name = get_platform(self.bdist_dir) else: self.plat_name = get_platform() bdist_wheel.finalize_options(self) def get_tag(self): """Override the python and abi tag generation""" return self.python_tag, "none", bdist_wheel.get_tag(self)[-1] # Probe host capabilities and manage build config def check_compile_flags(compiler, *flags, extension='.c'): """Try to compile an empty file to check for compiler args :param distutils.ccompiler.CCompiler compiler: The compiler to use :param flags: Flags argument to pass to compiler :param str extension: Source file extension (default: '.c') :returns: Whether or not compilation was successful :rtype: bool """ with tempfile.TemporaryDirectory() as tmp_dir: # Create empty source file tmp_file = os.path.join(tmp_dir, 'source' + extension) with open(tmp_file, 'w') as f: f.write('int main (int argc, char **argv) { return 0; }\n') try: compiler.compile([tmp_file], output_dir=tmp_dir, extra_postargs=list(flags)) except errors.CompileError: return False else: return True def has_cpu_flag(flag: str) -> bool: """Is given flag available on the current (x86) CPU""" if cpuinfo is None: logger.warning("Cannot get CPU flags") return False return flag in cpuinfo.get_cpu_info().get('flags', []) class HostConfig: """Probe and describe host configuration For differences in native build option across architectures, see https://gcc.gnu.org/onlinedocs/gcc/Submodel-Options.html#Submodel-Options """ def __init__(self, compiler=None): compiler = ccompiler.new_compiler(compiler, force=True) sysconfig.customize_compiler(compiler) self.__compiler = compiler # Get machine architecture description self.machine = platform.machine().lower() if cpuinfo_parse_arch is not None: self.arch = cpuinfo_parse_arch(self.machine)[0] else: self.arch = None # Set architecture specific compile args if self.arch in ('X86_32', 'X86_64', 'MIPS_64'): self.native_compile_args = ("-march=native",) elif self.arch in ('ARM_7', 'ARM_8', 'PPC_64'): self.native_compile_args = ("-mcpu=native",) else: self.native_compile_args = () if self.arch in ('X86_32', 'X86_64'): self.sse2_compile_args = ('-msse2',) # /arch:SSE2 is on by default elif self.machine == 'ppc64le': self.sse2_compile_args = ('-DNO_WARN_X86_INTRINSICS',) # P9 way to enable SSE2 else: self.sse2_compile_args = () if self.arch in ('X86_32', 'X86_64'): self.avx2_compile_args = ('-mavx2', '/arch:AVX2') else: self.avx2_compile_args = () def get_shared_lib_extension(self) -> str: """Returns shared library file extension""" if sys.platform.startswith('win'): return '.dll' elif sys.platform.startswith('linux'): return '.so' elif sys.platform.startswith('darwin'): return '.dylib' else: # Return same value as used by build_ext.get_ext_filename return sysconfig.get_config_var('EXT_SUFFIX') def has_cpp11(self) -> bool: """Check C++11 availability on host""" if self.__compiler.compiler_type == 'msvc': return sys.version_info[:2] >= (3, 5) return check_compile_flags(self.__compiler, '-std=c++11', extension='.cc') def has_sse2(self) -> bool: """Check SSE2 availability on host""" if self.arch in ('X86_32', 'X86_64'): if not has_cpu_flag('sse2'): return False # SSE2 not available on host return self.__compiler.compiler_type == "msvc" or check_compile_flags( self.__compiler, "-msse2" ) if self.machine == 'ppc64le': return True return False # Disabled by default def has_avx2(self) -> bool: """Check AVX2 availability on host""" if self.arch in ('X86_32', 'X86_64'): if not has_cpu_flag('avx2'): return False # AVX2 not available on host if self.__compiler.compiler_type == 'msvc': return sys.version_info[:2] >= (3, 5) return check_compile_flags(self.__compiler, '-mavx2') return False # Disabled by default def has_openmp(self) -> bool: """Check OpenMP availability on host""" if sys.platform.startswith('darwin'): return False prefix = '/' if self.__compiler.compiler_type == 'msvc' else '-f' return check_compile_flags(self.__compiler, prefix + 'openmp') def has_native(self) -> bool: """Returns native build option availability on host""" if len(self.native_compile_args) > 0: return check_compile_flags(self.__compiler, *self.native_compile_args) return False class BuildConfig: """Describe build configuration""" def __init__( self, config_file: str, compiler=None, hdf5_dir=None, use_cpp11=None, use_sse2=None, use_avx2=None, use_openmp=None, use_native=None, ): self.__config_file = str(config_file) host_config = HostConfig(compiler) self.__filter_file_extension = host_config.get_shared_lib_extension() # Build option priority order: 1. command line, 2. env. var., 3. probed values if hdf5_dir is None: hdf5_dir = os.environ.get("HDF5PLUGIN_HDF5_DIR", None) self.__hdf5_dir = hdf5_dir if use_cpp11 is None: env_cpp11 = os.environ.get("HDF5PLUGIN_CPP11", None) use_cpp11 = host_config.has_cpp11() if env_cpp11 is None else env_cpp11 == "True" self.__use_cpp11 = bool(use_cpp11) if use_sse2 is None: env_sse2 = os.environ.get("HDF5PLUGIN_SSE2", None) use_sse2 = host_config.has_sse2() if env_sse2 is None else env_sse2 == "True" if use_avx2 is None: env_avx2 = os.environ.get("HDF5PLUGIN_AVX2", None) use_avx2 = host_config.has_avx2() if env_avx2 is None else env_avx2 == "True" if use_avx2 and not use_sse2: logger.error( "use_avx2=True disabled: incompatible with use_sse2=False") use_avx2 = False self.__use_sse2 = bool(use_sse2) self.__use_avx2 = bool(use_avx2) if use_openmp is None: env_openmp = os.environ.get("HDF5PLUGIN_OPENMP", None) use_openmp = host_config.has_openmp() if env_openmp is None else env_openmp == "True" self.__use_openmp = bool(use_openmp) if use_native is None: env_native = os.environ.get("HDF5PLUGIN_NATIVE", None) use_native = host_config.has_native() if env_native is None else env_native == "True" self.__use_native = bool(use_native) # Gather used compile args compile_args = [] if self.__use_sse2: compile_args.extend(host_config.sse2_compile_args) if self.__use_avx2: compile_args.extend(host_config.avx2_compile_args) if self.__use_native: compile_args.extend(host_config.native_compile_args) self.__compile_args = tuple(compile_args) self.embedded_filters = [] hdf5_dir = property(lambda self: self.__hdf5_dir) filter_file_extension = property(lambda self: self.__filter_file_extension) use_cpp11 = property(lambda self: self.__use_cpp11) use_sse2 = property(lambda self: self.__use_sse2) use_avx2 = property(lambda self: self.__use_avx2) use_openmp = property(lambda self: self.__use_openmp) use_native = property(lambda self: self.__use_native) compile_args = property(lambda self: self.__compile_args) CONFIG_PY_TEMPLATE = """from collections import namedtuple HDF5PluginBuildConfig = namedtuple('HDF5PluginBuildConfig', {field_names}) build_config = HDF5PluginBuildConfig(**{config}) """ def get_config_string(self): build_config = { 'openmp': self.use_openmp, 'native': self.use_native, 'sse2': self.use_sse2, 'avx2': self.use_avx2, 'cpp11': self.use_cpp11, 'filter_file_extension': self.filter_file_extension, 'embedded_filters': tuple(sorted(set(self.embedded_filters))), } return self.CONFIG_PY_TEMPLATE.format( field_names=tuple(build_config.keys()), config=str(build_config) ) def has_config_changed(self) -> bool: """Returns whether config file needs to be changed or not.""" try: with open(self.__config_file, 'r') as f: return f.read() != self.get_config_string() except: # noqa pass return True def save_config(self) -> None: """Save config as a dict in a python file""" with open(self.__config_file, 'w') as f: f.write(self.get_config_string()) # Plugins class Build(build): """Build command with extra options used by PluginBuildExt""" user_options = [ ('hdf5=', None, "Deprecated, use HDF5PLUGIN_HDF5_DIR environment variable"), ('openmp=', None, "Deprecated, use HDF5PLUGIN_OPENMP environment variable"), ('native=', None, "Deprecated, use HDF5PLUGIN_NATIVE environment variable"), ('sse2=', None, "Deprecated, use HDF5PLUGIN_SSE2 environment variable"), ('avx2=', None, "Deprecated, use HDF5PLUGIN_AVX2 environment variable"), ('cpp11=', None, "Deprecated, use HDF5PLUGIN_CPP11 environment variable"), ] user_options.extend(build.user_options) boolean_options = build.boolean_options + ['openmp', 'native', 'sse2', 'avx2', 'cpp11'] def initialize_options(self): build.initialize_options(self) self.hdf5 = None self.cpp11 = None self.openmp = None self.native = None self.sse2 = None self.avx2 = None def finalize_options(self): build.finalize_options(self) for argument in ('hdf5', 'cpp11', 'openmp', 'native', 'sse2', 'avx2'): if getattr(self, argument) is not None: logger.warning( "--%s Deprecation warning: " "use HDF5PLUGIN_%s environement variable.", argument, "HDF5_DIR" if argument == "hdf5" else argument.upper()) self.hdf5plugin_config = BuildConfig( config_file=os.path.join(self.build_lib, PROJECT, '_config.py'), compiler=self.compiler, hdf5_dir=self.hdf5, use_cpp11=self.cpp11, use_sse2=self.sse2, use_avx2=self.avx2, use_openmp=self.openmp, use_native=self.native, ) if not self.hdf5plugin_config.use_cpp11: # Filter out C++11 libraries self.distribution.libraries = [ (name, info) for name, info in self.distribution.libraries if '-std=c++11' not in info.get('cflags', [])] # Filter out C++11-only extensions self.distribution.ext_modules = [ ext for ext in self.distribution.ext_modules if not (isinstance(ext, HDF5PluginExtension) and ext.cpp11_required)] self.hdf5plugin_config.embedded_filters = [ ext.hdf5_plugin_name for ext in self.distribution.ext_modules if isinstance(ext, HDF5PluginExtension) ] logger.info("Build configuration: %s", self.hdf5plugin_config.get_config_string()) def has_config_changed(self): """Check if configuration file has changed""" if not self.hdf5plugin_config.has_config_changed(): logger.info("Build configuration didn't changed") return False logger.info('Build configuration has changed') clean_cmd = self.distribution.get_command_obj('clean') clean_cmd.all = True return True # Add clean to sub-commands sub_commands = [('clean', has_config_changed)] + build.sub_commands class BuildPy(build_py): """build_py command also writing hdf5plugin._config""" def run(self): super().run() build_cmd = self.distribution.get_command_obj("build") build_cmd.hdf5plugin_config.save_config() class BuildCLib(build_clib): """build_clib command adding/patching compile args""" def build_libraries(self, libraries): updated_libraries = [] for (lib_name, build_info) in libraries: cflags = list(build_info.get('cflags', [])) # Add flags from build config that corresponds to the compiler config = self.distribution.get_command_obj("build").hdf5plugin_config prefix = '/' if self.compiler.compiler_type == 'msvc' else '-' cflags.extend( [f for f in config.compile_args if f.startswith(prefix)]) build_info['cflags'] = cflags updated_libraries.append((lib_name, build_info)) super().build_libraries(updated_libraries) class PluginBuildExt(build_ext): """Build extension command for DLLs that are not Python modules It also handles extra compile arguments depending on the build options. """ def get_export_symbols(self, ext): """Overridden to remove PyInit_* export""" return ext.export_symbols def get_ext_filename(self, ext_name): """Overridden to use .dll as file extension""" config = self.distribution.get_command_obj("build").hdf5plugin_config return os.path.join(*ext_name.split('.')) + config.filter_file_extension def build_extensions(self): """Overridden to tune extensions. - check for OpenMP, SSE2, AVX2 availability - select compile args for MSVC and others - Set hdf5 directory """ config = self.distribution.get_command_obj("build").hdf5plugin_config for e in self.extensions: if isinstance(e, HDF5PluginExtension): e.set_hdf5_dir(config.hdf5_dir) e.extra_compile_args.extend(config.compile_args) if config.use_cpp11: for name, value in e.cpp11.items(): attribute = getattr(e, name) attribute += value if config.use_sse2: for name, value in e.sse2.items(): attribute = getattr(e, name) attribute += value if config.use_avx2: for name, value in e.avx2.items(): attribute = getattr(e, name) attribute += value if not config.use_openmp: # Remove OpenMP flags e.extra_compile_args = [ arg for arg in e.extra_compile_args if not arg.endswith('openmp')] e.extra_link_args = [ arg for arg in e.extra_link_args if not arg.endswith('openmp')] # Remove flags that do not correspond to compiler prefix = '/' if self.compiler.compiler_type == 'msvc' else '-' e.extra_compile_args = [ arg for arg in e.extra_compile_args if arg.startswith(prefix)] e.extra_link_args = [ arg for arg in e.extra_link_args if arg.startswith(prefix)] build_ext.build_extensions(self) class HDF5PluginExtension(Extension): """Extension adding specific things to build a HDF5 plugin""" def __init__(self, name, sse2=None, avx2=None, cpp11=None, cpp11_required=False, **kwargs): Extension.__init__(self, name, **kwargs) if sys.platform.startswith('win'): self.sources.append(os.path.join('src', 'register_win32.c')) self.export_symbols.append('register_filter') self.define_macros.append(('H5_BUILT_AS_DYNAMIC_LIB', None)) self.libraries.append('hdf5') else: self.sources.append(os.path.join('src', 'hdf5_dl.c')) self.export_symbols.append('init_filter') self.define_macros.append(('H5_USE_18_API', None)) self.sse2 = sse2 if sse2 is not None else {} self.avx2 = avx2 if avx2 is not None else {} self.cpp11 = cpp11 if cpp11 is not None else {} self.cpp11_required = cpp11_required def set_hdf5_dir(self, hdf5_dir=None): """Set the HDF5 installation directory to use to build the plugins. It should contains an "include" subfolder containing the HDF5 headers, and on Windows a "lib" subfolder containing the hdf5.lib file. :param Union[str,None] hdf5_dir: """ if hdf5_dir is None: hdf5_dir = os.path.join('src', 'hdf5') # Add folder containing H5pubconf.h if sys.platform.startswith('win'): folder = 'windows' else: folder = 'darwin' if sys.platform.startswith('darwin') else 'linux' self.include_dirs.insert(0, os.path.join(hdf5_dir, 'include', folder)) if sys.platform.startswith('win'): self.library_dirs.insert(0, os.path.join(hdf5_dir, 'lib')) self.include_dirs.insert(0, os.path.join(hdf5_dir, 'include')) @property def hdf5_plugin_name(self): """Return HDF5 plugin short name""" module_name = self.name.split('.')[-1] assert module_name.startswith('libh5') return module_name[5:] # Strip libh5 def prefix(directory, files): """Add a directory as prefix to a list of files. :param str directory: Directory to add as prefix :param List[str] files: List of relative file path :rtype: List[str] """ return ['/'.join((directory, f)) for f in files] PLUGIN_LIB_DEPENDENCIES = dict() """Mapping plugin name to library name they depend on""" # blosc plugin # Plugin from https://github.com/Blosc/hdf5-blosc # c-blosc from https://github.com/Blosc/c-blosc hdf5_blosc_dir = 'src/hdf5-blosc/src/' blosc_dir = 'src/c-blosc/' # blosc sources sources = [f for f in glob(blosc_dir + 'blosc/*.c') if 'avx2' not in f and 'sse2' not in f] depends = [f for f in glob(blosc_dir + 'blosc/*.h')] include_dirs = [blosc_dir, blosc_dir + 'blosc'] define_macros = [] if platform.machine() == 'ppc64le': # SSE2 support in blosc uses x86 assembly code in shuffle sse2_kwargs = {} else: sse2_kwargs = { 'sources': [f for f in glob(blosc_dir + 'blosc/*.c') if 'sse2' in f], 'define_macros': [('SHUFFLE_SSE2_ENABLED', 1)], } avx2_kwargs = { 'sources': [f for f in glob(blosc_dir + 'blosc/*.c') if 'avx2' in f], 'define_macros': [('SHUFFLE_AVX2_ENABLED', 1)], } # compression libs # lz4 lz4_sources = glob(blosc_dir + 'internal-complibs/lz4*/*.c') lz4_depends = glob(blosc_dir + 'internal-complibs/lz4*/*.h') lz4_include_dirs = glob(blosc_dir + 'internal-complibs/lz4*') sources += lz4_sources depends += lz4_depends include_dirs += lz4_include_dirs define_macros.append(('HAVE_LZ4', 1)) # snappy snappy_dir = 'src/snappy/' snappy_lib = ('snappy', { 'sources': [ snappy_dir + 'snappy-c.cc', snappy_dir + 'snappy-sinksource.cc', snappy_dir + 'snappy-stubs-internal.cc', snappy_dir + 'snappy.cc', ], 'include_dirs': glob(snappy_dir), 'cflags': ['-std=c++11']}) cpp11_kwargs = { 'include_dirs': glob(snappy_dir), 'extra_link_args': ['-lstdc++'], 'define_macros': [('HAVE_SNAPPY', 1)], } # zlib zlib_sources = glob(blosc_dir + 'internal-complibs/zlib*/*.c') zlib_depends = glob(blosc_dir + 'internal-complibs/zlib*/*.h') zlib_include_dirs = glob(blosc_dir + 'internal-complibs/zlib*') sources += zlib_sources depends += zlib_depends include_dirs += zlib_include_dirs define_macros.append(('HAVE_ZLIB', 1)) # zstd zstd_sources = glob(blosc_dir + 'internal-complibs/zstd*/*/*.c') if os.environ.get("HDF5PLUGIN_BMI2", 'True') == 'True' and (sys.platform.startswith('linux') or sys.platform.startswith('macos')): zstd_extra_objects = glob(blosc_dir + 'internal-complibs/zstd*/*/*.S') zstd_define_macros = [] else: zstd_extra_objects = [] zstd_define_macros = [('ZSTD_DISABLE_ASM', 1)] zstd_depends = glob(blosc_dir + 'internal-complibs/zstd*/*/*.h') zstd_include_dirs = glob(blosc_dir + 'internal-complibs/zstd*') zstd_include_dirs += glob(blosc_dir + 'internal-complibs/zstd*/common') sources += zstd_sources depends += zstd_depends include_dirs += zstd_include_dirs define_macros += zstd_define_macros define_macros.append(('HAVE_ZSTD', 1)) extra_compile_args = ['-std=gnu99'] # Needed to build manylinux1 wheels extra_compile_args += ['-O3', '-ffast-math'] extra_compile_args += ['/Ox', '/fp:fast'] extra_compile_args += ['-pthread'] extra_link_args = ['-pthread'] blosc_plugin = HDF5PluginExtension( "hdf5plugin.plugins.libh5blosc", sources=sources + prefix( hdf5_blosc_dir, ['blosc_filter.c', 'blosc_plugin.c']), extra_objects=zstd_extra_objects, depends=depends + prefix( hdf5_blosc_dir, ['blosc_filter.h', 'blosc_plugin.h']), include_dirs=include_dirs + [hdf5_blosc_dir], define_macros=define_macros, extra_compile_args=extra_compile_args, extra_link_args=extra_link_args, sse2=sse2_kwargs, avx2=avx2_kwargs, cpp11=cpp11_kwargs, ) PLUGIN_LIB_DEPENDENCIES['blosc'] = 'snappy' # HDF5Plugin-Zstandard zstandard_dir = os.path.join("src", "HDF5Plugin-Zstandard") zstandard_sources = [os.path.join(zstandard_dir, 'zstd_h5plugin.c')] zstandard_sources += zstd_sources zstandard_depends = [os.path.join(zstandard_dir, 'zstd_h5plugin.h')] zstandard_depends += zstd_depends zstandard_plugin = HDF5PluginExtension( "hdf5plugin.plugins.libh5zstd", sources=zstandard_sources, extra_objects=zstd_extra_objects, depends=zstandard_depends, include_dirs=zstd_include_dirs, define_macros=zstd_define_macros, ) # bitshuffle (+lz4 or zstd) plugin # Plugins from https://github.com/kiyo-masui/bitshuffle bithsuffle_dir = 'src/bitshuffle' # Set compile args for both MSVC and others, list is stripped at build time extra_compile_args = ['-O3', '-ffast-math', '-std=c99', '-fopenmp'] extra_compile_args += ['/Ox', '/fp:fast', '/openmp'] if platform.machine() == "ppc64le": # Required on ppc64le sse2_options = {'extra_compile_args': ['-DUSESSE2']} else: sse2_options = {} extra_link_args = ['-fopenmp', '/openmp'] define_macros = [("ZSTD_SUPPORT", 1)] bithsuffle_plugin = HDF5PluginExtension( "hdf5plugin.plugins.libh5bshuf", sources=prefix(bithsuffle_dir, [ "src/bshuf_h5plugin.c", "src/bshuf_h5filter.c", "src/bitshuffle.c", "src/bitshuffle_core.c", "src/iochain.c", "lz4/lz4.c" ]) + zstd_sources, extra_objects=zstd_extra_objects, depends=prefix(bithsuffle_dir, [ "src/bitshuffle.h", "src/bitshuffle_core.h", "src/iochain.h", 'src/bshuf_h5filter.h', "lz4/lz4.h" ]) + zstd_depends, include_dirs=prefix(bithsuffle_dir, ['src/', 'lz4/']) + zstd_include_dirs, define_macros=define_macros + zstd_define_macros, extra_compile_args=extra_compile_args, extra_link_args=extra_link_args, sse2=sse2_options, ) # lz4 plugin # Source from https://github.com/nexusformat/HDF5-External-Filter-Plugins if sys.platform.startswith('darwin'): extra_compile_args = ['-Wno-error=implicit-function-declaration'] else: extra_compile_args = [] lz4_plugin = HDF5PluginExtension( "hdf5plugin.plugins.libh5lz4", sources=['src/LZ4/H5Zlz4.c', 'src/LZ4/lz4_h5plugin.c'] + lz4_sources, depends=lz4_depends, include_dirs=lz4_include_dirs, extra_compile_args=extra_compile_args, libraries=['Ws2_32'] if sys.platform.startswith('win') else [], ) # BZIP2 bzip2_dir = "src/bzip2" bzip2_sources = prefix( bzip2_dir, ["blocksort.c", "huffman.c", "crctable.c", "randtable.c", "compress.c", "decompress.c", "bzlib.c"]) bzip2_depends = glob(bzip2_dir + "/*.h") bzip2_include_dirs = [bzip2_dir] bzip2_extra_compile_args = [ "-Wall", "-Winline", "-O2", "-g", "-D_FILE_OFFSET_BITS=64" ] bzip2_plugin = HDF5PluginExtension( "hdf5plugin.plugins.libh5bzip2", sources=['src/PyTables/src/H5Zbzip2.c', 'src/H5Zbzip2_plugin.c'] + bzip2_sources, depends=['src/PyTables/src/H5Zbzip2.h'] + bzip2_depends, include_dirs=['src/PyTables/src/'] + bzip2_include_dirs, define_macros=[('HAVE_BZ2_LIB', 1)], extra_compile_args=bzip2_extra_compile_args, ) # FCIDECOMP fcidecomp_dir = 'src/fcidecomp/FCIDECOMP_V1.0.2/Software/FCIDECOMP_SOURCES' extra_compile_args = ['-O3', '-ffast-math', '-std=c99', '-fopenmp'] extra_compile_args += ['/Ox', '/fp:fast', '/openmp'] extra_link_args = ['-fopenmp', '/openmp'] fcidecomp_additional_dirs = ["fcicomp-common", "fcicomp-H5Zjpegls", "fcicomp-jpegls", ] sources = [] depends = [] include_dirs = [] for item in fcidecomp_additional_dirs: sources += glob(fcidecomp_dir + "/" + item + "/src/*.c") depends += glob(fcidecomp_dir + "/" + item + "/include/*.h") include_dirs += [fcidecomp_dir + "/" + item + "/include", "src/charls/src"] # include_dirs += ["src/hdf5"] cpp11_kwargs = { 'extra_link_args': ['-lstdc++'], } fcidecomp_plugin = HDF5PluginExtension( "hdf5plugin.plugins.libh5fcidecomp", sources=sources, depends=depends, include_dirs=include_dirs, extra_compile_args=extra_compile_args, extra_link_args=extra_link_args, # export_symbols=['init_filter'], cpp11=cpp11_kwargs, cpp11_required=True, define_macros=[('CHARLS_STATIC', 1)], ) PLUGIN_LIB_DEPENDENCIES['fcidecomp'] = 'charls' # CharLS charls_dir = "src/charls/src" charls_sources = glob(charls_dir + '/*.cpp') charls_include_dirs = [charls_dir] charls_lib = ('charls', { 'sources': charls_sources, 'include_dirs': charls_include_dirs, 'cflags': ['-std=c++11']}) cpp11_kwargs = { 'include_dirs': glob('charls_dir/src'), 'extra_link_args': ['-lstdc++'], } # H5Z-ZFP h5zfp_dir = 'src/H5Z-ZFP/src' extra_compile_args = ['-O3', '-ffast-math', '-std=c99', '-fopenmp'] extra_compile_args += ['/Ox', '/fp:fast', '/openmp'] extra_link_args = ['-fopenmp', '/openmp'] sources = glob(h5zfp_dir + "/" + "*.c") depends = glob(h5zfp_dir + "/" + "*.h") include_dirs = [h5zfp_dir + "/src", "src/zfp/include"] h5zfp_plugin = HDF5PluginExtension( "hdf5plugin.plugins.libh5zfp", sources=sources, depends=depends, include_dirs=include_dirs, extra_compile_args=extra_compile_args, extra_link_args=extra_link_args, ) PLUGIN_LIB_DEPENDENCIES['zfp'] = 'zfp' # zfp zfp_dir = os.path.join("src", "zfp") zfp_sources = glob(os.path.join(zfp_dir, 'src', '*.c')) zfp_include_dirs = [os.path.join(zfp_dir, 'include')] zfp_lib = ('zfp', { 'sources': zfp_sources, 'include_dirs': zfp_include_dirs, 'cflags': ['-DBIT_STREAM_WORD_TYPE=uint8'], }) # SZ library and its hdf5 filter sz_dir = os.path.join("src", "SZ", "sz") sz_sources = glob(os.path.join(sz_dir, "src", "*.c")) sz_include_dirs = [os.path.join(sz_dir, "include"), sz_dir] sz_include_dirs += glob('src/SZ_extra/') sz_depends = glob('src/SZ/sz/include/*.h') sz_depends += glob('src/SZ/sz/*.h') # zlib sz_sources += zlib_sources sz_include_dirs += zlib_include_dirs sz_depends += zlib_depends # zstd sz_sources += zstd_sources sz_include_dirs += zstd_include_dirs sz_depends += zstd_depends h5zsz_dir = os.path.join("src", "SZ", "hdf5-filter", "H5Z-SZ") sources = glob(h5zsz_dir + "/src/*.c") sources += sz_sources depends = glob(h5zsz_dir + "/include/*.h") depends += sz_depends include_dirs = [os.path.join(h5zsz_dir, 'include')] include_dirs += sz_include_dirs extra_compile_args = ['-O3', '-ffast-math', '-std=c99', '-fopenmp'] extra_compile_args += ['/Ox', '/fp:fast', '/openmp'] extra_link_args = ['-fopenmp', '/openmp', "-lm"] sz_plugin = HDF5PluginExtension( "hdf5plugin.plugins.libh5sz", sources=sources, depends=depends, include_dirs=include_dirs, extra_compile_args=extra_compile_args, extra_link_args=extra_link_args, define_macros=zstd_define_macros, extra_objects=zstd_extra_objects, ) def apply_filter_strip(libraries, extensions, dependencies): """Strip C libraries and extensions according to HDF5PLUGIN_STRIP env. var.""" stripped_filters = set( name.strip().lower() for name in os.environ.get('HDF5PLUGIN_STRIP', '').split(',') if name.strip() ) if 'all' in stripped_filters: return [], [] # Filter out library that won't be used because of stripped filters lib_names = set( lib_name for filter_name, lib_name in dependencies.items() if filter_name not in stripped_filters ) libraries = [ lib for lib in libraries if lib[0] in lib_names ] # Filter out stripped filters extensions = [ ext for ext in extensions if isinstance(ext, HDF5PluginExtension) and ext.hdf5_plugin_name not in stripped_filters ] return libraries, extensions libraries, extensions = apply_filter_strip( libraries=[snappy_lib, charls_lib, zfp_lib], extensions=[ bzip2_plugin, lz4_plugin, bithsuffle_plugin, blosc_plugin, fcidecomp_plugin, h5zfp_plugin, zstandard_plugin, sz_plugin, ], dependencies=PLUGIN_LIB_DEPENDENCIES, ) # setup def get_version(debian=False): """Returns current version number from _version.py file""" dirname = os.path.join( os.path.dirname(os.path.abspath(__file__)), "src", PROJECT) sys.path.insert(0, dirname) dont_write_bytecode = sys.dont_write_bytecode sys.dont_write_bytecode = True # Avoid creating __pycache__/_version.pyc import _version sys.path = sys.path[1:] sys.dont_write_bytecode = dont_write_bytecode return _version.debianversion if debian else _version.strictversion ################################################################################ # Debian source tree ################################################################################ class sdist_debian(sdist): """ Tailor made sdist for debian * remove auto-generated doc * remove cython generated .c files * remove cython generated .cpp files * remove .bat files * include .l man files """ description = "Create a source distribution for Debian (tarball, zip file, etc.)" @staticmethod def get_debian_name(): name = "%s_%s" % (PROJECT, get_version(debian=True)) return name def prune_file_list(self): sdist.prune_file_list(self) to_remove = ["doc/build", "doc/pdf", "doc/html", "pylint", "epydoc"] print("Removing files for debian") for rm in to_remove: self.filelist.exclude_pattern(pattern="*", anchor=False, prefix=rm) # this is for Cython files specifically: remove C & html files search_root = os.path.dirname(os.path.abspath(__file__)) for root, _, files in os.walk(search_root): for afile in files: if os.path.splitext(afile)[1].lower() == ".pyx": base_file = os.path.join(root, afile)[len(search_root) + 1:-4] self.filelist.exclude_pattern(pattern=base_file + ".c") self.filelist.exclude_pattern(pattern=base_file + ".cpp") self.filelist.exclude_pattern(pattern=base_file + ".html") # do not include third_party/_local files self.filelist.exclude_pattern(pattern="*", prefix="silx/third_party/_local") def make_distribution(self): self.prune_file_list() sdist.make_distribution(self) dest = self.archive_files[0] dirname, basename = os.path.split(dest) base, ext = os.path.splitext(basename) while ext in [".zip", ".tar", ".bz2", ".gz", ".Z", ".lz", ".orig"]: base, ext = os.path.splitext(base) # if ext: # dest = "".join((base, ext)) # else: # dest = base # sp = dest.split("-") # base = sp[:-1] # nr = sp[-1] debian_arch = os.path.join(dirname, self.get_debian_name() + ".orig.tar.gz") os.rename(self.archive_files[0], debian_arch) self.archive_files = [debian_arch] print("Building debian .orig.tar.gz in %s" % self.archive_files[0]) PROJECT = 'hdf5plugin' author = "ESRF - Data Analysis Unit" author_email = "silx@esrf.fr" description = "HDF5 Plugins for Windows, MacOS, and Linux" url = 'https://github.com/silx-kit/hdf5plugin' f = open("README.rst") long_description = f.read() f.close() license = "https://github.com/silx-kit/hdf5plugin/blob/master/LICENSE" classifiers = ["Development Status :: 5 - Production/Stable", "Environment :: Console", "Environment :: MacOS X", "Environment :: Win32 (MS Windows)", "Intended Audience :: Education", "Intended Audience :: Science/Research", "License :: OSI Approved :: MIT License", "License :: OSI Approved :: BSD License", "License :: OSI Approved :: zlib/libpng License", "Natural Language :: English", "Operating System :: POSIX :: Linux", "Operating System :: MacOS", "Operating System :: Microsoft :: Windows", "Programming Language :: Python :: 3", "Topic :: Software Development :: Libraries :: Python Modules", ] cmdclass = dict( build=Build, build_clib=BuildCLib, build_ext=PluginBuildExt, build_py=BuildPy, debian_src=sdist_debian) if BDistWheel is not None: cmdclass['bdist_wheel'] = BDistWheel if __name__ == "__main__": setup(name=PROJECT, version=get_version(), author=author, author_email=author_email, url=url, python_requires='>=3.7', classifiers=classifiers, description=description, long_description=long_description, license=license, packages=[PROJECT], package_dir={'': 'src'}, ext_modules=extensions, install_requires=['h5py'], setup_requires=['setuptools'], extras_require={'dev': ['sphinx', 'sphinx_rtd_theme']}, cmdclass=cmdclass, libraries=libraries, zip_safe=False, ) python-hdf5plugin-4.0.1/src/000077500000000000000000000000001434406473700157035ustar00rootroot00000000000000python-hdf5plugin-4.0.1/src/hdf5plugin/000077500000000000000000000000001434406473700177505ustar00rootroot00000000000000python-hdf5plugin-4.0.1/src/hdf5plugin/__init__.py000066400000000000000000000047631434406473700220730ustar00rootroot00000000000000# coding: utf-8 # /*########################################################################## # # Copyright (c) 2016-2022 European Synchrotron Radiation Facility # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal # in the Software without restriction, including without limitation the rights # to use, copy, modify, merge, publish, distribute, sublicense, and/or sell # copies of the Software, and to permit persons to whom the Software is # furnished to do so, subject to the following conditions: # # The above copyright notice and this permission notice shall be included in # all copies or substantial portions of the Software. # # THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR # IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, # FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE # AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER # LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN # THE SOFTWARE. # # ###########################################################################*/ """This module provides compiled shared libraries for their use as HDF5 filters under windows, MacOS and linux.""" import logging as _logging from . import _version from ._version import version, version_info # noqa from ._filters import FILTERS # noqa from ._filters import BLOSC_ID, Blosc # noqa from ._filters import BSHUF_ID, Bitshuffle # noqa from ._filters import BZIP2_ID, BZip2 # noqa from ._filters import LZ4_ID, LZ4 # noqa from ._filters import FCIDECOMP_ID, FciDecomp # noqa from ._filters import ZFP_ID, Zfp # noqa from ._filters import ZSTD_ID, Zstd # noqa from ._filters import SZ_ID, SZ # noqa from ._utils import get_config, get_filters, PLUGIN_PATH, register # noqa # Backward compatibility PLUGINS_PATH = PLUGIN_PATH def __getattr__(name): if name == "config": _logging.getLogger(__name__).warning( "hdf5plugin.config is deprecated, use get_config().build_config" ) return get_config().build_config if name in ("date", "hexversion", "strictversion"): _logging.getLogger(__name__).warning( f"hdf5plugin.{name} is deprecated" ) return getattr(_version, name) raise AttributeError(f"module {__name__} has no attribute {name}") python-hdf5plugin-4.0.1/src/hdf5plugin/_filters.py000066400000000000000000000422751434406473700221430ustar00rootroot00000000000000# coding: utf-8 # /*########################################################################## # # Copyright (c) 2016-2022 European Synchrotron Radiation Facility # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal # in the Software without restriction, including without limitation the rights # to use, copy, modify, merge, publish, distribute, sublicense, and/or sell # copies of the Software, and to permit persons to whom the Software is # furnished to do so, subject to the following conditions: # # The above copyright notice and this permission notice shall be included in # all copies or substantial portions of the Software. # # THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR # IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, # FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE # AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER # LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN # THE SOFTWARE. # # ###########################################################################*/ import logging import struct from collections.abc import Mapping import h5py from ._config import build_config logger = logging.getLogger(__name__) # IDs of provided filters BLOSC_ID = 32001 """Blosc filter ID""" BZIP2_ID = 307 """Bzip2 filter ID""" LZ4_ID = 32004 """LZ4_ID filter ID""" BSHUF_ID = 32008 """Bitshuffle filter ID""" ZFP_ID = 32013 """ZFP filter ID""" ZSTD_ID = 32015 """Zstandard filter ID""" SZ_ID = 32017 """SZ filter ID""" FCIDECOMP_ID = 32018 """FCIDECOMP filter ID""" try: _FilterRefClass = h5py.filters.FilterRefBase except AttributeError: class _FilterRefClass(Mapping): """Base class for referring to an HDF5 and describing its options Your subclass must define filter_id, and may define a filter_options tuple. """ filter_id = None filter_options = () # Mapping interface supports using instances as **kwargs for compatibility # with older versions of h5py @property def _kwargs(self): return { 'compression': self.filter_id, 'compression_opts': self.filter_options } def __hash__(self): return hash((self.filter_id, self.filter_options)) def __len__(self): return len(self._kwargs) def __iter__(self): return iter(self._kwargs) def __getitem__(self, item): return self._kwargs[item] class Bitshuffle(_FilterRefClass): """``h5py.Group.create_dataset``'s compression arguments for using bitshuffle filter. It can be passed as keyword arguments: .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset( 'bitshuffle_with_lz4', data=numpy.arange(100), **hdf5plugin.Bitshuffle(nelems=0, lz4=True)) f.close() :param int nelems: The number of elements per block. It needs to be divisible by eight (default is 0, about 8kB per block) Default: 0 (for about 8kB per block). :param str cname: `lz4` (default), `none`, `zstd` :param int clevel: Compression level, used only for `zstd` compression. Can be negative, and must be below or equal to 22 (maximum compression). Default: 3. """ filter_name = "bshuf" filter_id = BSHUF_ID __COMPRESSIONS = { 'none': 0, 'lz4': 2, 'zstd': 3, } def __init__(self, nelems=0, cname=None, clevel=3, lz4=None): nelems = int(nelems) assert nelems % 8 == 0 assert clevel <= 22 if lz4 is not None: if cname is not None: raise ValueError("Providing both cname and lz4 arguments is not supported") logger.warning( "Deprecation: hdf5plugin.Bitshuffle's lz4 argument is deprecated, " "use cname='lz4' or 'none' instead.") cname = 'lz4' if lz4 else 'none' if cname in (True, False): logger.warning( "Depreaction: hdf5plugin.Bitshuffle's boolean argument is deprecated, " "use cname='lz4' or 'none' instead.") cname = 'lz4' if cname else 'none' if cname is None: cname = 'lz4' if cname not in self.__COMPRESSIONS: raise ValueError(f"Unsupported compression: {cname}") if cname == 'zstd': self.filter_options = (nelems, self.__COMPRESSIONS[cname], clevel) else: self.filter_options = (nelems, self.__COMPRESSIONS[cname]) class Blosc(_FilterRefClass): """``h5py.Group.create_dataset``'s compression arguments for using blosc filter. It can be passed as keyword arguments: .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset( 'blosc_byte_shuffle_blosclz', data=numpy.arange(100), **hdf5plugin.Blosc(cname='blosclz', clevel=9, shuffle=hdf5plugin.Blosc.SHUFFLE)) f.close() :param str cname: `blosclz`, `lz4` (default), `lz4hc`, `zlib`, `zstd` Optional: `snappy`, depending on compilation (requires C++11). :param int clevel: Compression level from 0 (no compression) to 9 (maximum compression). Default: 5. :param int shuffle: One of: - Blosc.NOSHUFFLE (0): No shuffle - Blosc.SHUFFLE (1): byte-wise shuffle (default) - Blosc.BITSHUFFLE (2): bit-wise shuffle """ NOSHUFFLE = 0 """Flag to disable data shuffle pre-compression filter""" SHUFFLE = 1 """Flag to enable byte-wise shuffle pre-compression filter""" BITSHUFFLE = 2 """Flag to enable bit-wise shuffle pre-compression filter""" filter_name = "blosc" filter_id = BLOSC_ID __COMPRESSIONS = { 'blosclz': 0, 'lz4': 1, 'lz4hc': 2, 'snappy': 3, 'zlib': 4, 'zstd': 5, } def __init__(self, cname='lz4', clevel=5, shuffle=SHUFFLE): compression = self.__COMPRESSIONS[cname] clevel = int(clevel) assert 0 <= clevel <= 9 assert shuffle in (self.NOSHUFFLE, self.SHUFFLE, self.BITSHUFFLE) self.filter_options = (0, 0, 0, 0, clevel, shuffle, compression) class BZip2(_FilterRefClass): """``h5py.Group.create_dataset``'s compression arguments for using BZip2 filter. It can be passed as keyword arguments: .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset( 'bzip2', data=numpy.arange(100), **hdf5plugin.BZip2(blocksize=5)) f.close() :param int blocksize: Size of the blocks as a multiple of 100k """ filter_name = "bzip2" filter_id = BZIP2_ID def __init__(self, blocksize=9) -> None: blocksize = int(blocksize) assert 1 <= blocksize <= 9 self.filter_options = (blocksize,) class FciDecomp(_FilterRefClass): """``h5py.Group.create_dataset``'s compression arguments for using FciDecomp filter. It can be passed as keyword arguments: .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset( 'fcidecomp', data=numpy.arange(100), **hdf5plugin.FciDecomp()) f.close() """ filter_name = "fcidecomp" filter_id = FCIDECOMP_ID def __init__(self, *args, **kwargs): super().__init__(*args, **kwargs) if not build_config.cpp11: logger.error( "The FciDecomp filter is not available as hdf5plugin was not built with C++11.\n" "You may need to reinstall hdf5plugin with a recent version of pip, or rebuild it with a newer compiler.") class LZ4(_FilterRefClass): """``h5py.Group.create_dataset``'s compression arguments for using lz4 filter. It can be passed as keyword arguments: .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset('lz4', data=numpy.arange(100), **hdf5plugin.LZ4(nbytes=0)) f.close() :param int nbytes: The number of bytes per block. It needs to be in the range of 0 < nbytes < 2113929216 (1,9GB). Default: 0 (for 1GB per block). """ filter_name = "lz4" filter_id = LZ4_ID def __init__(self, nbytes=0): nbytes = int(nbytes) assert 0 <= nbytes <= 0x7E000000 self.filter_options = (nbytes,) class Zfp(_FilterRefClass): """``h5py.Group.create_dataset``'s compression arguments for using ZFP filter. It can be passed as keyword arguments: .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset( 'zfp', data=numpy.random.random(100), **hdf5plugin.Zfp()) f.close() This filter provides different modes: - **Fixed-rate** mode: To use, set the ``rate`` argument. For details, see `zfp fixed-rate mode `_. .. code-block:: python f.create_dataset( 'zfp_fixed_rate', data=numpy.random.random(100), **hdf5plugin.Zfp(rate=10.0)) - **Fixed-precision** mode: To use, set the ``precision`` argument. For details, see `zfp fixed-precision mode `_. .. code-block:: python f.create_dataset( 'zfp_fixed_precision', data=numpy.random.random(100), **hdf5plugin.Zfp(precision=10)) - **Fixed-accuracy** mode: To use, set the ``accuracy`` argument For details, see `zfp fixed-accuracy mode `_. .. code-block:: python f.create_dataset( 'zfp_fixed_accuracy', data=numpy.random.random(100), **hdf5plugin.Zfp(accuracy=0.001)) - **Reversible** (i.e., lossless) mode: To use, set the ``reversible`` argument to True For details, see `zfp reversible mode `_. .. code-block:: python f.create_dataset( 'zfp_reversible', data=numpy.random.random(100), **hdf5plugin.Zfp(reversible=True)) - **Expert** mode: To use, set the ``minbits``, ``maxbits``, ``maxprec`` and ``minexp`` arguments. For details, see `zfp expert mode `_. .. code-block:: python f.create_dataset( 'zfp_expert', data=numpy.random.random(100), **hdf5plugin.Zfp(minbits=1, maxbits=16657, maxprec=64, minexp=-1074)) :param float rate: Use fixed-rate mode and set the number of compressed bits per value. :param float precision: Use fixed-precision mode and set the number of uncompressed bits per value. :param float accuracy: Use fixed-accuracy mode and set the absolute error tolerance. :param bool reversible: If True, it uses the reversible (i.e., lossless) mode. :param int minbits: Minimum number of compressed bits used to represent a block. :param int maxbits: Maximum number of bits used to represent a block. :param int maxprec: Maximum number of bit planes encoded. It controls the relative error. :param int minexp: Smallest absolute bit plane number encoded. It controls the absolute error. """ filter_name = "zfp" filter_id = ZFP_ID def __init__(self, rate=None, precision=None, accuracy=None, reversible=False, minbits=None, maxbits=None, maxprec=None, minexp=None): if rate is not None: rateHigh, rateLow = struct.unpack('II', struct.pack('d', float(rate))) self.filter_options = 1, 0, rateHigh, rateLow, 0, 0 logger.info("ZFP mode 1 used. H5Z_ZFP_MODE_RATE") elif precision is not None: self.filter_options = 2, 0, int(precision), 0, 0, 0 logger.info("ZFP mode 2 used. H5Z_ZFP_MODE_PRECISION") elif accuracy is not None: accuracyHigh, accuracyLow = struct.unpack( 'II', struct.pack('d', float(accuracy))) self.filter_options = 3, 0, accuracyHigh, accuracyLow, 0, 0 logger.info("ZFP mode 3 used. H5Z_ZFP_MODE_ACCURACY") elif reversible: self.filter_options = 5, 0, 0, 0, 0, 0 logger.info("ZFP mode 5 used. H5Z_ZFP_MODE_REVERSIBLE") elif minbits is not None: minbits = int(minbits) maxbits = int(maxbits) maxprec = int(maxprec) minexp = struct.unpack('I', struct.pack('i', int(minexp)))[0] self.filter_options = 4, 0, minbits, maxbits, maxprec, minexp logger.info("ZFP mode 4 used. H5Z_ZFP_MODE_EXPERT") else: logger.info("ZFP default used") logger.info(f"filter options = {self.filter_options}") class SZ(_FilterRefClass): """``h5py.Group.create_dataset``'s compression arguments for using SZ filter. It can be passed as keyword arguments: .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset( 'sz', data=numpy.random.random(100), **hdf5plugin.SZ()) f.close() This filter provides different modes: - **Absolute** mode: To use, set the ``absolute`` argument. It ensures that the resulting values will be within the provided absolute tolerance. .. code-block:: python f.create_dataset( 'sz_absolute', data=numpy.random.random(100), **hdf5plugin.SZ(absolute=0.1)) - **Relative** mode: To use, set the ``relative`` argument. It ensures that the resulting values will be within the provided relative tolerance. The tolerance will be computed by multiplying the provided argument by the range of the data values. .. code-block:: python f.create_dataset( 'sz_relative', data=numpy.random.random(100), **hdf5plugin.SZ(relative=0.01)) - **Point-wise relative** mode: To use, set the ``pointwise_relative`` argument. It ensures that each grid point of the resulting values will be within the provided relative tolerance. .. code-block:: python f.create_dataset( 'sz_pointwise_relative', data=numpy.random.random(100), **hdf5plugin.SZ(pointwise_relative=0.01)) For more details about the compressor `SZ `_. """ filter_name = "sz" filter_id = SZ_ID def __init__(self, absolute=None, relative=None, pointwise_relative=None): if (absolute, relative, pointwise_relative).count(None) < 2: raise TypeError("hdf5plugin.SZ() takes at most one not None argument") # Get SZ encoding options if absolute is not None: sz_mode = 0 elif relative is not None: sz_mode = 1 else: sz_mode = 10 if pointwise_relative is None: pointwise_relative = 1e-5 compression_opts = ( sz_mode, *self.__pack_float64(absolute or 0.), *self.__pack_float64(relative or 0.), *self.__pack_float64(pointwise_relative or 0.), *self.__pack_float64(0.), # psnr ) logger.info(f"SZ mode {sz_mode} used.") logger.info(f"filter options {compression_opts}") self.filter_options = compression_opts @staticmethod def __pack_float64(error: float) -> tuple: packed = struct.pack('>d', error) # Pack as big-endian IEEE 754 double high = struct.unpack('>I', packed[0:4])[0] # Unpack most-significant bits as unsigned int low = struct.unpack('>I', packed[4:8])[0] # Unpack least-significant bits as unsigned int return high, low class Zstd(_FilterRefClass): """``h5py.Group.create_dataset``'s compression arguments for using FciDecomp filter. It can be passed as keyword arguments: .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset( 'zstd', data=numpy.arange(100), **hdf5plugin.Zstd()) f.close() :param int clevel: Compression level from 1 (lowest compression) to 22 (maximum compression). Ultra compression extends from 20 through 22. Default: 3. .. code-block:: python f = h5py.File('test.h5', 'w') f.create_dataset( 'zstd', data=numpy.arange(100), **hdf5plugin.Zstd(clevel=22)) f.close() """ filter_name = "zstd" filter_id = ZSTD_ID def __init__(self, clevel=3): assert 1 <= clevel <= 22 self.filter_options = (clevel,) FILTER_CLASSES = Bitshuffle, Blosc, BZip2, FciDecomp, LZ4, SZ, Zfp, Zstd FILTERS = dict((cls.filter_name, cls.filter_id) for cls in FILTER_CLASSES) """Mapping of provided filter's name to their HDF5 filter ID.""" python-hdf5plugin-4.0.1/src/hdf5plugin/_utils.py000066400000000000000000000167041434406473700216310ustar00rootroot00000000000000# coding: utf-8 # /*########################################################################## # # Copyright (c) 2016-2022 European Synchrotron Radiation Facility # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal # in the Software without restriction, including without limitation the rights # to use, copy, modify, merge, publish, distribute, sublicense, and/or sell # copies of the Software, and to permit persons to whom the Software is # furnished to do so, subject to the following conditions: # # The above copyright notice and this permission notice shall be included in # all copies or substantial portions of the Software. # # THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR # IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, # FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE # AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER # LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN # THE SOFTWARE. # # ###########################################################################*/ import ctypes import glob import logging import os import sys import traceback from collections import namedtuple import h5py from ._filters import FILTER_CLASSES, FILTERS from ._config import build_config logger = logging.getLogger(__name__) PLUGIN_PATH = os.path.abspath( os.path.join(os.path.dirname(__file__), 'plugins')) """Directory where the provided HDF5 filter plugins are stored.""" def is_filter_available(name): """Returns whether filter is already registered or not. :param str name: Name of the filter (See `hdf5plugin.FILTERS`) :return: True if filter is registered, False if not and None if it cannot be checked (libhdf5 not supporting it) :rtype: Union[bool,None] """ filter_id = FILTERS[name] hdf5_version = h5py.h5.get_libversion() if hdf5_version < (1, 8, 20) or (1, 10) <= hdf5_version < (1, 10, 2): return None # h5z.filter_avail not available return h5py.h5z.filter_avail(filter_id) > 0 registered_filters = {} """Store hdf5plugin registered filters as a mapping: name: (filename, ctypes.CDLL)""" def register_filter(name): """Register a filter given its name Unregister the previously registered filter if any. :param str name: Name of the filter (See `hdf5plugin.FILTERS`) :return: True if successfully registered, False otherwise :rtype: bool """ if name not in FILTERS: raise ValueError(f"Unknown filter name: {name}") if name not in build_config.embedded_filters: logger.debug(f"{name} filter not available in this build of hdf5plugin.") return False # Unregister existing filter filter_id = FILTERS[name] is_avail = is_filter_available(name) if h5py.version.version_tuple < (2, 10) and is_avail in (True, None): logger.error( "h5py.h5z.unregister_filter is not available in this version of h5py.") return False if is_avail is True: if not h5py.h5z.unregister_filter(filter_id): logger.error(f"Failed to unregister filter {name} ({filter_id})") return False if is_avail is None: # Cannot probe filter availability try: h5py.h5z.unregister_filter(filter_id) except RuntimeError: logger.debug(f"Filter {name} ({filter_id}) not unregistered") logger.debug(traceback.format_exc()) registered_filters.pop(name, None) # Load DLL filename = glob.glob(os.path.join( PLUGIN_PATH, f"libh5{name}*{build_config.filter_file_extension}")) if len(filename): filename = filename[0] else: logger.error(f"Cannot initialize filter {name}: File not found") return False try: lib = ctypes.CDLL(filename) except OSError: logger.error(f"Failed to load filter {name}: {filename}") logger.error(traceback.format_exc()) return False if sys.platform.startswith('win'): # Use register_filter function to register filter lib.register_filter.restype = ctypes.c_int retval = lib.register_filter() else: # Use init_filter function to initialize DLL and register filter lib.init_filter.argtypes = [ctypes.c_char_p] lib.init_filter.restype = ctypes.c_int retval = lib.init_filter( bytes(h5py.h5z.__file__, encoding='utf-8')) if retval < 0: logger.error(f"Cannot initialize filter {name}: {retval}") return False logger.debug(f"Registered filter: {name} ({filename})") registered_filters[name] = filename, lib return True HDF5PluginConfig = namedtuple( 'HDF5PluginConfig', ('build_config', 'registered_filters'), ) def get_config(): """Provides information about build configuration and filters registered by hdf5plugin. """ filters = {} for name in FILTERS: info = registered_filters.get(name) if info is not None: # Registered by hdf5plugin if is_filter_available(name) in (True, None): filters[name] = info[0] elif is_filter_available(name) is True: # Registered elsewhere filters[name] = "unknown" return HDF5PluginConfig(build_config, filters) def get_filters(filters=tuple(FILTERS.keys())): """Returns selected filter classes. By default it returns all filter classes. :param Union[str,int,Tuple[Union[str,int]] filters: Filter name or ID or sequence of filter names or IDs (default: all filters). It also supports the value `"registered"` which selects currently available filters. :return: Tuple of filter classes """ if filters == "registered": filters = tuple(get_config().registered_filters.keys()) if isinstance(filters, (str, int)): filters = (filters,) filter_classes = [] for name_or_id in filters: if not isinstance(name_or_id, (str, int)): raise ValueError(f"Expected int or str, not {type(name_or_id)}") for cls in FILTER_CLASSES: if ( isinstance(name_or_id, str) and cls.filter_name == name_or_id.lower() ) or (isinstance(name_or_id, int) and cls.filter_id == name_or_id): filter_classes.append(cls) break else: raise ValueError(f"Unknown filter: {name_or_id}") return tuple(filter_classes) def register(filters=tuple(FILTERS.keys()), force=True): """Initialise and register `hdf5plugin` embedded filters given their names or IDs. :param Union[str,int,Tuple[Union[str,int]] filters: Filter name or ID or sequence of filter names or IDs. :param bool force: True to register the filter even if a corresponding one if already available. False to skip already available filters. :return: True if all filters were registered successfully, False otherwise. :rtype: bool """ filter_classes = get_filters(filters) status = True for filter_class in filter_classes: filter_name = filter_class.filter_name if not force and is_filter_available(filter_name) is True: logger.info(f"{filter_name} filter already loaded, skip it.") continue status = register_filter(filter_name) and status return status register(force=False) python-hdf5plugin-4.0.1/src/hdf5plugin/_version.py000066400000000000000000000106401434406473700221470ustar00rootroot00000000000000#!/usr/bin/env python # coding: utf-8 # /*########################################################################## # # Copyright (c) 2015-2020 European Synchrotron Radiation Facility # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal # in the Software without restriction, including without limitation the rights # to use, copy, modify, merge, publish, distribute, sublicense, and/or sell # copies of the Software, and to permit persons to whom the Software is # furnished to do so, subject to the following conditions: # # The above copyright notice and this permission notice shall be included in # all copies or substantial portions of the Software. # # THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR # IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, # FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE # AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER # LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN # THE SOFTWARE. # # ###########################################################################*/ """Unique place where the version number is defined. provides: * version = "1.2.3" or "1.2.3-beta4" * version_info = named tuple (1,2,3,"beta",4) * hexversion: 0x010203B4 * strictversion = "1.2.3b4 * debianversion = "1.2.3~beta4" * calc_hexversion: the function to transform a version_tuple into an integer This is called hexversion since it only really looks meaningful when viewed as the result of passing it to the built-in hex() function. The version_info value may be used for a more human-friendly encoding of the same information. The hexversion is a 32-bit number with the following layout: Bits (big endian order) Meaning 1-8 PY_MAJOR_VERSION (the 2 in 2.1.0a3) 9-16 PY_MINOR_VERSION (the 1 in 2.1.0a3) 17-24 PY_MICRO_VERSION (the 0 in 2.1.0a3) 25-28 PY_RELEASE_LEVEL (0xA for alpha, 0xB for beta, 0xC for release candidate and 0xF for final) 29-32 PY_RELEASE_SERIAL (the 3 in 2.1.0a3, zero for final releases) Thus 2.1.0a3 is hexversion 0x020100a3. """ from collections import namedtuple __authors__ = ["Jérôme Kieffer"] __license__ = "MIT" __copyright__ = "European Synchrotron Radiation Facility, Grenoble, France" __date__ = "15/12/2020" __status__ = "production" __docformat__ = 'restructuredtext' __all__ = ["date", "version_info", "strictversion", "hexversion", "debianversion", "calc_hexversion"] RELEASE_LEVEL_VALUE = {"dev": 0, "alpha": 10, "beta": 11, "candidate": 12, "final": 15} PRERELEASE_NORMALIZED_NAME = {"dev": "a", "alpha": "a", "beta": "b", "candidate": "rc"} MAJOR = 4 MINOR = 0 MICRO = 1 RELEV = "final" # <16 SERIAL = 0 # <16 date = __date__ _version_info = namedtuple("version_info", ["major", "minor", "micro", "releaselevel", "serial"]) version_info = _version_info(MAJOR, MINOR, MICRO, RELEV, SERIAL) strictversion = version = debianversion = "%d.%d.%d" % version_info[:3] if version_info.releaselevel != "final": _prerelease = PRERELEASE_NORMALIZED_NAME[version_info[3]] version += "-%s%s" % (_prerelease, version_info[-1]) debianversion += "~adev%i" % version_info[-1] if RELEV == "dev" else "~%s%i" % (_prerelease, version_info[-1]) strictversion += _prerelease + str(version_info[-1]) def calc_hexversion(major=0, minor=0, micro=0, releaselevel="dev", serial=0): """Calculate the hexadecimal version number from the tuple version_info: :param major: integer :param minor: integer :param micro: integer :param relev: integer or string :param serial: integer :return: integer always increasing with revision numbers """ try: releaselevel = int(releaselevel) except ValueError: releaselevel = RELEASE_LEVEL_VALUE.get(releaselevel, 0) hex_version = int(serial) hex_version |= releaselevel * 1 << 4 hex_version |= int(micro) * 1 << 8 hex_version |= int(minor) * 1 << 16 hex_version |= int(major) * 1 << 24 return hex_version hexversion = calc_hexversion(*version_info) if __name__ == "__main__": print(version) python-hdf5plugin-4.0.1/src/hdf5plugin/test.py000066400000000000000000000406671434406473700213160ustar00rootroot00000000000000# coding: utf-8 # /*########################################################################## # # Copyright (c) 2019-2022 European Synchrotron Radiation Facility # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal # in the Software without restriction, including without limitation the rights # to use, copy, modify, merge, publish, distribute, sublicense, and/or sell # copies of the Software, and to permit persons to whom the Software is # furnished to do so, subject to the following conditions: # # The above copyright notice and this permission notice shall be included in # all copies or substantial portions of the Software. # # THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR # IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, # FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE # AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER # LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN # THE SOFTWARE. # # ###########################################################################*/ """Provides tests """ import os import shutil import tempfile import unittest import numpy import h5py import hdf5plugin from hdf5plugin import _filters BUILD_CONFIG = hdf5plugin.get_config().build_config def should_test(filter_name): """Returns True if the given filter should be tested""" filter_id = hdf5plugin.FILTERS[filter_name] return filter_name in BUILD_CONFIG.embedded_filters or h5py.h5z.filter_avail(filter_id) class BaseTestHDF5PluginRW(unittest.TestCase): """Base class for testing write/read HDF5 dataset with the plugins""" @classmethod def setUpClass(cls): cls.tempdir = tempfile.mkdtemp() @classmethod def tearDownClass(cls): shutil.rmtree(cls.tempdir) def _test(self, filter_name, dtype=numpy.int32, lossless=True, compressed=True, **options): """Run test for a particular filter :param str filter_name: The name of the filter to use :param Union[None,tuple(int)] options: create_dataset's compression_opts argument :return: The tuple describing the filter """ data = numpy.ones((1000,), dtype=dtype).reshape(100, 10) filename = os.path.join(self.tempdir, "test_" + filter_name + ".h5") args = {"blosc": hdf5plugin.Blosc, "bshuf": hdf5plugin.Bitshuffle, "bzip2": hdf5plugin.BZip2, "lz4": hdf5plugin.LZ4, "fcidecomp": hdf5plugin.FciDecomp, "sz": hdf5plugin.SZ, "zfp": hdf5plugin.Zfp, "zstd": hdf5plugin.Zstd, }[filter_name](**options) # Write f = h5py.File(filename, "w") f.create_dataset("data", data=data, chunks=data.shape, **args) f.close() # Read with h5py.File(filename, "r") as f: saved = f['data'][()] plist = f['data'].id.get_create_plist() filters = [plist.get_filter(i) for i in range(plist.get_nfilters())] if h5py.version.version_tuple >= (2, 10): # Need read_direct_chunk # Read chunk raw (compressed) data chunk = f['data'].id.read_direct_chunk((0,) * data.ndim)[1] if compressed: # Check if chunk is actually compressed self.assertLess(len(chunk), data.nbytes) else: self.assertEqual(len(chunk), data.nbytes) if lossless: self.assertTrue(numpy.array_equal(saved, data)) else: self.assertTrue(numpy.allclose(saved, data)) self.assertEqual(saved.dtype, data.dtype) self.assertEqual(len(filters), 1) self.assertEqual(filters[0][0], hdf5plugin.FILTERS[filter_name]) os.remove(filename) return filters[0] class TestHDF5PluginRW(BaseTestHDF5PluginRW): """Test write/read a HDF5 file with the plugins""" @unittest.skipUnless(should_test("bshuf"), "Bitshuffle filter not available") def testDepreactedBitshuffle(self): """Write/read test with bitshuffle filter plugin""" self._test('bshuf') # Default options # Specify options for lz4 in (False, True): for dtype in (numpy.int8, numpy.int16, numpy.int32, numpy.int64): for nelems in (1024, 2048): with self.subTest(lz4=lz4, dtype=dtype, nelems=nelems): filter_ = self._test('bshuf', dtype, compressed=lz4, nelems=nelems, lz4=lz4) self.assertEqual(filter_[2][3:], (nelems, 2 if lz4 else 0)) def _get_bitshuffle_version(self): filename = os.path.join(self.tempdir, "get_bitshuffle_version.h5") with h5py.File(filename, "w", driver="core", backing_store=False) as h5f: h5f.create_dataset("data", numpy.arange(10), **hdf5plugin.Bitshuffle()) plist = h5f["data"].id.get_create_plist() assert plist.get_nfilters() == 1 filter_ = plist.get_filter(0) assert filter_[0] == hdf5plugin.BSHUF_ID return tuple(filter_[2][:2]) @unittest.skipUnless(should_test("bshuf"), "Bitshuffle filter not available") def testBitshuffle(self): """Write/read test with bitshuffle filter plugin""" self._test('bshuf') # Default options compressions = { # Compressor name: Compressor ID 'none': 0, 'lz4': 2, } if self._get_bitshuffle_version() >= (0, 4): compressions['zstd'] = 3 # Specify options for cname, compression_id in compressions.items(): for dtype in (numpy.int8, numpy.int16, numpy.int32, numpy.int64): for nelems in (1024, 2048): with self.subTest(cname=cname, dtype=dtype, nelems=nelems): filter_ = self._test('bshuf', dtype, compressed=cname != 'none', nelems=nelems, cname=cname) self.assertEqual(filter_[2][3:5], (nelems, compression_id)) @unittest.skipUnless(should_test("blosc"), "Blosc filter not available") def testBlosc(self): """Write/read test with blosc filter plugin""" self._test('blosc') # Default options # Specify options shuffles = (hdf5plugin.Blosc.NOSHUFFLE, hdf5plugin.Blosc.SHUFFLE, hdf5plugin.Blosc.BITSHUFFLE) compress = 'blosclz', 'lz4', 'lz4hc', 'snappy', 'zlib', 'zstd' for compression_id, cname in enumerate(compress): for shuffle in shuffles: for clevel in range(10): with self.subTest(compression=cname, shuffle=shuffle, clevel=clevel): if cname == 'snappy' and not BUILD_CONFIG.cpp11: self.skipTest("snappy unavailable without C++11") filter_ = self._test( 'blosc', compressed=clevel != 0, # No compression for clevel=0 cname=cname, clevel=clevel, shuffle=shuffle) self.assertEqual( filter_[2][4:], (clevel, shuffle, compression_id)) @unittest.skipUnless(should_test("bzip2"), "BZip2 filter not available") def testBZip2(self): """Write/read test with BZip2 filter plugin""" self._test('bzip2') # Default options # Specify options for blocksize in range(1, 10): with self.subTest(blocksize=blocksize): filter_ = self._test('bzip2', blocksize=blocksize) self.assertEqual(filter_[2][0], blocksize) @unittest.skipUnless(should_test("lz4"), "LZ4 filter not available") def testLZ4(self): """Write/read test with lz4 filter plugin""" self._test('lz4') # Specify options filter_ = self._test('lz4', nbytes=1024) self.assertEqual(filter_[2], (1024,)) @unittest.skipUnless(should_test("fcidecomp"), "FCIDECOMP filter not available") def testFciDecomp(self): """Write/read test with fcidecomp filter plugin""" # Test with supported datatypes for dtype in (numpy.uint8, numpy.uint16, numpy.int8, numpy.int16): with self.subTest(dtype=dtype): self._test('fcidecomp', dtype=dtype) @unittest.skipUnless(should_test("sz"), "SZ filter not available") def testSZ(self): """Write/read test with SZ filter plugin""" # TODO: Options mission tests = [{'lossless': False, 'absolute': 0.0001}, {'lossless': False, 'relative': 0.01}, ] for options in tests: for dtype in (numpy.float32, numpy.float64): with self.subTest(options=options, dtype=dtype): self._test('sz', dtype=dtype, **options) @unittest.skipUnless(should_test("zfp"), "ZFP filter not available") def testZfp(self): """Write/read test with zfp filter plugin""" tests = [ {'lossless': False}, # Default config {'lossless': False, 'rate': 10.0}, # Fixed-rate {'lossless': False, 'precision': 10}, # Fixed-precision {'lossless': False, 'accuracy': 1e-8}, # Fixed-accuracy {'lossless': True, 'reversible': True}, # Reversible # Expert: with default parameters {'lossless': False, 'minbits': 1, 'maxbits': 16657, 'maxprec': 64, 'minexp': -1074}, ] for options in tests: for dtype in (numpy.float32, numpy.float64): with self.subTest(options=options, dtype=dtype): self._test('zfp', dtype=dtype, **options) self._test('zfp', dtype=numpy.int32, reversible=True) @unittest.skipUnless(should_test("zstd"), "Zstd filter not available") def testZstd(self): """Write/read test with Zstd filter plugin""" self._test('zstd') tests = [ {'clevel': 3}, {'clevel': 22} ] for options in tests: for dtype in (numpy.float32, numpy.float64): with self.subTest(options=options, dtype=dtype): self._test('zstd', dtype=dtype, **options) class TestPackage(unittest.TestCase): """Test general features of the hdf5plugin package""" def testConstants(self): self.assertIsInstance( hdf5plugin.FILTERS, dict, ) self.assertTrue( hdf5plugin.PLUGIN_PATH.startswith( os.path.abspath(os.path.dirname(__file__)) ) ) self.assertEqual( hdf5plugin.PLUGIN_PATH, hdf5plugin.PLUGINS_PATH, ) def testGetConfig(self): """Test hdf5plugin.get_config availability""" config = hdf5plugin.get_config() self.assertIsInstance(config.build_config.openmp, bool) self.assertIsInstance(config.build_config.native, bool) self.assertIsInstance(config.build_config.sse2, bool) self.assertIsInstance(config.build_config.avx2, bool) self.assertIsInstance(config.build_config.cpp11, bool) self.assertIsInstance(config.build_config.embedded_filters, tuple) self.assertIsInstance(config.registered_filters, dict) def testDeprecatedConfig(self): """Test hdf5plugin.config availability""" config = hdf5plugin.config self.assertIsInstance(config.openmp, bool) self.assertIsInstance(config.native, bool) self.assertIsInstance(config.sse2, bool) self.assertIsInstance(config.avx2, bool) self.assertIsInstance(config.cpp11, bool) self.assertIsInstance(config.embedded_filters, tuple) def testVersion(self): """Test version information""" self.assertIsInstance(hdf5plugin.version, str) self.assertIsInstance(hdf5plugin.strictversion, str) self.assertIsInstance(hdf5plugin.hexversion, int) version_info = hdf5plugin.version_info self.assertIsInstance(version_info.major, int) self.assertIsInstance(version_info.minor, int) self.assertIsInstance(version_info.micro, int) self.assertIsInstance(version_info.releaselevel, str) self.assertIsInstance(version_info.serial, int) class TestRegisterFilter(BaseTestHDF5PluginRW): """Test usage of the register function""" def _simple_test(self, filter_name): if filter_name == 'fcidecomp': self._test('fcidecomp', dtype=numpy.uint8) elif filter_name in ('sz', 'zfp'): self._test(filter_name, dtype=numpy.float32, lossless=False) else: self._test(filter_name) @unittest.skipIf(h5py.version.version_tuple < (2, 10), "h5py<2.10: unregister_filer not available") @unittest.skipUnless(BUILD_CONFIG.embedded_filters, "No embedded filters") def test_register_single_filter_by_name(self): """Re-register embedded filters one at a time given their name""" for filter_name in BUILD_CONFIG.embedded_filters: with self.subTest(name=filter_name): status = hdf5plugin.register(filter_name, force=True) self.assertTrue(status) self._simple_test(filter_name) @unittest.skipIf(h5py.version.version_tuple < (2, 10), "h5py<2.10: unregister_filer not available") @unittest.skipUnless(BUILD_CONFIG.embedded_filters, "No embedded filters") def test_register_single_filter_by_id(self): """Re-register embedded filters one at a time given their ID""" for filter_name in BUILD_CONFIG.embedded_filters: with self.subTest(name=filter_name): filter_class = hdf5plugin.get_filters(filter_name)[0] status = hdf5plugin.register(filter_class.filter_id, force=True) self.assertTrue(status) self._simple_test(filter_name) @unittest.skipIf(h5py.version.version_tuple < (2, 10), "h5py<2.10: unregister_filer not available") @unittest.skipUnless(BUILD_CONFIG.embedded_filters, "No embedded filters") def test_register_all_filters(self): """Re-register embedded filters all at once""" hdf5plugin.register() for filter_name in BUILD_CONFIG.embedded_filters: with self.subTest(name=filter_name): self._simple_test(filter_name) class TestGetFilters(unittest.TestCase): """Test get_filters function""" def testDefault(self): """Get all filters: get_filters()""" filters = hdf5plugin.get_filters() self.assertEqual(filters, _filters.FILTER_CLASSES) def testRegistered(self): """Get registered filters: get_filters("registered")""" filters = hdf5plugin.get_filters("registered") self.assertTrue(set(filters).issubset(_filters.FILTER_CLASSES)) filter_names = set(f.filter_name for f in filters) registered_names = set(hdf5plugin.get_config().registered_filters.keys()) self.assertEqual(filter_names, registered_names) def testSelection(self): """Get selected filters""" tests = { 'blosc': (hdf5plugin.Blosc,), ('blosc', 'zfp'): (hdf5plugin.Blosc, hdf5plugin.Zfp), 307: (hdf5plugin.BZip2,), ('blosc', 307): (hdf5plugin.Blosc, hdf5plugin.BZip2), } for filters, ref in tests.items(): with self.subTest(filters=filters): self.assertEqual(hdf5plugin.get_filters(filters), ref) def suite(): test_suite = unittest.TestSuite() for cls in (TestHDF5PluginRW, TestPackage, TestRegisterFilter, TestGetFilters): test_suite.addTest(unittest.TestLoader().loadTestsFromTestCase(cls)) return test_suite def run_tests(*args, **kwargs): """Run test complete test_suite""" runner = unittest.TextTestRunner(*args, **kwargs) success = runner.run(suite()).wasSuccessful() print("Test suite " + ("succeeded" if success else "failed")) return success if __name__ == '__main__': import argparse import sys parser = argparse.ArgumentParser() parser.add_argument("--verbose", "-v", action="count", default=1, help="Increase verbosity") options = parser.parse_args() sys.exit(0 if run_tests(verbosity=options.verbose) else 1) 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IN NO EVENT SHALL THE # AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER # LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN # THE SOFTWARE. # # ###########################################################################*/ __authors__ = ["V.A. Sole", "T. Vincent"] __license__ = "MIT" __date__ = "22/11/2022" import os import unittest import numpy import h5py import hdf5plugin from hdf5plugin.test import suite as hdf5plugin_suite class TestHDF5PluginRead(unittest.TestCase): """Test reading existing files with compressed data""" @unittest.skipUnless(h5py.h5z.filter_avail(hdf5plugin.BLOSC_ID), "Blosc filter not available") def testBlosc(self): """Test reading Blosc compressed data""" dirname = os.path.abspath(os.path.dirname(__file__)) # the blosc.h5 is in fact the example.h5 file generated # using the example.c file from the blosc respository. fname = os.path.join(dirname, "blosc.h5") self.assertTrue(os.path.exists(fname), "Cannot find %s file" % fname) h5 = h5py.File(fname, "r") data = h5["/dset"][:] h5.close() expected_shape = (100, 100, 100) self.assertTrue(data.shape[0] == 100, "Incorrect shape") self.assertTrue(data.shape[1] == 100, "Incorrect shape") self.assertTrue(data.shape[2] == 100, "Incorrect shape") target = numpy.arange(numpy.prod(expected_shape), dtype=numpy.float64) target.shape = expected_shape self.assertTrue(numpy.allclose(data, target), "Incorrect readout") @unittest.skipUnless(h5py.h5z.filter_avail(hdf5plugin.LZ4_ID), "LZ4 filter not available") def testLZ4(self): """Test reading lz4 compressed data""" dirname = os.path.abspath(os.path.dirname(__file__)) fname = os.path.join(dirname, "lz4.h5") self.assertTrue(os.path.exists(fname), "Cannot find %s file" % fname) h5 = h5py.File(fname, "r") data = h5["/entry/data"][:] h5.close() expected_shape = (50, 2167, 2070) self.assertTrue(data.shape[0] == 50, "Incorrect shape") self.assertTrue(data.shape[1] == 2167, "Incorrect shape") self.assertTrue(data.shape[2] == 2070, "Incorrect shape") self.assertTrue(data[21, 1911, 1549] == 3141, "Incorrect value") @unittest.skipUnless(h5py.h5z.filter_avail(hdf5plugin.BSHUF_ID), "Bitshuffle filter not available") def testBitshuffle(self): """Test reading bitshuffle compressed data""" dirname = os.path.abspath(os.path.dirname(__file__)) fname = os.path.join(dirname, "bitshuffle.h5") self.assertTrue(os.path.exists(fname), "Cannot find %s file" % fname) h5 = h5py.File(fname, "r") data = h5["/entry/data/data"][:] h5.close() expected_shape = (1, 2167, 2070) self.assertTrue(data.shape[0] == 1, "Incorrect shape") self.assertTrue(data.shape[1] == 2167, "Incorrect shape") self.assertTrue(data.shape[2] == 2070, "Incorrect shape") self.assertTrue(data[0, 1372, 613] == 922, "Incorrect value") @unittest.skipUnless(h5py.h5z.filter_avail(hdf5plugin.FCIDECOMP_ID), "FCIDECOMP filter not available") def testFcidecomp(self): """Test reading FCIDECOMP compressed data""" dirname = os.path.abspath(os.path.dirname(__file__)) fname = os.path.join(dirname, "fcidecomp.h5") self.assertTrue(os.path.exists(fname), "Cannot find %s file" % fname) h5 = h5py.File(fname, "r") data = h5["effective_radiance"][:] h5.close() expected_shape = (60, 30) expected_data = numpy.arange(1800).astype(numpy.int16).reshape(60, 30) self.assertTrue(data.shape[0] == 60, "Incorrect shape") self.assertTrue(data.shape[1] == 30, "Incorrect shape") self.assertTrue(data.dtype == expected_data.dtype, "Incorrect type") self.assertTrue(numpy.alltrue(data == expected_data), "Incorrect values read") @unittest.skipUnless(h5py.h5z.filter_avail(hdf5plugin.ZFP_ID), "ZFP filter not available") def testZfp(self): """Test reading ZFP compressed data""" dirname = os.path.abspath(os.path.dirname(__file__)) for fname in ["zfp_050.h5", "zfp_052.h5", "zfp_054.h5"]: fname = os.path.join(dirname, fname) self.assertTrue(os.path.exists(fname), "Cannot find %s file" % fname) h5 = h5py.File(fname, "r") original = h5["original"][()] compressed = h5["compressed"][()] h5.close() self.assertTrue(original.shape == compressed.shape, "Incorrect shape") self.assertTrue(original.dtype == compressed.dtype, "Incorrect dtype") self.assertFalse(numpy.alltrue(original == compressed), "Values should not be identical") self.assertTrue(numpy.allclose(original, compressed), "Values should be close") @unittest.skipUnless(h5py.h5z.filter_avail(hdf5plugin.SZ_ID), "SZ filter not available") def testSZ(self): """Test reading SZ compressed data""" dirname = os.path.abspath(os.path.dirname(__file__)) for fname in ["sz_testfloat_8_8_128.h5"]: fname = os.path.join(dirname, fname) self.assertTrue(os.path.exists(fname), "Cannot find %s file" % fname) h5 = h5py.File(fname, "r") compressed = h5["testfloat"][()] h5.close() original_shape = (128, 8, 8) original = numpy.array([0.23454477, 0.23452051, 0.23450762, 0.23450902, 0.23451449, 0.23453577, 0.23457345, 0.23459189, 0.23454477, 0.23452051, 0.23450762, 0.23450902, 0.23451449, 0.23453577], dtype=numpy.float32) self.assertTrue(original_shape == compressed.shape, "Incorrect shape") self.assertTrue(original.dtype == compressed.dtype, "Incorrect dtype") self.assertTrue(numpy.alltrue(original[0:8] == compressed[0, 0, :8]), "Values should not be identical") def suite(): testSuite = unittest.TestSuite() testSuite.addTest(unittest.TestLoader().loadTestsFromTestCase( TestHDF5PluginRead)) testSuite.addTest(hdf5plugin_suite()) return testSuite if __name__ == "__main__": import sys result = unittest.TextTestRunner(verbosity=2).run(suite()) if result.wasSuccessful(): sys.exit(0) else: sys.exit(1) python-hdf5plugin-4.0.1/test/zfp_050.h5000066400000000000000000000353301434406473700175200ustar00rootroot00000000000000HDF  :`TREE0HEAPX(originalcompressed0 ?@4 4 F[\xSNODx  ?@4 4 X }8H5Z-ZFP-0.9.0 (ZFP-0.5.0) github.com/LLNL/H5Z-ZFPPzfpp(F[\6p1@!l1@\!C1@@72@+Z"2@t1=2@Z2@u2@oXa2@02@y2@2@z3@kI3@83@wS3@n̗o3@kq3@&oЦ3@Y>3@%93@q=3@x\4@g:04@tYhL4@ g4@/2є4@{ 4@$^De4@ 4@% UqC4@:'y 5@._'5@S!D"C5@nI?^5@,/،y5@ Ô5@H?5@ɷ5@O 5@N<ُ6@$1U6@RW66@^OUQ6@l l6@P[6@#6@/Aȼ6@ɰH`6@|Zk},6@ 7@e'7@cA7@17\7@IVv7@y17@rz7@`z7@L@;7@jqU)7@7H88@05-8@CNG8@{h`8@f@z8@"\8@8@ BT8@FG8@mB<8@Ie~9@,9@ F9@y9_9@r;Zx9@>>9@809@o̸w9@I߸9@w8<9@t :@tn%:@pddn=:@ف-V:@ aJn:@[ 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