会议室预约入口
"智能计算与应用"同济大学数学中心
English
学术报告
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Some New Fourth Hybrid Power Mean Involving the Generalized Gauss Sums张文鹏，西北大学二级教授，博士生导师。兼任中国数学会理事、《Scientia Magna》杂志主编、《纯粹数学与应用数学》杂志副主编等职；陕西省有突出贡献的专家，享受国务院政府特殊津贴；入选陕西省“三五”人才第一层，被国家人事部选为“...张文鹏 教授 （西北大学）腾讯会议室2021年12月3日（星期五） 10:00–11:00
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Global Mittag-Leffler Stability for Fractional-Order Coupled Systems on Netwo...This topic is about the global Mittag-Leffler stability (MLS) problem of the equilibrium point for a new fractional-order coupled system (FOCS) on a network without strong co...考永贵 教授 （哈尔滨工业大学）腾讯会议室2021年12月2日（星期四） 上午10:00-11:00
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Approximation of Weak Geodesics and Subharmonicity of Mabuchi Energy, II: ε-...The purpose of this talk is to study the strict convexity of the Mabuchi functional along a C1,1-geodesic, with the aid of the ϵ-geodesics. We proved the L2-convergence of the fiberwise volume element of...李龙 助理教授（上海科技大学）腾讯会议室2021年11月29日（星期一） 15:45-17:45
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Isometric Immersions from Geometric and PDE PerspectivesWe report our recent work on a classical problem in geometric analysis: isometric immersions and/or embeddings of Riemannian and semi-Riemannian manifolds. The underlying PDE (partial differential equation) is the Gauss--Codazzi--Ricc...李思然 副教授（上海交通大学）腾讯会议室2021年11月29日（星期一） 13:30-14:30
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A Moment Map Picture in LCS GeometryWe aim to describe a moment map picture similar to the Fujiki-Donaldson theory in the framework of LCS geometryPh.D Simone Calamai (University of Florence)Zoom会议室2021年11月28日（星期日） 16:00-18:00
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On Critical Hartree Equations: Qualitative Analysis and its ApplicationsIn this talk I will first introduce some qualitative properties of the solutions of the critical Hartree equation, such as the regularity, symmetry, decay estimates, classification and nondegeneracy. Then as an applicati...杨敏波 教授（浙江师范大学）腾讯会议室2021年11月28日（星期日） 14:45-15:45
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On Kodaira Dimension of Almost Complex ManifoldsThe Kodaira dimension is a fundamental invariant in complex geometry and algebraic geometry. Recently, it has been introduced to almost complex manifolds and has several applications. In this talk, I will discuss some properties of Kodaira dimension on almost complex manifolds and review some recent results. This talk is mainly based on joint work with Weiyi Zhang.陈豪杰 讲师 （浙江师范大学）腾讯会议室2021年11月26日（星期五） 15:00-16:00
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非负Ricci曲率空间上的等周不等式在本次报告中，报告人将在具有非负Ricci曲率的度量测度空间的框架下，使用最优传输的方法证明一个联系Cheeger常数和体积熵的等周型不等式，并证明其最佳性和刚性欢迎各位参加韩邦先 教授 （中国科学技术大学）宁静楼117室2021年11月26日（星期五） 13:30-14:30
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