| Date: Tuesday, March 22, 2011
Title: Algebraic geometry of K3 surfaces via derived categories (Special time, 3:10-4)
Abstract: Concrete geometric problems can sometimes be dealt with by
means of the homological algebra encoded by the derived category of
coherent sheaves. I will discuss a few such problems for K3 surfaces,
explain how derived categories enter, and make some general remarks
on the role of derived categories in the classification of algebraic varieties.
Speaker: Daniel Huybrechts
Institution: Univ of Bonn
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