Rational simple connectedness and Fano threefolds

Date
2021/06/09 Wed 15:00 - 16:00
Speaker
Andrea Fanelli
Affiliation
Institut de Mathématiques de Bordeaux
Abstract

The notion of rational simple connectedness can be seen as an algebro-geometric analogue of simple connectedness in topology. The work of de Jong, He and Starr has already produced several recent studies to understand this notion.
In this talk I will discuss the joint project with Laurent Gruson and Nicolas Perrin to study rational simple connectedness for Fano threefolds via explicit methods from birational geometry.