题  目: Geometric estimate of Monge-Ampere equation

报告人：傅鑫（Rutgers University）

摘   要:  We prove uniform gradient and diameter estimates for a family of geometric complex Monge-Ampere equations. Such estimates can be applied to study geometric regularity of singular solutions of complex Monge-Ampere equations. We also prove a uniform diameter estimate for collapsing families of twisted Kahler-Einstein metrics on Kahler manifolds of nonnegative Kodaira dimensions.

时  间： 2018年1月5日 上午10:00–12:00

地  点：蒙民伟楼1105室

邀请人： 许奕彦  老师