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Fluids, dispersion and blow-up : les vidéos

Invariant manifolds for quasilinear dispersive equations
Jalal Shatah (Courant Institute of Mathematical Sciences, New York University)


Invariant manifolds for quasilinear dispersive equations (Jalal Shatah) from Contact FSMP on Vimeo.


Sign-changing self-similar solutions of the nonlinear heat equation with positive initial value
Thierry Cazenave (LJLL, CNRS, UPMC)


Sign-changing self-similar solutions of the nonlinear heat equation with positive initial value (Thierry Cazenave) from Contact FSMP on Vimeo.


Dispersion phenomena on the Heisenberg group when the vertical frequency tends to 0
Hajer Bahouri (LAMA, CNRS, Université Paris-Est Créteil)


Dispersion phenomena on the Heisenberg group when the vertical frequency tends to 0 (Hajer Bahouri) from Contact FSMP on Vimeo.


Dispersion and the Dirac operator
Anne-Sophie de Suzzoni (LAGA, Université Paris XIII)


Dispersion and the Dirac operator (Anne-Sophie de Suzzoni) from Contact FSMP on Vimeo.


Inelasticity of soliton’s collision for the energy critical wave equation
Frank Merle (Université de Cergy-Pontoise)


Inelasticity of soliton’s collision for the energy critical wave equation (Frank Merle) from Contact FSMP on Vimeo.


Some applications of De Giorgi-Nash-Moser regularity theory in kinetic theory
Clément Mouhot (Université de Cambridge)
En raison d’un problème technique, la captation de l’exposé de Cément Mouhot n’a pu être effectuée. Nous vous prions de nous en excuser.


Long time existence of space periodic water waves
Massimiliano Berti (SISSA)


Long time existence of space periodic water waves (Massimiliano Berti) from Contact FSMP on Vimeo.


Stabilization of the water-waves equations
Thomas Alazard (CMLA, CNRS, École Normale Supérieure Paris-Saclay)


Stabilization of the water-waves equations (Thomas Alazard) from Contact FSMP on Vimeo.


A New Analytic Approach to Wave Turbulence
Tristan Buckmaster (Courant Institute of Mathematical Sciences, New York University)


A New Analytic Approach to Wave Turbulence (Tristan Buckmaster) from Contact FSMP on Vimeo.


Perturbative Cauchy theory for the Landau and Boltzmann equations
Isabelle Tristani (DMA, CNRS, École Normale Supérieure)


Perturbative Cauchy theory for the Landau and Boltzmann equations (Isabelle Tristani) from Contact FSMP on Vimeo.


Anisotropic blow up bubbles
Pierre Raphaël (LJAD, Université de Nice Sophia Antipolis)


Anisotropic blow up bubbles (Pierre Raphaël) from Contact FSMP on Vimeo.


Instability of 2D Couette flow in low regularity spaces
Yu Deng (Courant Institute of Mathematical Sciences, New York University)


Instability of 2D Couette flow in low regularity spaces (Yu Deng) from Contact FSMP on Vimeo.


On the Cauchy problem for vortex rings
Vladimir Sverak (University of Minnesota)


On the Cauchy problem for vortex rings (Vladimir Sverak) from Contact FSMP on Vimeo.


Quasi-resonant forcing of internal waves in a domain with topography
Laure Saint-Raymond (UMPA, École Normale Supérieure de Lyon)


Quasi-resonant forcing of internal waves in a domain with topography (Laure Saint-Raymond) from Contact FSMP on Vimeo.


Quasineutral limit for the Vlasov-Poisson system
Frédéric Rousset (Université Paris-Sud Orsay)


Quasineutral limit for the Vlasov-Poisson system (Frédéric Rousset) from Contact FSMP on Vimeo.


On scalar conservation laws: old and new
Pierre-Louis Lions (Collège de France)


On scalar conservation laws: old and new (Pierre-Louis Lions) from Contact FSMP on Vimeo.

On the Prandtl boundary layer expansion in a Gevrey class
Yasunori Maekawa (Université de Kyoto)


On the Prandtl boundary layer expansion in a Gevrey class (Yasunori Maekawa) from Contact FSMP on Vimeo.


Expanding large global solutions of the compressible Euler equations
Mahir Hadzic (King's College London)


Expanding large global solutions of the compressible Euler equations (Mahir Hadzic) from Contact FSMP on Vimeo.


Two-bubble dynamics for equivariant wave maps
Andrew Lawrie (MIT)


Two-bubble dynamics for equivariant wave maps (Andrew Lawrie) from Contact FSMP on Vimeo.


The vortex method for 2D ideal flows in exterior domains
Diogo Arsénio (IMJ-PRG, CNRS, Université Paris-Diderot)


The vortex method for 2D ideal flows in exterior domains (Diogo Arsénio) from Contact FSMP on Vimeo.


Low regularity solutions of the cubic Szegö equation
Patrick Gérard (Université Paris-Sud Orsay)


Low regularity solutions of the cubic Szegö equation (Patrick Gérard) from Contact FSMP on Vimeo.


On the harmonic map heat flow in supercritical dimensions
Tej-eddine Ghoul (NYU Abu Dhabi)

On the harmonic map heat flow in supercritical dimensions (Tej-eddine Ghoul) from Contact FSMP on Vimeo.