Talk page
Title:
On the cone conjecture for Enriques manifolds.
Speaker:
Abstract:
Enriques manifolds are non simply connected manifolds whose universal cover is irreducible holomorphic symplectic, and as such they are natural generalizations of Enriques surfaces. In this talk I will report about a joint work in progress with Alessandra Sarti in which we study the Morrison-Kawamata cone conjecture for such manifolds using the analogous result (established by Amerik-Verbitsky) for their universal cover.
Link:
Workshop: