Everytopic Seminar

 October 30th, 2007, 1:40 pm – 3:00pm, Goldsmith 226

 

 

Title: Singular K3 surfaces and complex multiplication

Speaker: Matthias Schuett, Harvard University

 

 

 

 

 

Abstract:

A complex K3 surface is called singular if it has the maximal Picard number 20. Singular K3 surfaces behave in many ways like elliptic curves with complex multiplication. After reviewing the classical theory we will sketch new results in this direction. Particular concern will be paid to fields of definition and modular forms