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    MathVideos.org
    • Seminars
      • Algebra
        • Associative Rings
          • Ariki-Koike Algebras
          • Cluster Algebras
          • Group Rings
          • Hecke Algebras
          • KLR Algebras
          • Schur Algebras
        • Commutative Algebra
        • Fusion Systems
        • Group Theory
          • Abelian Groups
          • Algebraic Groups
          • Combinatorial Group Theory
          • Computational Group Theory
          • Finite Groups
          • Geometric Group Theory
          • Infinite Groups
          • Lie Groups
          • Permutation Groups
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          • Algebraic Groups
          • Lie Algebras
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          • p-Adic Groups
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          • Jordan and Axial Algebras
          • Lie Algebras
          • Other Non-Associative Rings
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          • Geometric Representation Theory
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          • Representations of Finite Groups
          • Representations of Lie Algebras
          • Representations of Symmetric Groups
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      • Analysis
        • Complex Analysis
        • Functional Analysis
        • Harmonic Analysis
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        • Derived Categories
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      MathVideos.org
      • Seminars
        • Algebra
          • Associative Rings
            • Ariki-Koike Algebras
            • Cluster Algebras
            • Group Rings
            • Hecke Algebras
            • KLR Algebras
            • Schur Algebras
          • Commutative Algebra
          • Fusion Systems
          • Group Theory
            • Abelian Groups
            • Algebraic Groups
            • Combinatorial Group Theory
            • Computational Group Theory
            • Finite Groups
            • Geometric Group Theory
            • Infinite Groups
            • Lie Groups
            • Permutation Groups
          • Lie Theory
            • Algebraic Groups
            • Lie Algebras
            • Lie Groups
            • p-Adic Groups
            • Representations of Algebraic Groups
          • Non-Associative Algebras
            • Jordan and Axial Algebras
            • Lie Algebras
            • Other Non-Associative Rings
          • Representation Theory
            • Geometric Representation Theory
            • Representations of Algebraic Groups
            • Representations of Finite Groups
            • Representations of Lie Algebras
            • Representations of Symmetric Groups
          • Semigroups
        • Analysis
          • Complex Analysis
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      Kenji Fukaya: Equivariant Floer homology

      2nd May, 2017
      Watch LaterRemove Cinema Mode

      In this talk I will explain a construction of equivariant version of Lagrangian Floer homology with compact group action. I will explain some of the ideas to construct it and its (potential) applications.

      This video is part of Harvard University‘s conference JDG 2017.

      Differential geometry Geometry

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