南京地铁2号线(103104)经天路方向出新街口站 UP第一次坐西增
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Joseph Lehec：Isoperimetric inequalities in high dimensional convex sets——3——3
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Boáz Klartag：Isoperimetric inequalities in high dimensional convex sets——3——2
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Joseph Lehec：Isoperimetric inequalities in high dimensional convex sets——2——4
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Boáz Klartag：Isoperimetric inequalities in high dimensional convex sets——4——2
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Joseph Lehec：Isoperimetric inequalities in high dimensional convex sets——4——3
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Boáz Klartag：Isoperimetric inequalities in high dimensional convex sets——1——1
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Joseph Lehec：Isoperimetric inequalities in high dimensional convex sets——3——4
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Boáz Klartag：Isoperimetric inequalities in high dimensional convex sets——2——2
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广义相对论 【双语字幕】 - Christoffel符号的概念化
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Joseph Lehec：Isoperimetric inequalities in high dimensional convex sets——1——3
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Boáz Klartag：Isoperimetric inequalities in high dimensional convex sets——4——1
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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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度量张量 【双语字幕】- 揭开广义相对论中度量张量的神秘面纱
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Yong Wei：Curvature measures and volume preserving curvature flow——1
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Richard Schoen：特征值极值问题的几何
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Daniele Semola：The metric measure boundary of non collapsed RCD spaces
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Karl-Theodor Sturm：度量测度空间的Distribution-valued Ricci Bounds（Metric Measure Space）
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Andrea Mondino：满足Ricci曲率有下界的度量测度空间（Metric Measure Space）——1
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Karl-Theodor Sturm：Metric measure spaces and synthetic Ricci bounds（度量测度空间）
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Andrea Mondino：满足Ricci曲率有下界的度量测度空间（Metric Measure Space）——3
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Gunhee Cho：Calabi conjecture的Kähler-Ricci flow方法和Kähler–Einstein metric的存在
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华东师大指标理论课前知识预备1:丛范畴，纤维丛，向量丛.1.2转移函数，向量丛的构造
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Christina Sormani：Intrinsic Flat and Gromov-Hausdorff Convergence——3
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Joseph Lehec：The Langevin Algorithm in the Non Smooth Log-Concave Case
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10月3日省实验秋令营数学
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Christina Sormani：Intrinsic Flat and Gromov-Hausdorff Convergence——1
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广义相对论 【双语字幕】- 黑洞的几何结构
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Richard Schoen：Steklov特征值和自由边界极小曲面
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Alexandros Eskenazis：Functional inequalities in Metric Geometry——II
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Jo Nelson&Morgan Weiler：ECH of prequantization bundles and lens spaces
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Thomas Bartsch：L^2 normalized solutions to nonlinear elliptic equations
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Camillo De Lellis：Harmonic Multivalued Functions（Geometric Measure Theory）——2
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Felix Otto：The thresholding scheme for mean curvature flow
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Yong Wei：Curvature measures and volume preserving curvature flow——3
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【CRM】Simon Brendle：Singularity models in 3D Ricci flow
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Alexandros Eskenazis：Functional inequalities in Metric Geometry——I
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Alexandros Eskenazis：Functional inequalities in Metric Geometry——III
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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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Yakov Eliashberg：Weinstein manifolds as cotangent bundles of arboreal spaces
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Yevgeny Liokumovich：测量黎曼流形的大小和复杂性&极小曲面和Quantitative Topology——1