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Global stability of a flat interface for the gravity capillary water system in 3DPDE and Applied Math Seminar
|Speaker: ||Benoit Pausader, Princeton University|
|Location: ||3106 MSB|
|Start time: ||Thu, Oct 29 2015, 4:10PM|
We show that a smooth localized perturbation of a flat interface is global and scatters back to the equilibrium for the water wave problem with gravity and surface tension in 3D. This is joint work with Y. Deng, A. Ionescu and F. Pusateri.