Thời gian: 15:00 - 16:00, November 30, 2021

Tham gia bằng Google Meet: meet.google.com/oqm-weaf-cos

Tóm tắt: A smooth complex projective variety $X$ is called {it cylindrical} if it contains a cylinder, that is, a principal Zariski open subset $U$ isomorphic to a product $Z times mathbb A^1$, where $Z$ is a variety and $mathbb A^1$ is the affine line over $mathbb C$. In this talk we will construct new examples of cylindrical Mukai fivefolds.