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[34] , Quiver varieties and t–analogs of q–characters of quantum affine algebras, preprint, arXiv:math.QA/0105173. [35] , t–analogs of q–characters of Kirillov-Reshetikhin modules

Let Q be an acyclic quiver, Q the corresponding framed quiver and Q = Q op. Let mod-k Q be the category of finite dimensional right modules over k Q considered in [13].

Symmetric group characters and generating functions for Kronecker and reduced

There is a bijection between left cosets of S n in the affine group and certain types of partitions (see Bjorner and Brenti (1996) and Eriksson and Eriksson (1998)).. In B-B,

Asymptotic of characters of symmetric groups and limit shape of Young diagrams..

This gives a bijection between the characters [ν ] ∈ [λ/µ] with maximal first part and arbitrary characters [ξ] ∈ [ˆ λ/µ] with ˆ λ/µ the skew diagram obtained by removing

“Breuil-M´ezard conjecture and modularity lifting for potentially semistable deformations after

Soit p un nombre premier et K un corps, complet pour une valuation discr` ete, ` a corps r´ esiduel de caract´ eritique positive p. When k is finite, generalizing the theory of