Anne Schilling

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Nicolas M. ThiéryProfessor, Laboratoire Interdisciplinaire des Sciences du Numérique, Université Paris-SaclayAdresse e-mail validée de u-psud.fr
Mike ZabrockiProfessor Mathematics, York UniversityAdresse e-mail validée de mathstat.yorku.ca
Florent Hivertprofesseur d'informatique, LRI, Université Paris SudAdresse e-mail validée de lri.fr
Ghislain FourierRWTH Aachen University, Chair of Algebra and Representation TheoryAdresse e-mail validée de mathb.rwth-aachen.de
Arvind AyyerDepartment of Mathematics, Indian Institute of ScienceAdresse e-mail validée de iisc.ac.in
Bruno NachtergaeleUniversity of California, DavisAdresse e-mail validée de math.ucdavis.edu
Alexander BerkovichProfessor of Mathematics, University of FloridaAdresse e-mail validée de ufl.edu
Laura ColmenarejoAssistant professor at NCSUAdresse e-mail validée de ncsu.edu
Benjamin SteinbergProfessor of Mathematics, City College of New YorkAdresse e-mail validée de ccny.cuny.edu
George E AndrewsProfessor of Mathematics, Pennsylvania State UnivserityAdresse e-mail validée de math.psu.edu
Greta PanovaProfessor, University of Southern CaliforniaAdresse e-mail validée de usc.edu
Jean-Christophe NovelliProfessor of Computer Science, Paris-Est UniversityAdresse e-mail validée de univ-mlv.fr
Nathan WilliamsUniversity of Texas at DallasAdresse e-mail validée de utdallas.edu
Tobias JohnsonCollege of Staten IslandAdresse e-mail validée de csi.cuny.edu

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Anne Schilling

Department of Mathematics, UC Davis

Adresse e-mail validée de math.ucdavis.edu - Page d'accueil

Algebraic combinatorics representation theory mathematical physicsFirst interest Second interest...


Titre Trier par citations Trier par année Trier par titre	Citée par Citée par	Année
Crystal bases: representations and combinatorics D Bump, A Schilling World Scientific Publishing Company, 2017	146	2017
Inhomogeneous Lattice Paths, Generalized Kostka Polynomials and A_n ₋₁ Supernomials A Schilling, SO Warnaar Communications in mathematical physics 202, 359-401, 1999	134	1999
A bijection between Littlewood-Richardson tableaux and rigged configurations AN Kirillov, A Schilling, M Shimozono Selecta Mathematica 8 (1), 67, 2002	131	2002
Rogers–Schur–Ramanujan type identities for the M (p, p′) minimal models of conformal field theory A Berkovich, BM McCoy, A Schilling Communications in mathematical physics 191 (2), 325-395, 1998	99	1998
Rogers–Schur–Ramanujan type identities for the M (p, p′) minimal models of conformal field theory A Berkovich, BM McCoy, A Schilling Communications in mathematical physics 191 (2), 325-395, 1998	99	1998
Existence of Kirillov–Reshetikhin crystals for nonexceptional types M Okado, A Schilling Representation Theory of the American Mathematical Society 12 (7), 186-207, 2008	96	2008
Kirillov–Reshetikhin crystals for nonexceptional types G Fourier, M Okado, A Schilling Advances in Mathematics 222 (3), 1080-1116, 2009	89	2009
An A₂ Bailey lemma and Rogers-Ramanujan-type identities G Andrews, A Schilling, S Warnaar Journal of the American Mathematical Society 12 (3), 677-702, 1999	83	1999
K-theory Schubert calculus of the affine Grassmannian T Lam, A Schilling, M Shimozono Compositio Mathematica 146 (4), 811-852, 2010	75	2010
Virtual crystals and fermionic formulas of type 𝐷_ {𝑛+ 1}⁽ ²⁾, 𝐴_ {2𝑛}⁽ ²⁾, and 𝐶_ {𝑛}⁽ ¹⁾ M Okado, A Schilling, M Shimozono Representation Theory of the American Mathematical Society 7 (5), 101-163, 2003	75	2003
Supernomial coefficients, polynomial identities and -series A Schilling, SO Warnaar arXiv preprint q-alg/9701007, 1997	70	1997
A uniform model for Kirillov–Reshetikhin crystals I: Lifting the parabolic quantum Bruhat graph C Lenart, S Naito, D Sagaki, A Schilling, M Shimozono International Mathematics Research Notices 2015 (7), 1848-1901, 2015	68	2015
k-Schur functions and affine Schubert calculus T Lam, L Lapointe, J Morse, A Schilling, M Shimozono, M Zabrocki Springer, 2014	68	2014
k-Schur functions and affine Schubert calculus T Lam, L Lapointe, J Morse, A Schilling, M Shimozono, M Zabrocki	68	2014
A uniform model for Kirillov–Reshetikhin crystals I: Lifting the parabolic quantum Bruhat graph C Lenart, S Naito, D Sagaki, A Schilling, M Shimozono International Mathematics Research Notices 2015 (7), 1848-1901, 2015	67	2015
A uniform model for Kirillov–Reshetikhin crystals I: Lifting the parabolic quantum Bruhat graph C Lenart, S Naito, D Sagaki, A Schilling, M Shimozono International Mathematics Research Notices 2015 (7), 1848-1901, 2015	67	2015
On the representation theory of finite J-trivial monoids T Denton, F Hivert, A Schilling, NM Thiéry arXiv preprint arXiv:1010.3455, 2010	59	2010
A Uniform Model for Kirillov–Reshetikhin Crystals II. Alcove Model, Path Model, and C Lenart, S Naito, D Sagaki, A Schilling, M Shimozono International Mathematics Research Notices 2017 (14), 4259-4319, 2017	57	2017
X= M for symmetric powers A Schilling, M Shimozono Journal of Algebra 295 (2), 562-610, 2006	57	2006
A bijection between type Dn (1) crystals and rigged configurations A Schilling Journal of Algebra 285 (1), 292-334, 2005	55	2005

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