Abstract: Admissible representations of real reductive 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 a block of the LV module using Soergel bimodules.
Zoom Information
Link: https://zoom.us/j/82041042066?pwd=eVB5L1djSmgvd25DUFVRY09VNGNIdz09
ID: 820 4104 2066
PW: 456409
