Time：16:00, Wednesday, December 20, 2022
Venue：E4-201
Host：Dr. Xin Fu, ITS
Speaker：Dr. Feng Wang, Zhejiang Univerity
Title: Degenerations of Fano manifolds along the Kahler-Ricci flow
Abstract：
The famous Hamilton-Tian conjecture asserts that along the Kahler Ricci flow a Fano manifold converges to a normal variety admitting a Kahler-Ricci soliton. In this talk, we will present a proof using Tian's partial C^0 estimate. The degeneration of Fano manifolds are also studied by Han-Li and Blum-Liu-Xu-Zhuang using algebraic geometry. We will talk about some related results.
