标题：Singularity Type for Kahler-Ricci Flow

报告人：张州教授（悉尼大学）

邀请人：黄勇

时间：2024年11月11日16:00-17:00

地点：澳门新葡京娱乐城 425报告厅              

摘要：For the so-called general Kahler-Ricci flow, the degenerate case has been of great interest in the past decades, which was initiated by Tian’s Program, later elaborated as Analytic Minimal Model Program in Song-Tian’s works. We start by describing the recent result by Wondo-Z on the singularity type for infinite time singularities, extending earlier works by Yashan Zhang and confirming a conjecture by Tosatti. Such efforts motivate the study of the uniqueness of limit, after assuming convergence. Such problems can also be asked for finite time singularities which is often believed to be of Type I at the level of scalar curvature for the Kahler-Ricci flow.