Difference between revisions of "K3 Seminar Spring 2019"

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== March 7 ==
 
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Abstract: I will discuss the relationship between Fourier transforms and the Heisenberg groups, with a view toward the discussion of line bundles on complex tori that appears in Polishchuk's book Abelian Varieties, Theta functions, and the Fourier transform.
 
Abstract: I will discuss the relationship between Fourier transforms and the Heisenberg groups, with a view toward the discussion of line bundles on complex tori that appears in Polishchuk's book Abelian Varieties, Theta functions, and the Fourier transform.
 
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== March 14 ==
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| bgcolor="#A6B658" align="center" style="font-size:125%" | '''Vladimir Sotirov'''
 
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| bgcolor="#BCD2EE" | Title: Heisenberg Groups and the Fourier Transform
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Abstract: I will discuss the relationship between Fourier transforms and the Heisenberg groups, with a view toward the discussion of line bundles on complex tori that appears in Polishchuk's book Abelian Varieties, Theta functions, and the Fourier transform.
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Revision as of 10:19, 6 February 2019

When: Thursday 5-7 pm

Where: Van Vleck TBA


Schedule

Date Speaker Title
March 7 Mao Li Basics of K3 Surfaces and the Grothendieck-Riemann-Roch theorem
March 14 Shengyuan Huang Elliptic K3 Surfaces
March 28 Zheng Lu Moduli of Stable Sheaves on a K3 Surface
April 4 Canberk Irimagzi Fourier-Mukai Transforms
April 11 David Wagner Cohomology of Complex K3 Surfaces and the Global Torelli Theorem
April 25 TBA Derived Categories of K3 Surfaces

March 7

Vladimir Sotirov
Title: Heisenberg Groups and the Fourier Transform

Abstract: I will discuss the relationship between Fourier transforms and the Heisenberg groups, with a view toward the discussion of line bundles on complex tori that appears in Polishchuk's book Abelian Varieties, Theta functions, and the Fourier transform.

March 14

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Vladimir Sotirov

Abstract:

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Contact Info

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Canberk Irimagzi