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On the Hamilton-Tian Conjecture
发布时间：2025年09月07日
浏览次数：1506
发布者: Yiyi Ye
主讲人： Qi Zhang ( UC Riverside) 对照阅读
活动时间： 从 2025-09-08 16:00 到 17:00 继续了解
场地： Room 77201, Jingchunyuan 78, BICMR 延伸阅读
Abstract:
We first prove a uniform integral Laplace comparison result for the Kahler Ricci flow on Fano manifolds which depends only on the initial metric. As an application, we give a direct and independent proof of the Hamilton-Tian conjecture on convergence of Kahler-Ricci flows, modulo a codimension 4 singular set. This is a joint work of G. Tian, Z.L.Zhang, M. Zhu and X.H.Zhu
