Talk page

Title:
Mirror symmetry, intersection of quadrics, and Hodge theory

Speaker:
Tony Pantev

Abstract:
I will discuss a construction of the homological mirror correspondence on algebraic integrable systems arising as moduli of flat bundles on curves. The focus will be on non-abelian Hodge theory as a tool for constructing objects in the Fukaya category. I will discuss specific example of the construction building automorphic sheaves on moduli space of bundles that are realized as intersections of quadrics. This is a joint work with Ron Donagi and Carlos Simpson.

Link:
http://scgp.stonybrook.edu/video_portal/video.php?id=3989

Workshop:
Simons- SCGP Weekly Talk