20/10/2020, 17:00 — 18:00 — Online
Tristan C. Collins, MIT
SYZ mirror symmetry for del Pezzo surfaces and rational elliptic surfaces
I will discuss some aspects of SYZ mirror symmetry for pairs $(X,D)$ where $X$ is a del Pezzo surface or a rational elliptic surface and $D$ is an anti-canonical divisor. In particular I will explain the existence of special Lagrangian fibrations, mirror symmetry for (suitably interpreted) Hodge numbers and, if time permits, I will describe a proof of SYZ mirror symmetry conjecture for del Pezzo surfaces.
This is joint work with Adam Jacob and Yu-Shen Lin.
Projecto FCT UIDB/04459/2020.