线上学术报告

Title: Minimal graphs over manifolds of Ricci curvature bounded below
Speaker: 丁琪副教授 (复旦大学)

Abstract

We will study minimal hypersurface equation on a manifold Y by treating the associated minimal graph M in Y×R. Suppose Y has Ricci curvature bounded from below. We will try to establish the Sobolev inequality and the Neumann-Poincare inequality on M, which combines knowledge from Cheeger-Colding theory and geometric measure theory.

北京时间：2022年5月12日（周四）上午10:00—11:00

线上教室：#腾讯会议 427-6369-5814

联系人：戎小春、胥世成
欢迎各位老师和同学们参加！