报告题目: Holomorphic disks with boundary on compact Lagrangian surface

报告人: 陈竞一 教授(加拿大英属哥伦比亚大学)

时间：7月9日（周三）上午10：00-11：00

地点：理科楼A404

摘要: Let L be a compact oriented Lagrangian surface in a Kahler surface with a complete metric with bounded sectional curvature and positive injectivity radius lower bound. We show that for each closed curve c in L which is not contractible in L but bounds a disk in M there is a holomorphic disk in M with boundary in L representing the homotopy class c.

邀请人：李宇翔