Mirror symmetry for theta divisors

Abstract: I will describe a version of global Strominger-Yau-Zaslow (SYZ) mirror symmetry and homological mirror symmetry for a theta divisor in a principally polarized abelian variety of any dimension, over the complex moduli of principally polarized and SYZ fibered abelian varieties. This is based on joint work with Haniya Azam, Catherine Cannizzo, and Heather Lee.

mathematical physicsalgebraic geometrygeometric topology

Audience: researchers in the topic

Richmond Geometry Meeting 2024

Series comments: The Richmond Geometry Meeting will focus on emergent research topics while bringing together researchers in algebraic geometry, low-dimensional topology, and mathematical physics. In summer 2024, we will highlight developments in Geometric Topology and Moduli.

Zoom meeting id: 835 6496 8395 password: RGMVCU2024