京东 11.11 红包
Richard Schoen：作为特征值问题的极值的极小曲面
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Richard Schoen：特征值极值问题的几何
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从建模到求解--基于fluent的三周期极小曲面gyroid结构对流换热模拟
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Otis Chodosh：Generalizations of the Bernstein Problem
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Richard Schoen：Steklov特征值和自由边界极小曲面
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Tobias Colding：Geometry of PDEs
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微分几何速通！测地线和里奇张量
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【系列课程】Wangjian Jian--Ricci Flow课程39
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Camillo De Lellis：Boundary regularity of minimal surfaces
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微分几何速通！拓扑空间简介
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Max Orchard：Fibre Bundles, Principal G-Bundles
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微分几何速通！流形和张量场
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Grasshopper插件系列-Kangaroo 05 皂膜曲面 Soap Films
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【Fields Institute】Tobias Holck Colding：Connections between geometry and PDEs
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Stepan Hudecek：MCF for surfaces in R^3 vs hypersurfaces in higher dimensions
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Vishnu Mangalath：Estimates for Mean Curvature Flow in R^3
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【CRM】Yevgeny Liokumovich：体积谱的Parametric geometric inequalities和Weyl law
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【选填技巧】第10招：秒杀拐点+极值点个数
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Richard Schoen：广义相对论中的几何问题（Positive mass theorem）
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Vishnu Mangalath：Gradient Estimates in Mean Curvature Flow——2
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Vishnu Mangalath：Uhlenbeck Compactness
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Devesh Rajpal：Harmonic maps in higher dimensions
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Chris Hopper：Maxwell方程组、相关的Cauchy问题，与Yang-Mills方程组有关
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【系列课程】Wangjian Jian--Ricci Flow课程37
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Weiping Zhang：Deformed Dirac operators and scalar curvature
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Federico Glaudo：The Isoperimetric Problem in Cubes and Torii
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Richard Schoen：时空的一些几何性质（Positive mass theorem）
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Stepan Hudecek&Rhuaidi Burke&Bai-Ling Wang：Yang-Mills方程&对4流形进行同伦分类&SD/ASD联络及问题
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Richard Schoen：Einstein方程的Localizing Solutions（Positive Mass Theorem）
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Lucas Ambrozio：Zoll-like metrics on minimal surface theory（极小曲面理论上的Zoll类度量）
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Ovidiu Savin：Nonlocal minimal surfaces——1
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Kyle Broder：Curvature and Moduli-Some Intimations and Propaganda
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A.Michelat：Willmore曲面、Min-Max与Morse指标&Iskander Taimanov：通过spinor和soliton方程的曲面
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James Stanfield：Necks in Mean Curvature Flow
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Franc Forstnerič：极小曲面理论中新的复分析方法
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Max Hallgren：Tensor maximum principle——2
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Sathya Rengaswami：Some Ancient Solutions to General Curvature Flows
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广义相对论 【双语字幕】- 微分几何中的曲线坐标导论
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James Stanfield：Hermitian manifolds with flat Gauduchon connections
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微分流形讨论班【上】_黎曼度量; 等距同构; 拉回度量; 正则值的原像
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Timothy Buttsworth：The Einstein-Hilbert functional along Ebin geodesics