Nicolas Borie
Maître de conférences en Informatique Équipe Combinatoire algébrique et calcul formel Responsable de la filière informatique Design, Architecture et Développement de l'ESIEE Paris Bureau 1B190 Université Gustave Eiffel Bâtiment Copernic, 5 Bd Descartes, 77420 Champs-sur-Marne France E-mail: or |
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Since my last papers about Product-Coproduct Prographs, I decided to provide a small open python application to illustrate these recent theories. You can find the code (still in developpement) on Github.
I am user and contributor of the open source mathematics software SAGE. SAGE is a free open source alternative to Magma, Maple, Mathematica and Matlab. There is a large community of contributors in which lies a group focused on the combinatorics : Sage-combinat-devel.
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The Sage-combinat-devel Google Group |
I am contributor of SAGE since May 2008. All SAGE code is reviewed as seriously as possible before integration passing throw the SAGE trac server. Here is the list of my personal contribution.
Tickets closed (code submitted, accepted and integrated in SAGE) :
Tickets under development :
My current long time goal is to produce a robust and efficient module to compute the ring of invariant polynomials under the action of a permutation group.
OLD :
Here is a log of computation
for the 61th transitive group over 14 variables.
(group of cardinality 50 803 200 needed currently 7.5 hours of computations)