Fixed points of symplectic/Hamiltonian circle actions



2021 08 04

07:30 (GMT+0)


Donghoon Jang (Pusan National University)

Moscow-Beijing Topology Seminar

During this talk, we study symplectic/Hamiltonian circle actions on symplectic manifolds that have fixed points. We discuss when a symplectic action is Hamiltonian, and the existence of a symplectic action with fixed points, which is not Hamiltonian. We discuss classifications of a symplectic action when there are few fixed points. We discuss classifications of Hamiltonian actions in low dimensions (up to dimension 4).

Meeting ID: 831 5020 0580
Password: 141592
Zoom link:

Time line

Chicago -8h

Moscow +0h

Beijing +5h

Seoul +6h

Tokyo +6h