Martes 06/08/2024, 14.30 hs. Aula 27
Titulo: Decomposition of tensor powers
Resumen:
After a brief introduction to the representation theory of supergroups I will explain how to decompose tensor powers of the natural representation of the orthosymplectic supergroup into indecomposable summands. Along the way we will meet Deligne’s interpolating category $Rep(O_t)$ for a complex parameter $t$ which interpolates representations of the orthogonal group, and modules of Khovanov’s arc algebra of type B.