研讨班报告

几何分析研讨班:Regularity of Stable Capillary Minimal Hypersurfaces

发布时间:2026-06-04

院数学与系统科学研究院

数学研究所

数学科学全国重点实验室

几何分析研讨

Speaker: 王高明助理教授 (BIMSA)

Inviter: 杨明轩

Language: Chinese

Title:Regularity of Stable Capillary Minimal Hypersurfaces

Time & Venue: 202664星期10:00- 11:00&TengxunID:479-520-677

Abstract:We develop a regularity and compactness theory for stable capillary minimal hypersurfaces in the half-space with contact angle $\theta \in (0,\pi)$ in all dimension. As a consequence, we obtain the generalized Bernstein theorem for embedded complete stable capillary minimal hypersurfaces in H^4 with Euclidean area growth. This is a joint work with Xuwen Zhang.


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