Algebraic and Arithmetic Geometry Seminar

Recent progress in the Kähler minimal model program

by Christopher Hacon (University of Utah)

Aula Magna (Department of Mathematics)

Aula Magna

Department of Mathematics


The minimal model program is an ambitious program that aims to understand the geometry of complex projective varieties (e.g. manifolds defined by polynomial equations).  In this talk we will discuss some recent results and challenges encountered trying to extend the minimal model program to the context of Kähler varieties.