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files/MuPAD-Combinat.bib

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@@ -46,14 +46,13 @@ @article{DavidThiery2011
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volume = {10},
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}
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@thesis{Deka2005,
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author = {Deka, Lipika},
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institution = {Department of Mathematics},
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location = {University of California, Davis, USA},
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date = {2005},
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note = {http://arxiv.org/abs/math/0512536},
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title = {Fermionic Formulas For Unrestricted Kostka Polynomials And Superconformal Characters},
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type = {phdthesis},
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@phdthesis{Deka2005,
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author = {Deka, Lipika},
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school = {University of California, Davis},
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address = {USA},
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year = {2005},
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note = {http://arxiv.org/abs/math/0512536},
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title = {Fermionic Formulas For Unrestricted Kostka Polynomials And Superconformal Characters},
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}
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@article{DekaSchilling2006,
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volume = {9},
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}
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@thesis{Descouens2007B,
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author = {Descouens, Francois},
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institution = {Laboratoire d'informatique Gaspard-Monge},
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location = {Universit{é} de Marne-la-Vall{é}e, France},
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date = {2007-06},
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note = {http://igm.univ-mlv.fr/LIGM/thesis_habilitations/pdf/2007_descouens.pdf},
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title = {Combinatoire des tableaux de rubans et des polyn{ô}mes de Kostka g{é}n{é}ralis{é}s},
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type = {phdthesis},
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@phdthesis{Descouens2007B,
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author = {Descouens, Francois},
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school = {Université de Marne-la-Vallée},
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address = {France},
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year = {2007},
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note = {http://igm.univ-mlv.fr/LIGM/thesis_habilitations/pdf/2007_descouens.pdf},
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title = {Combinatoire des tableaux de rubans et des polyn{ô}mes de Kostka g{é}n{é}ralis{é}s},
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}
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@article{Descouens2008,
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title = {An unexpected application of minimization theory to module decompositions},
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}
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@thesis{Gouraud2004,
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author = {Gouraud, Sandrine-Dominique},
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institution = {Université Paris XI},
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date = {2004},
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note = {http://www.lri.fr/these.habilitation.php?ths=23},
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title = {Utilisation des Structures Combinatoires pour le Test Statistique},
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type = {phdthesis},
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@phdthesis{Gouraud2004,
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author = {Gouraud, Sandrine-Dominique},
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school = {Université Paris XI},
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address = {France},
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year = {2004},
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note = {http://www.lri.fr/these.habilitation.php?ths=23},
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title = {Utilisation des Structures Combinatoires pour le Test Statistique},
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}
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@incollection{HivertThiery2004A,
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volume = {333},
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}
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@thesis{Molinero2005,
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author = {Albareda, Xavier Molinero},
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institution = {Departament de Llenguatges i Sistemes Inform{à}tics},
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location = {Universitat Polit{è}cnica de Catalunya, Spain},
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date = {2005},
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note = {http://www-lsi.upc.es/~molinero/thesis.pdf.gz},
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title = {Ordered Generation of Classes of Combinatorial Structures},
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type = {phdthesis},
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@phdthesis{Molinero2005,
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author = {Albareda, Xavier Molinero},
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school = {Universitat Politècnica de Catalunya},
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address = {Spain},
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year = {2005},
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note = {http://www-lsi.upc.es/~molinero/thesis.pdf.gz},
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title = {Ordered Generation of Classes of Combinatorial Structures},
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}
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@article{Mozgovoy2007,
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volume = {17},
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}
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@thesis{Thiery1999A,
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author = {Thi{é}ry, Nicolas M.},
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institution = {Université Lyon I},
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date = {1999},
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title = {Invariants alg{é}briques de graphes et reconstruction; une {é}tude exp{é}rimentale},
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type = {phdthesis},
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@phdthesis{Thiery1999A,
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author = {Thiéry, Nicolas M.},
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school = {Université Lyon I},
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address = {France},
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year = {1999},
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title = {Invariants algébriques de graphes et reconstruction; une étude expérimentale},
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}
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@misc{Thiery1999B,
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@misc{Vives2008,
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author = {Vives, J.},
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date = {2008},
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howpublished = {Universitat Polit{è}cnica de Catalunya, Spain},
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howpublished = {Universitat Politècnica de Catalunya, Spain},
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note = {Bachelor thesis},
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title = {Generaci{ó} ordenada d'estructures combinat{ò}ries en MuPAD-Combinat (Ordered Generation of Combinatorial Structures in MuPAD-Combinat)},
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title = {Generació ordenada d'estructures combinatòries en MuPAD-Combinat (Ordered Generation of Combinatorial Structures in MuPAD-Combinat)},
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}
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files/Sage-Combinat.bib

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title = {Witt vectors, semirings, and total positivity},
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}
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@thesis{Borie2011,
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author = {Borie, Nicolas},
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institution = {Laboratoire de mathématiques d'Orsay},
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location = {University of Paris-Sud 11, Orsay, France},
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date = {2011},
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note = {http://www.sagemath.org/files/thesis/borie-thesis-2011.pdf},
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title = {Calculate invariants of permutation groups by Fourier Transform},
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type = {phdthesis},
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@phdthesis{Borie2011,
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author = {Borie, Nicolas},
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school = {University of Paris-Sud},
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address = {France},
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year = {2011},
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note = {http://www.sagemath.org/files/thesis/borie-thesis-2011.pdf},
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title = {Calculate invariants of permutation groups by Fourier Transform},
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}
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@misc{BorieThiery2011,
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volume = {18},
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}
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@thesis{Denton2011B,
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author = {Denton, Tom},
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institution = {Department of Mathematics},
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location = {University of California, Davis, USA},
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date = {2011},
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note = {http://www.sagemath.org/files/thesis/denton-thesis-2011.pdf},
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title = {Excursions into Algebra and Combinatorics at q=0},
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type = {phdthesis},
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@phdthesis{Denton2011B,
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author = {Denton, Tom},
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school = {University of California, Davis},
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address = {USA},
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year = {2011},
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note = {http://www.sagemath.org/files/thesis/denton-thesis-2011.pdf},
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title = {Excursions into Algebra and Combinatorics at q=0},
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@article{Denton2012A,
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title = {Virtualization map for the Littelmann path model},
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}
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@thesis{Pons2013,
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author = {Pons, Viviane},
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institution = {Marne-la-Valle},
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location = {Marne-la-Valle, France},
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date = {2013},
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title = {Combinatoire alg{è}brique li{è}e aux ordres sur les permutations},
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type = {phdthesis},
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@phdthesis{Pons2013,
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author = {Pons, Viviane},
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school = {Université Paris-Est Marne-la-Vallée},
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address = {France},
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year = {2013},
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title = {Combinatoire alg{è}brique li{è}e aux ordres sur les permutations},
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}
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@misc{PonsChatel2013,
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volume = {17},
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}
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@thesis{Scrimshaw2015,
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author = {Scrimshaw, Travis},
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institution = {Department of Mathematics},
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location = {University of California, Davis, USA},
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date = {2015},
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note = {http://gradworks.umi.com/37/23/3723720.html},
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title = {Crystals and rigged configurations},
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type = {phdthesis},
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@phdthesis{Scrimshaw2015,
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author = {Scrimshaw, Travis},
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school = {University of California, Davis},
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address = {USA},
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year = {2015},
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note = {http://gradworks.umi.com/37/23/3723720.html},
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title = {Crystals and rigged configurations},
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}
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@article{Scrimshaw2016,
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note = {http://arxiv.org/abs/1605.06672},
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title = {Symmetric group characters as symmetric functions},
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}
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