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Combinatorial representation theory of the general linear supergroup

SPEAKER: Jonathan Brundan

TITLE: Combinatorial representation theory of the general linear supergroup

ABSTRACT The goal would be to describe some recent work of Yucai Su and Ruibin Zhang. This is concerned with the combinatorics of the canonical bases for the graded Grothendieck group of a block of the general linear supergroup that arise from irreducible and projective indecomposable modules.