题目🧛：Analysis on Area-Minimizing Hypersurfaces in Manifolds

报告人：丁琪 博士 (复旦大学)

地点🍘：宁静楼 104 室

时间：2019 年 03 月27 日 14:00-15:00

摘要：Let N be an (n+1)-dimensional complete manifold of Ricci curvature≥-n, and B_2 (p) be the geodesic ball in N. Let M be an area-minimizing hypersurface in B_2 (p) with p∈M and ∂M⊆〖∂B〗_2 (p). In this talk, we will discuss the Sobolev and Neumann-Poincare inequalities on M∩B_1 (p). As an application, we get the gradient estimates for the solutions of the minimal hypersurface equation on an n-manifold with Ric≥-(n-1).

欢迎参加!

All are welcome!