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Line 184: * The Manopt.jl<ref>{{Cite web \|title=Chambolle-Pock · Manopt.jl \|url=https://docs.juliahub.com/Manopt/h1Pdc/0.3.8/solvers/ChambollePock.html \|access-date=2023-07-07 \|website=docs.juliahub.com \|language=en}}</ref> package implements the algorithm in [[Julia (programming language)\|Julia]] * [[Gabriel Peyré]] implements the algorithm in [[MATLAB]],{{refn\|group="note"\|These codes were used to obtain the images in the article.}} Julia, [[R (programming language)\|R]] and [[Python (programming language)\|~~Pyhton~~Python]]<ref>{{Cite web \|title=Numerical Tours - A Numerical Tour of Data Science \|url=http://www.numerical-tours.com/ \|access-date=2023-07-07 \|website=www.numerical-tours.com}}</ref> * In the Operator Discretization Library (ODL),<ref>{{Cite web \|title=Chambolle-Pock solver — odl 0.6.1.dev0 documentation \|url=https://odl.readthedocs.io/guide/chambolle_pock_guide.html#chambolle-pock-guide \|access-date=2023-07-07 \|website=odl.readthedocs.io}}</ref> a Python library for inverse problems, {{code\|chambolle_pock_solver}} implements the method.

Chambolle–Pock algorithm: Difference between revisions