EVENT DETAILS AND ABSTRACT

Title: Lagrangian tori in Fano manifolds
Speaker: Dmitry Tonkonog
Speaker Info: UC Berkeley
Brief Description: Pre-talk
Special Note: Pre-talk
Abstract:

I will recall a beautiful construction, due to Vianna, that associates to each Markov triple a monotone Lagrangian torus in the complex projective plane. I will explain how these tori can be distinguished using holomorphic disk counts, and the wall-crossing formula that arises in this question.