第五次青年几何分析小组会议

发布时间: 2017-02-21 07:57:53 浏览次数: 1381 供稿:数学系

演讲人:宋翀、殷浩、赵亮

讲座时间:2017-02-21 07:57:53

讲座地点:公教三楼3202

讲座内容

为了加强青年几何分析学者之间的交流和促进彼此的合作,我们邀请了来自中科大、厦大、北师大的3位青年几何分析学者到中国人民大学信息学院,于2017年2月23日上午在中国人民大学第三公共教学楼3202召开为期半天的小组会议。欢迎有兴趣的师生前来参加!

此次会议不收取注册费,鉴于财力,住宿费和交通费自理。

中国人民大学信息学院

邀请人: 杨云雁、朱晓宝

Email: zhuxiaobao@amss.ac.cn

会议安排

(Place: 3202 room, the 3th Teaching Building(三教), RUC)

第一个报告:宋翀(厦门大学)

Time: 8:40~9:40

Title: Uniqueness of Schrodinger flow on manifolds

Abstract: We will give a geometric proof of the uniqueness of Schrodinger flow, which, compared to the direct method, reduces the requirement of regularity of the solution. This is a joint work with Youde Wang.

第二个报告:殷浩(中国科学技术大学)

Time: 9:50~10:50

Title: Regularity theory of some minimizers of variational problem

Abstract: In this talk, we present a classical theory about the regularity of minimizers of some energy functionals, including the harmonic map energy as a special case. More precisely, we will talk about Caccioppoli inquality and reverse Holder inequality, which are due to Giaquinta and Giusti in the 80's.

第三个报告:赵亮(北京师范大学)

Time: 11:00~12:00

Title: Blow-up analysis for harmonic maps into Lorentzian manifolds

Abstract: For a sequence of harmonic maps into a Lorentzian manifold with their tension fields bounded in L^2, we prove that the energy identities hold during the blow-up process. Moreover, for a special case, we prove that there is no neck. As an application, we consider the blow-up picture of singularities for a Lorentzian harmonic map flow.

演讲人简介