Riemann-Hilbert Correspondence and Fukaya Category
Time: 2018-12-10
Published By: He Liu
Speaker(s): Tatsuki Kuwagaki (IPMU)
Time: 14:00-16:00 December 20, 2018
Venue: Room 9, Quan Zhai, BICMR
Riemann-Hilbert correspondence translates differential equations into some topological data. For irregular singularities, the topological data is called Stokes structures. Some years ago, D'Agnolo-Kashiwara proposed a formalism treating all the Stokes structures simultaneously and proved Riemann-Hilbert correspondence for irregular singularities. In this talk, I will talk about a modified version of this formalism and also discuss a relationship with Fukaya category.
