地点: 数学高等研究院报告厅

时间: 4月24日，10:30 - 11:30

主讲人: 田珺昊 Junhao Tian (纽约州立大学石溪分校)

摘要： Pseudo Calabi Flow is a gradient flow of K-energy respect to an infinite dimension Riemannian structure on Kahler metrics in a fixed class. In this talk, we briefly introduce a C^0 stability result which is a generalization of work done by Xiuxiong Chen and Kai Zheng. The main idea of this improvement is a new estimate on a system of PDEs, consisting of a parabolic and linearized Monge-Ampere equation. This is a joint work with Jingrui Cheng.