Izzet Coskun : Brill-Noether Theorems and globally generated bundles on surfaces

Posted by Izzet Coskun , part of the Algebraic Geometry Seminar.

At

Feb. 28, 2018, 4 p.m.

In

SEO 427

Abstract

In this talk, I will discuss joint work with Jack Huizenga, on Brill-Noether Theorems for higher rank sheaves on rational surfaces. I will describe our classification of moduli spaces whose general member is globally generated on minimal rational surfaces. If time permits, I will discuss joint work with Howard Nuer and Kota Yoshioka on similar problems on K3 surfaces.