We briefly recall the classical highest weight categories theory (following Cline-Parshall-Scott, Donkin and Ringel) for finite dimensional algebras in a language which allows generalizations to stratified algebras and infinite situations.
Tomasz Przezdziecki, University of Glasgow/Max Planck Institute for Mathematics, University of Bonn
3.30pm 18 September 2018
The Suzuki functor connects the representation theory of the affine Lie algebra to the representation theory of the rational Cherednik algebra in type A. In this talk we generalize Suzuki's original construction to the critical level case.