报告题目： Symplectic vortices on Riemann surfaces with cylindrical ends

报告人： Bai-Ling Wang (Australian National University)

Abstract: This talk is based on joint work with Bohui Chen on symplectic voritices. On a Riemann surface  with cylindrical ends, L^2-moduli space of symplectic voritices behaves in a much better than the corresponding moduli on closed Riemann surfaces. I will discuss the Fredholm analysis and compactification of the L^2-moduli space , and the associated Hamiltonian Gromov-Witten invaraints.