After almost five years of existence, MuPAD-Combinat has reached its
cruise speed with a team of 16 developers and contributers on
board. On behalf of this team, I am pleased to announce the release of
MuPAD-Combinat 1.3.0 (stable). Among many other improvements and new
features (see below), symmetric functions are now functional on all
platforms, including windows.
MuPAD-Combinat is an open-source algebraic combinatorics package for
the Computer Algebra System MuPAD. Its main features are:
* classical combinatorial classes such as partitions or tableaux;
* classical combinatorial algebras such as symmetric functions;
* tools for building user defined combinatorial classes and algebras.
Project page: http://mupad-combinat.sf.net
Download area:
http://sourceforge.net/project/showfiles.php?group_id=20513&package_id=16042&release_id=330959
Installation instructions:
http://mupad-combinat.sourceforge.net/README
Contact: mupad-combinat-users@lists.sf.net
Please let us know if you encounter any problem during the
installation or usage. We very much want to help new users and
contributers to climb on board and join our community!
Nicolas
New combinatorial classes:
- combinat::countingFunctions
- combinat::graphPaths (paths in a digraph/quiver; experimental)
- combinat::independentSetsOfVectorSpace
- combinat::integerVectorsOfLength (experimental)
- combinat::treesGeneric / Cat::TreesClass
- combinat::yamanouchi
New algebraic domains:
- examples::SymmetricPolynomials (experimental)
- examples::MultivariatePolynomials (experimental)
Bases: monomials, Schur-Schubert, elementary-descentMonomials, ...
- examples::DendriformOperad
- examples::PreLieOperad
- examples::QuiverWithRelationsAlgebra (experimental)
- experimental::CliffordAlgebra, experimental::HeckeCliffordAlgebra
- experimental::ArikiKoikeAlgebra, experimental::ArikiKoikeLagrangeAlgebra
- experimental::VermaModule, experimental::Virasoro
Misc new domains:
- experimental::YangBaxterGraph
Improvements in examples::SymmetricFunctions:
- Pure MuPAD (non optimized) default implementations of all
features (now works on all operating systems, including Windows)
The Symmetrica dynamic module is not mandatory anymore.
- Fully functional plethysm, with support for elements of rank one
- Raising operators
- On the fly construction of new bases defined by a scalar product
- Hall-Littlewood and Macdonald scalar product
- Macdonald polynomials added
Miscellaneous improvements:
- Documentation of categories, ...