School of Mathematics and Natural Sciences

Working group: Maxim Kukol (D.13.15)

12.05.2025|16:15 Uhr

Symplectic reduction for actions of selective groups on homogeneous bounded domains

In this talk we will look at Hamiltonian actions of selective groups of the automorphism group of a homogeneous bounded domain. I will describe the momentum map corresponding to the action and show that the symplectic reduction is a Stein manifold. Moreover I will discuss the relation between symplectic reduction and quotients by the complexified group.