Classification of discrete series of groups GSp(2n, F)

The goal of the talk is to describe classification and inductive construction of irreducible square integrable representations of groups GSp(2n, F). This classification is based on Mœglin-Tadi´c classification for groups Sp(2n, F) and it is described in terms of admissible triples. We will also describe parametrization of tempered representations of groups GSp(2n, F).