[專題演講] 【11月10日】Dehn twist and monodromy in symplectic geometry 王建勛博士

by 許書豪 | 2021-09-10 14:08:13

Speaker：王建勛博士
Job title：師大數學系

Title：Dehn twist and monodromy in symplectic geometry
Abstract：Seidel in his paper [1] shows that the monodromy around a critical point of a Lefschetz fibration of an exact symplectic manifold is isotopic to the Dhen twist along a Lagrangian sphere. We follow his approach [2] to study the Dehn twist operation on Lagrangian submanifolds in the suspension of a symplectic manifold. The goal is to show that its categorical version is compatible with mirror symmetry and the mutation operation of sheaves.

Ref：
[1] P. Seidel, long exact sequence of symplectic Floer homology
[2] P. Seidel, Fukaya categories and Picard Lefschetz theory

Time：Nov. 10 (Wed.), 2:00 p.m., 2021
Place：Room 212, Department of Mathematics, NTNU
Tea Time：Nov. 10 (Wed.), 1:30 p.m., 2021
Tea Place：Room 104, Department of Mathematics, NTNU

URL of class：https://meet.google.com/ngz-pnbq-ghg[1]
Please log in with your school google account.　(https://gapps.ntnu.edu.tw[2])

Source URL: https://cantor.math.ntnu.edu.tw/index.php/2021/09/10/001-32/

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