报告题目：The Lp Minkowski problem for p-capacity
主办单位：英国威廉希尔体育公司
报告专家：邹都
专家所在单位：武汉科技大学
报告时间：2021年1月8日
报告地点：数统203
专家简介：邹都，武汉科技大学理学院副教授，主要从事凸几何分析、积分几何、随机几何等领域的研究.主持国家自科学基金项目1项，主持省自科基金杰出青年人才项目1项。在关联椭球算子与仿射极值问题、Minkowski问题等方面获得了一些研究成果，相关工作发表于"Journal of Diff- erential Geometry", "Calculus of Variations and Partial Differential Equations", "Advances in Mathematics", "International Mathematics Research Notices", "Communications in Analysis and Geometry", "Journal of Geometric Analysis"等期刊.
报告摘要：Existence and uniqueness of the solution to the Lp Minkowski problem for p-capacity are proved when p>1 and 1<p<n. These results are nonlinear extensions of the recent solution to the Lp Minkowski problem for p=1 and 1<p<n by CNSXYZ and AGHLV, and the classical solution to the Minkowski problem for electrostatic capacity when p=1 and p=2 by Jerison. The work has been published in Journal of Differential Geometry.
邀请人：向妮
