数学学院学术报告
--- 分析与偏微分方程讨论班(2023秋季第33讲)
肖杰 教授(加拿大纽芬兰纪念大学)
时间:2024年1月5日(周五)上午8:30-9:30
地点:#腾讯会议:509-766-8696 会议密码:654321
点击链接直接加入会议:
https://meeting.tencent.com/p/5097668696
摘要: This talk will address a paper joint with Fanheng Xu, which utilizes not only the mean curvature but also the scalar curvature as well as the Penrose-type estimation to estimate not only the ADM mass of the $3\le n$-dimensional asymptotically flat graphic or spin manifold but also the $(1,\infty)\ni p$-variant of the ADM deficit mass of the involved manifold through a conformal metric, thereby discovering two new Liouville-type principles for $-\Delta_gu=R_gu^q$ on the $3\le n$-dimensional manifold without boundary.
报告人简介: 肖杰, 1992年博士毕业于北京大学hjc888老品牌黄金城,现为加拿大纽芬兰纪念大学教授,博士生导师(University Research Professor), 科学院院长杰出学者奖获得者, 国际著名数学家. 主要研究兴趣为调和分析、几何分析、偏微分方程、函数空间及算子理论. 已在包括JEMS, Adv. Math., JMPA, Math. Ann, J. Reine Angew. Math., TAMS, JFA等国际著名刊物发表论文两百余篇. 曾担任过Canadian Mathematical Bulletin的主编和Canadian Journal of Mathematics的编委, 现在是Advances in Analysis and Geometry主编和JMAA的Division Editor.
邀请人:张安
欢迎大家参加!