L^2 moduli theory on symplectic vortices (cont.) -

L^2 moduli theory on symplectic vortices (cont.)

Time: 2014-06-18 Published By:

Speaker(s): Bohui Chen

Time: 00:00-00:00 June 18, 2014

Venue: Room 82J04, Jia Yi Bing Building, 82 Jing Chun Yuan, BICMR

Time: Wednesday Jun. 18, 13:30-15:30.

Venue: Room 82J04, Jia Yi Bing Building, 82 Jing Chun Yuan, BICMR

Speaker: Bohui Chen

Abstract: Let $(X,\omega)$ be a compact symplectic manifold with a compact Lie group $G$ Hamiltonian action. We use L^2 moduli space of (augmented) symplectic vortex equations to quantize the Kirwan morphism $\kappa: H^\ast_G(X)\toH^\ast(X//G) $.