报告题目：Anisotropic $p$-capacity and anisotropic Minkowski inequality

报告人：夏超 教授，厦门大学数学系，

报告时间：5月30日 周日9:00-10:50

地点：管理楼1418

摘要：

In this talk, we discuss the anisotropic $L^p$ Minkowski inequality, which is a sharp inequality between the total $L^p$ anisotropic mean curvature and the anisotropic $p$-capacity, for any bounded domains with smooth boundary in the Euclidean space. As $p$ tends to $1$, we obtain the anisotropic Minkowski inequality between the total anisotropic mean curvature and the anisotropic perimeter,for outward $F$-minimizing sets. This is based on a joint work with Dr. Jiabin Yin.