We will discuss the classification of simple modules with finite weight multiplicities over basic classical map superalgebras. Any such module is parabolically induced from a simple cuspidal bounded module over a cuspidal map subsuperalgebra. Moreover, any simple cuspidal bounded module is isomorphic to an evaluation module.
These are joint results with L.Calixto and H.Rocha.
This video is part of the conference Representation Theory and Geometry that took place at the University of Georgia.
