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PERIMETER INSTITUTE RECORDED SEMINAR ARCHIVE

PIRSA:20060047  ( MP4 Medium Res , MP3 , PDF ) Which Format?
A categorification of the Lusztig—Vogan module
Speaker(s): Anna Romanov
Abstract: Admissible representations of real reductive Lie groups are a key player in the world of unitary representation theory. The characters of irreducible admissible representations were described by Lustig—Vogan in the 80’s in terms of a geometrically-defined module over the associated Hecke algebra. In this talk, I’ll describe a categorification of this module using Soergel bimodules, with a focus on examples. This is work in progress.
Date: 25/06/2020 - 4:00 pm
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