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Corentin Le Molgat 29c909503c Fix doxygen input list
2020-01-31 17:38:10 +01:00
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doc
Fix doxygen input list
2020-01-31 17:38:10 +01:00
docker
docker: add missing deps to centos:8 devel image
2020-01-14 17:12:05 +01:00
release
Add pip install for mandatory python packages
2020-01-21 10:12:10 +01:00
win
Move windows tools to tools/win
2018-07-10 11:16:20 +02:00
check_python_deps.py
clean up docker; remove py3- module prefix
2017-10-02 14:09:48 +02:00
export_to_ipynb.py
update notebooks to remove main() method
2018-09-05 14:27:48 +02:00
find_dependencies.sh
more dependency tools
2016-07-18 18:27:18 -07:00
generate_all_deps.sh
Fix protoc call on windows
2018-05-04 10:02:02 +02:00
generate_all_dotnet_proj.sh
Update .csproj
2019-02-19 11:56:59 +01:00
generate_all_dotnet_sln.sh
Update .csproj
2019-02-19 11:56:59 +01:00
generate_deps.sh
improve make deps
2019-06-13 19:37:55 +02:00
generate_dotnet_proj.sh
Add RollForward to dotnet csproj generator script
2020-01-08 16:44:53 +01:00
make.exe
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Makefile.cc.java.dotnet
Fix archive
2020-01-13 17:38:10 +01:00
Makefile.python
update python examples README, install: remove Makefile, remove check_python_deps, update README
2017-10-31 10:06:53 +01:00
README.cc.java.dotnet
Makefile: Add build/run target
2018-10-31 08:33:43 +01:00
README.dotnet
Makefile: Add build/run target
2018-10-31 08:33:43 +01:00
README.examples.python
docker: debian-9 -> debian-10
2020-01-09 21:08:54 +01:00
README.netstandard
fix bugs in osx build
2018-02-08 05:41:08 -08:00
README.pypi
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setup_data.py
clean up docker; remove py3- module prefix
2017-10-02 14:09:48 +02:00
setup.py
separate sorted_interval_list.i from sat.i in the python CP-SAT wrapping
2019-05-08 11:05:33 +02:00

README.pypi 

This project hosts operations research tools developed at Google and
made available as open source under the Apache 2.0 License.

The project contains several tools:

- A Constraint Programming solver

- A wrapper around third-party linear solvers:

  - GLPK, CLP, CBC, SCIP, Sulum, and Gurobi

- Knapsack algorithms

- Graph algorithms:

  - min-cost flow

  - max flow

  - linear sum assignment