Southwest Jiaotong University School of Mathematics

数学系

澳门新葡亰娱乐官网网址  >  学术科研  >  数学系  >  正文

同济大学陈滨学术报告

来源:澳门新葡亰娱乐官网网址   作者:拓扑与几何组     日期:2020-11-18 12:05:20   点击数:  

陈滨(同济大学)报告信息:


报告时间: 2020.11.19(星期四),下午14:00-15:00


报告地点: 腾讯会议号: 218716872


报告题目:Conformal Transformations in Finsler Geometry


摘要: The conformal change is an important  way to construct good metrics on a manifold. Two Finsler metrics are conformally equivalent if their indicatrices are linearly homothetic.  In this talk,  I shall first recall some basic notions of Finsler metrics and then introduce some results we obtained in Finsler conformal geometry, including the rigidity of conformal changes and the existence of Finsler metrics of constant scalar curvature.



简历:

陈滨,同济大学,副教授。从事黎曼芬斯勒几何的相关研究工作,目前的主要兴趣是芬斯勒度量的形变刚性以及良好曲率性质度量的存在性。


XML 地图 | Sitemap 地图