On the Constant Scalar Curvature Kahler Metrics——Apriori Estimates (3)
发布时间：2021年05月10日
浏览次数：5497
发布者: He Liu
主讲人： Chang Li (AMSS)
活动时间： 从 2021-05-15 14:00 到 15:00
场地： 北京国际数学研究中心，全斋全29教室
In this series of talks we study the constant scalar curvature Kahler metrics (cscK metrics). We will derive apriori estimates for cscK metrics on a compact Kahler manifold. We show that higher order derivatives can be estimated in terms of a C^0 bound for the Kahler potential. The W^{2,p} estimate is a crucial step towards the main result.
