11-07偏微分方程讨论班系列报告【王 枫】

时间:2018-11-02


Title:Existence of conic Kahler-Einstein metrics on log K-polystable log Fano manifold
Speaker:王 枫  (浙江大学)
Time:2018年11月7日(周三)   下午 16:30-17:30
Room:东区第五教学楼  5206教室

Abstract:The YTD conjecture for Fano manifold by Tian and Chen-Donaldson-Sun. In this talk, I will consider the existence of conic Kahler-Einstein metrics for log Fano manifold. We will use a variational method to get the approximation metrics, and prove the partial C^0 estimate in our case. Then the existence of conic Kahler-Einstein metrics can be obtained using the log K-polystability.