Posted in

Speaker:

Nicolo Sibilla
Affiliation:

SISSA
Date:

Tue, 2021-06-22 14:00 - 15:30 In this talk I will explain some results joint with James Pascaleff on the Fukaya category of Riemann surfaces. I will explain a local-to-global principle which allows us to reduce the calculation of the Fukaya category of surfaces of genus g greater than one to the case of the pair-of-pants, and which holds both in the punctured and in the compact case. The starting point are the sheaf-theoretic methods which are available in the exact setting, and which I will review at the beginning of the talk. This result has several interesting consequences for HMS and geometrization of objects in the Fukaya category. The talk is based on 1604.06448 and 2103.03366.

© MPI f. Mathematik, Bonn | Impressum & Datenschutz |