[QSMS-BK21 Symplectic Geometry Seminar 2022-09-30] Introduction to Floer Homotopy: Bordism and Flow Categories

by qsms posted Sep 26, 2022


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일정시작 2022-09-30
일정종료 2022-09-30
배경색상 #7164D0
  • Date :  2022-09-30 (Fri)   10:00 ~ 18:00  
  • Place :  129-309  (SNU)  
  • Speaker :  김경모  (SNU)

  • TiTle  :  Introduction to Floer Homotopy: Bordism and Flow Categories

    Abstract : 

Floer homotopy theory is a major theme, leading research in symplectic geometry and low-dimensional topology for the last 20 years. The highlights of this research programme has been Manolescu's disproof of the triangulation conjecture using Pin(2)-equivariant Seiberg-Witten Floer theory, and Abouzaid-Blumberg's proof of the Arnold conjecture for characteristic p. We intend to give an introduction to the latter: as the first step, we introduce bordisms of flow categories, defined by Cohen-Jones-Segal and heavily reformulated by Abouzaid-Blumberg.
(Lunch: 12:30 - 14:00, Break: 15:30 - 15:40)