Geometric Analysis and Mathematical Relativity Seminar —— On uniqueness of conformally compact Einstein metrics with homogeneous conformal infinity
主 题: Geometric Analysis and Mathematical Relativity Seminar —— On uniqueness of conformally compact Einstein metrics with homogeneous conformal infinity
报告人: Gang Li (Shandong University)
时 间: 2018-04-11 14:30-16:30
地 点: Room 1365, Science Building No. 1
We will take the conformal class of the Berger sphere as an example to show that when the conformal infinity is the conformal class of a homogeneous metric onthe sphere which is close to the round metric, then the conformally compactEinstein metric that fills in is unique up to isometry.
