Simple Lie superalgebras over complex numbers are of two types: Classical type and Cartan type. In our earlier joint work with Christodoulopoulou and Wiesner, we have defined Whittaker modules for Lie superalgebras and proved some important properties of these modules. Recently I was able to extend some of these results to Cartan-type Lie superalgebras. In this talk, I will briefly summarize these results.
This video is part of the University of Georgia‘s Algebra seminar.
