Oded Yacobi

Linear representations of Lie algebras have a beautiful and well studied theory. In the last decade we've discovered an equally rich and rigid theory of categorical representations of Lie algebras, which has had some important applications. In this talk I'll survey some of these developments, with an emphasis on its combinatorial consequences, i.e. to crystal combinatorics and cactus group actions. This talk will assume no prior knowledge about any of these topics.
Oded Yacobi
University of Sydney
Tue, 04/09/2018 - 12:00pm to 1:00pm
RC-4082, The Red Centre, UNSW