# Moduli of polarized symplectic manifolds

Tuesday, March 4, 2008 -

4:30pm to 6:30pm

In many ways irreducible symplectic manifolds behave similar to K3-surfaces, although it is known that the global Torelli theorem fails in general. Nevertheless, it is possible to relate moduli spaces of polarized irreducible symplectic manifolds to quotients of type IV domains by an arithmetic group. We will give an introduction to the subject and sketch a proof that certain moduli spaces of polarized irreducible symplectic manifolds are of general type.This is joint work with V. Gritsenko and G.K. Sankaran.

Speaker:

Klaus Hulek

Gottfried Wilhelm Leibniz Universität, Hannover

Event Location:

Fine Hall 322