題目： L_p Minkowski problems for functionals from geometry and physics
摘要: Minkowski problem is an important part of Brunn-Minkowski theory, and it is a characterization of geometric measures of convex bodies. Firey [1962] introduced L_p sum and Lutwak [JDG,1993] proposed L_p Minkowski problem. In this talk, I will give some results about L_p Minkowski problems for functionals including volume, capacity and torsional rigity .
時間：2020年12月8日15：00
騰訊會議號：882 927 099
主講人：徐露🧘♀️，湖南大學數學必一教授
簡介：Lu Xu, female, Professor, Institute of mathematics, Hunan university. She graduated from the department of mathematics of East China Normal University in 2006 and has been engaged in the research of elliptical partial differential equation for many years. Her research results were published in some leading international journals such as JFA,JDE, CVPDE, Advances in Math., Indiana Univ. Professor Xu was invited to visit Professor Pengfei Guan of Mcgill University of Canada and a research team for LYZ convex geometry of New York University. From 2006 to 2015, She worked at Wuhan Institute of Physics and Mathematics, Chinese academy of sciences. In 2010, She was selected as a member of the national center for mathematics and cross sciences, Chinese academy of sciences. In 2013, She was selected as a member of the Youth Innovation Promotion Association of Chinese academy of sciences. In 2018, She was funded by Outstanding Youth Project of Natural Science Foundation of Hunan province.