Recent advances in Nonlinear inviscid damping (SPECIAL TIME)

Recent advances in Nonlinear inviscid damping (SPECIAL TIME)

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Nader Masmoudi, New York University (SPECIAL TIME)

We will review some recent developments in the  inviscid damping theory of 2D Euler. These new  results include the optimality of the Gevrey regularity required to get the nonlinear  damping as well as the generalization to  the asymptotic stability around more general monotone flows.