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    • 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
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          • Infinite Groups
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      MathVideos.org
      • Seminars
        • Algebra
          • Associative Rings
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            • Group Rings
            • Hecke Algebras
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          • Fusion Systems
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            • Abelian Groups
            • Algebraic Groups
            • Combinatorial Group Theory
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            • Finite Groups
            • Geometric Group Theory
            • Infinite Groups
            • Lie Groups
            • Permutation Groups
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            • Jordan and Axial Algebras
            • Lie Algebras
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      Alexandru Ionescu: On the asymptotic stability of shear flows and vortices

      16th November, 2021
      Watch LaterRemove Cinema Mode

      I will talk about some recent work on the global linear and non-linear asymptotic stability of two families of solutions of the 2D Euler equations: shear flows on bounded channels and vortices in the plane.

      This is joint work with Hao Jia.

      This video was produced by the SITE Research Center at New York University, as part of their talk series.

      Applied mathematics Fluid dynamics

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