报告人：Li Chao 教授（New York University)

时间：2025年05月09日  09:00-

ZoomID: 811-5638-1768  (Password：msrc)

摘要：The classical Bernstein problem, resolved in the 1960s, states that the only entire solution in Rn to the minimal surface equation is affine whenever n is at most 7. A natural extension of the problem-the stable Bernstein problem for minimal hypersurfaces-has been extensively studied since 1980s. I will discuss recent progress on this problem: a complete, two-sided, codimension one stable minimal immersion in Rn, 4≤n≤6, is flat. The solution relies on an improved understanding between curvature conditions and the macroscopic geometry of Riemannian manifolds.

邀请人：周恒宇，与重庆理工大学林乾老师联合邀请。

欢迎广大师生积极参与！