主  讲  人：马力 教授（河南师范大学）
时      间：2015年7月3日（周五）下午16:00-17:00
地      点：必赢76net线路官网北一区文科楼 708 教室
主 办 单 位：必赢76net线路官网数学科学学院
内 容 介 绍：In this talk, we study the global K?hler-Ricci flow on a complete non-compact K?hler manifold. We first review some known facts. Then we give an outline of prove the following result. Assume that (M, g0) is a complete noncompact Kaehler manifold such that there is a C1 bounded potential function f of the Ricci tensor. Assume that? the L2 Sobolev inequality holds true on initial manifold (M,g0). Then the Kaehler-Ricci flow with the initial metric g0 either blows up at finite time or infinite time to Ricci-flat metric or exists globally with Ricci-flat limit at infinite time. Related results are also discussed.