Presented by: 
Michael Ehrig, University of Sydney
Date: 
Tue 8 Nov, 3:00 pm - 4:00 pm
Venue: 
67-442
In this talk we will discuss the finite dimensional
representation theory of the family of orthosymplectic Lie
supergroups. Using the Deligne category and generalized Khovanov
algebras we describe the blocks of this category by giving a
diagrammatic presentation of the endomorphism ring of a projective
pro-generator. This relates the category to versions of category O for
classical Lie algebras, perverse sheaves, and categorifications of
quantum symmetric pairs. This is joint work with Catharina Stroppel.