International audienceWe show that solitary waves for the 2D Euler-Korteweg model for capillary fluids display nonlinear instability when subjected to transverse perturbations.On montre que les ondes solitaires 1D du modèle d'Euler-Korteweg 2D, modélisant le mouvement de fluides avec capillarité interne, sont non-linéairement instables lorsqu'elles sont soumises à des perturbations transverses
Gravity{capillary solitary waves of depression, that bifurcate at the minimum phase speed on water o...
A new theory for transverse instability of bright solitons of equations of nonlinear Schrödinger (NL...
International audienceThe bifurcation of two-dimensional gravity-capillary waves into solitary waves...
International audienceWe show that solitary waves for the 2D Euler-Korteweg model for capillary flui...
International audienceWe present a method to prove nonlinear instability of solitary waves in disper...
International audienceWe investigate the existence and properties of traveling waves for the Euler-K...
International audienceWe prove the linear and nonlinear instability of the line solitary water waves...
International audienceWe present a general result of transverse nonlinear instability of Id solitary...
AbstractWe present a general result of transverse nonlinear instability of 1d solitary waves for Ham...
The problem of two-dimensional capillary-gravity waves on an inviscid fluid of finite depth interact...
Transverse stability and instability of solitary waves correspond to a class of perturbations that a...
The effect of transverse perturbations on the domain walls and Nakata’s solitons is studied. The int...
International audienceWe consider a fifth-order Kadomtsev-Peviashvili equation which arises as a two...
The linear stability of finite-amplitude surface solitary waves with respect to transverse perturbat...
This thesis deals with a couple of stability problems in fluid mechanics. In the first two parts, we...
Gravity{capillary solitary waves of depression, that bifurcate at the minimum phase speed on water o...
A new theory for transverse instability of bright solitons of equations of nonlinear Schrödinger (NL...
International audienceThe bifurcation of two-dimensional gravity-capillary waves into solitary waves...
International audienceWe show that solitary waves for the 2D Euler-Korteweg model for capillary flui...
International audienceWe present a method to prove nonlinear instability of solitary waves in disper...
International audienceWe investigate the existence and properties of traveling waves for the Euler-K...
International audienceWe prove the linear and nonlinear instability of the line solitary water waves...
International audienceWe present a general result of transverse nonlinear instability of Id solitary...
AbstractWe present a general result of transverse nonlinear instability of 1d solitary waves for Ham...
The problem of two-dimensional capillary-gravity waves on an inviscid fluid of finite depth interact...
Transverse stability and instability of solitary waves correspond to a class of perturbations that a...
The effect of transverse perturbations on the domain walls and Nakata’s solitons is studied. The int...
International audienceWe consider a fifth-order Kadomtsev-Peviashvili equation which arises as a two...
The linear stability of finite-amplitude surface solitary waves with respect to transverse perturbat...
This thesis deals with a couple of stability problems in fluid mechanics. In the first two parts, we...
Gravity{capillary solitary waves of depression, that bifurcate at the minimum phase speed on water o...
A new theory for transverse instability of bright solitons of equations of nonlinear Schrödinger (NL...
International audienceThe bifurcation of two-dimensional gravity-capillary waves into solitary waves...