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Tsinghua-BIMSA Symplectic Geometry Seminar
Mirror Symmetric Gamma Conjecture for Toric GIT quotients via Fourier Transform
Mirror Symmetric Gamma Conjecture for Toric GIT quotients via Fourier Transform
Organizers
Speaker
Junxiao Wang
Time
Wednesday, November 27, 2024 2:00 PM - 3:00 PM
Venue
Shuangqing-C548
Online
Zoom 388 528 9728
(BIMSA)
Abstract
The mirror symmetric Gamma conjecture states the equality between the central charges of a pair of mirror objects under homological mirror symmetry. In this talk, I will show how the mirror-symmetric Gamma conjecture for a toric Fano orbifold and its Landau-Ginzburg mirror arises as the Fourier transform of the equivariant version of mirror symmetric Gamma conjecture on C^r. This is joint work in progress with Konstantin Aleshkin and Bohan Fang.