Globally F-regular and Log Fano Varieties

Tuesday, March 1, 2011 -
4:30pm to 6:30pm
Globally F-regular varieties are a class of projective varieties over a field of prime characteristic, closely related to the more well-known class of Frobenius split varieties, but more robust. Examples include Schubert and related varieties. In trying to understand their geometry, we discovered that they are very closely related to log Fano varieties. I will explain both these classes of varieties and the emerging connection between them.
Karen Smith
University of Michigan
Event Location: 
Fine Hall 322