学术报告
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14
2019-05
Resurgence and Topological Strings-Ricardo SCHIAPPA教授 （IST Técnico, Lisboa）题目：Resurgence and Topological Strings 报告人：Ricardo SCHIAPPA教授 （IST Técnico, Lisboa） Abstract：I will briefly review applications of resurgence within topological string theory, with the goal of uncovering the resurgent properties ...
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14
2019-05
Resurgence and Stokes phenomenon for the prolate differential equation-Frederic FAUVET教授（斯特拉斯堡大学）题目：Resurgence and Stokes phenomenon for the prolate differential equation 报告人：Frederic FAUVET教授（斯特拉斯堡大学） Abstract：I will describe resurgence properties and Stokes phenomenon for the linear second order differential equation ...
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13
2019-05
概形的微分算子研讨班-565net必赢客户端 - 黎景辉概形的微分算子研讨班 565net必赢客户端 - 黎景辉 本班假设同学有概形（schemes）的知识. 我将从Kaehler微分层开始。然后讨论微分算子层，联络, stratifications, infinitesimal topos, operators on formal schemes, on log schemes. 参考文献 A. Grothendieck, Elements de calcul infinite...
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10
2019-05
Positivity of Hodge bundles of abelian varieties over function fields - 袁新意教授（美国加州大学伯克利分校）题目：Positivity of Hodge bundles of abelian varieties over function fields 报告人：袁新意教授 （美国加州大学伯克利分校） Abstract : Given a semi-abelian scheme over a projective curve over a field of characteristic 0, the Hodge (vector) bundle is kn...
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10
2019-05
第一届代数与表示论前沿进展研讨会“第一届代数与表示论前沿进展研讨会”通知 本次研讨会拟于2019年5月10日-12日在565net必赢客户端565net必赢客户端召开，5月10日下午报到，5月12日下午离会。会议旨在介绍和了解代数和表示论及相关方向的一些发展趋势和最新进展，开拓研究生的研究视野，并培养研究生提出问题和解决问题的创新思维及能力。 邀请报告人： 李 方 （浙江大学） 彭联刚 （四川大学） 秦厚荣 （南京大学） 芮和兵 ...
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10
2019-05
A coupled Schrodinger system with critical exponent - 刘海东副教授（嘉兴学院）题目：A coupled Schrodinger system with critical exponent 报告人：刘海东副教授（嘉兴学院） Abstract : For the coupled Schr?dinger system where V1,V2,∈L2(R4)∩ (R4) are nonnegative functions and μ1, μ2, β are positive constants, we ...
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10
2019-05
Harder-Narasimhan filtration for non-Euclidean lattices - 陈华一教授（法国巴黎七大）题目：Harder-Narasimhan filtration for non-Euclidean lattices 报告人：陈华一教授（法国巴黎七大） Abstract: Harder-Narasimhan filtration is a classic notion in the theory of vector bundles over projective curves. In the setting of Euclidean lattices, an arithmetic ...
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06
2019-05
Multi-modality Inverse Optimization and Novel CBCT Method for Radiation Therapy-高浩副教授（埃默里大学 放射系）题目： Multi-modality Inverse Optimization and Novel CBCT Method for Radiation Therapy 报告人：高浩 副教授 （埃默里大学 放射系） Abstract : The goal of radiation therapy is to deliver tumoricidal dose to clinical target volume (CTV) while sparing organs-at-r...
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05
2019-05
Graduate Mini Course on Resurgence in Mathematics and PhysicsWith roots in the theory of Dynamical Systems, the theory of Resurgence as initiated by Jean Ecalle is a beautiful subject at the intersection between Analysis and Algebra. Recently, it has seen further developments on the connections to G...
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30
2019-04
现代数学基本概念讲座 N body relative equilibria in higher dimensions-Prof. Alain Chenciner（巴黎天文台）现代数学基本概念讲座 题目：N body relative equilibria in higher dimensions 报告人：Prof. Alain Chenciner （巴黎天文台） Abstract : If one allows the dimension of the ambient Euclidean space to be greater than 3, the family of $n$-body configuratio...