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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 208: Seminar in Algebraic Geometry
Dr. Francois Greer
Michigan State University
Elliptic-Elliptic Surfaces
Abstract:
Elliptic surfaces are complex surfaces with two discrete invariants, $g$ and $d>0$. We will discuss the moduli and Hodge theory of these surfaces for small values of $(g,d)$. The case $(g,d)=(1,1)$ is particularly interesting, in view of a new conjectural Fourier-Mukai type correspondence. It also provides a test case of the Hodge Conjecture in dimension 4.
Host: Dragos Oprea
May 2, 2025
4:00 PM
APM 7321
Research Areas
Algebraic Geometry****************************
