2025年学术讲座预告(No.23)北京大学梅新群博士做报告
时间:2025-07-06 编辑:lixy 点击:
报告题目:The problem of prescribed area measure for convex capillary hypersurfaces.
报告摘要:We introduce a p-th capillary area measure for capillary convex bodies in the Euclidean half-space, which seeks to find a capillary convex body with a prescribed capillary -surface area measure in the Euclidean half-space. This formulation provides a natural Robin boundary analogue of the classical -Minkowski problem introduced by Lutwak.We resolve the capillary Lp-Minkowski problem in the smooth category by reducing it to a Monge-Ampère equation with a Robin boundary condition on the unit spherical cap.This work was completed in collaboration with Prof. Guofang Wang and Dr. Liangjun Weng.
报告人:梅新群,北京大学在站博士后。
报告时间:2025年7月13日15:30
报告地点: 修远楼A栋604
主办单位:九游会国际数学与统计学院
联系人:牟双
欢迎广大师生参加!
时间:2025-07-06 编辑:lixy 点击:
报告题目:The problem of prescribed area measure for convex capillary hypersurfaces.
报告摘要:We introduce a p-th capillary area measure for capillary convex bodies in the Euclidean half-space, which seeks to find a capillary convex body with a prescribed capillary -surface area measure in the Euclidean half-space. This formulation provides a natural Robin boundary analogue of the classical -Minkowski problem introduced by Lutwak.We resolve the capillary Lp-Minkowski problem in the smooth category by reducing it to a Monge-Ampère equation with a Robin boundary condition on the unit spherical cap.This work was completed in collaboration with Prof. Guofang Wang and Dr. Liangjun Weng.
报告人:梅新群,北京大学在站博士后。
报告时间:2025年7月13日15:30
报告地点: 修远楼A栋604
主办单位:九游会国际数学与统计学院
联系人:牟双
欢迎广大师生参加!