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arXiv
Front arXiv
22070 articles – 15901 references
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> Lecouvey .:.
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Conditioned random walks from Kac-Moody root systems
Lecouvey C. et al
[hal-00833657 - version 1] (2013-06-13)
Conditioned one-way simple random walk and representation theory
Lecouvey C. et al
[hal-00670834 - version 1] (16/02/2012)
A combinatorial decomposition of higher level Fock spaces
Jacon N. et al
[hal-00669336 - version 1] (13/02/2012)
Random walks in Weyl chambers and crystals
Lecouvey C. et al
Proceedings of the London Mathematical Society
104
, 2 (2012) 323 - 358 [hal-00525592 - version 2]
Factorization of the canonical bases for higher level Fock spaces
Ariki S. et al
Proceedings of the Edinburgh Mathematical Society
55
(2012) 23-51 [hal-00417495 - version 4]
Plünnecke and Kneser type theorems for dimension estimates
Lecouvey C.
[hal-00618241 - version 2] (2012-04-13)
The modular branching rule for affine Hecke algebras of type A
Ariki S. et al
Advances in Mathematics
228
, 1 (2011) 481-526 [hal-00315397 - version 3]
Le théorème de renouvellement multi-dimensionnel, dans le "cas lattice".
Lecouvey C. et al
[hal-00522875 - version 1] (02/10/2010)
Crystal isomorphisms for irreducible highest weight $U_(v)(\hat(sl))_(e))$-modules of higher level
Jacon N. et al
Algebras and Representation Theory
13
(2010) 467-489 [hal-00151866 - version 2]
Kashiwara and Zelevinsky involutions in affine type A
Jacon N. et al
Pacific Journal of Mathematics
243
, No.2 (2009) 287-311 [hal-00349853 - version 3]
On the Mullineux involution for Ariki-Koike algebras
Jacon N. et al
Journal of Algebra
321
, No. 8 (2009) 2156-2170 [hal-00269840 - version 3]
On the product of vector spaces in a commutative field extension
Eliahou S. et al
[hal-00259373 - version 1] (2008-02-27)
On linear versions of some addition theorems
Eliahou S. et al
[hal-00258658 - version 1] (2008-02-23)
Branching rules, Kostka-Foulkes polynomials and $q$-multiplicities in tensor product for the root systems $B_(n),C_(n)$ and $D_(n)$
Lecouvey C.
[hal-00003733 - version 2] (17/01/2005)
A duality between $q$-multiplicities in tensor products and $q$-multiplicities of weights for the root systems $B,C$ or $D$
Lecouvey C.
[hal-00003061 - version 1] (12/10/2004)