Summer School 2016: Nonlinear Waves

Collection Summer School 2016: Nonlinear Waves

Organizer(s) Yvan MARTEL (École Polytechnique), Frank MERLE (Université de Cergy-Pontoise & IHÉS), Fabrice PLANCHON (Université Nice Sophia-Antipolis)

Date(s) 18/07/2016 - 29/07/2016

00:00:00 / 00:00:00

12 34

On two dimensional gravity water waves with angled crests

In this talk, I will survey the recent understandings on the motion of water waves obtained via rigorous mathematical tools, this includes the evolution of smooth initial data and some typical singular behaviors. In particular, I will present our recently results on gravity water waves with angled crests.

Information about the video

Date of recording 26/07/2016
Date of publication 27/07/2016
Institution IHES
Licence CC BY-NC-ND
Format MP4

Domain(s)

MSC codes

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All the collection videos

47:29

published on July 21, 2016

On the Growth of Sobolev norms for 3d cubic NLS

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47:12

published on July 21, 2016

Recent developments on certain dispersive equations as infinite dimensional Hamiltonian systems

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50:51

published on July 22, 2016

On stability of type II blow up solutions for the critical NLW

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52:16

published on July 22, 2016

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47:08

published on July 22, 2016

Euler sprays and optimal transport

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46:31

published on July 24, 2016

Stability of periodic waves of 1D nonlinear Schrödinger equations

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47:33

published on July 24, 2016

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48:18

published on July 26, 2016

The free boundary problem for a slightly compressible liquid

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published on July 29, 2016

Benoit Pausader - Asymptotic behavior for the cubic nonlinear Schrodinger equation on product spaces

59:22

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On two dimensional gravity water waves with angled crests

By Sijue Wu

39:46

published on July 27, 2016

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published on July 25, 2016

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published on July 29, 2016

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51:28

published on July 29, 2016

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published on July 22, 2016

Daniel Tataru - Two dimensional water waves

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published on July 20, 2016

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46:12

published on July 30, 2016

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55:43

published on July 30, 2016

Soliton resolution for the critical nonlinear heat equation

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published on July 20, 2016

Carlos Kenig - Soliton resolution for the energy critical wave equation

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