EVENT DETAILS AND ABSTRACT

Title: Bott-Morse Floer theory for toric manifolds
Speaker: John Snadden
Speaker Info:
Brief Description:
Special Note: Impromptu Graduate Student Workshop in Symplectic Topology
Abstract:

I will be discussing some details of an explicit computation of Bott-Morse Floer cohomology (and related structures) for torus fibers of certain toric manifolds. In particular, I want to present some key results from the papers

Cho, Oh ‘03 - “Floer cohomology and disc instantons of Lagrangian torus fibers in Fano toric Manifolds” Cho ‘04 “Holomorphic discs, spin structures and Floer cohomology of the Clifford torus”

giving an explicit realisation of the relevant moduli spaces. For notational simplicity I will present this only in the case of complex projective space.