Speaker
Annalisa Grossi
(Technische Universität Chemnitz, Germany)
Description
We aim at constructing IHS varieties with a trivial algebraic regular fundamental group starting from an IHS manifold $X$ and a finite group $G$ of symplectic actions on $X$. I will present some results in the case where $X$ is an IHS fourfold of generalized Kummer type and the action is induced from the abelian surface, and I will present some work in progress in the case of symplectic automorphisms of Fano varieties of lines on a cubic 4-fold induced by automorphisms of the cubic. This is a joint work in pregress with Bertini, Capasso, Mauri and Mazzon.
Primary author
Annalisa Grossi
(Technische Universität Chemnitz, Germany)
