We consider linear systems related to the description of the collision of two solitons for the gKdV equation with quartic nonlinearity. The computations presented in this note are applied in Martel and Merle [10] to prove a result concerning inelastic (but almost elastic) collision for a nonintegrable equation.We consider linear systems related to the description of the collision of two solitons for the gKdV equation with quartic nonlinearity. The computations presented in this note are applied in Martel and Merle [10] to prove a result concerning inelastic (but almost elastic) collision for a nonintegrable equation
AbstractWe consider the subcritical generalized Korteweg–de Vries equationut+(uxx+u4)x=0,t,x∈R. Let ...
The different dynamical features underlying soliton interactions in coupled nonlinear Schrodinger eq...
Collisions of solitons for two coupled and N-coupled NLS equation are investigated from various view...
53 pages, to appear in IMRN, doi:10.1093/imrn/rnp204We study the problem of 2-soliton collision for ...
Minor corrections in computations. Version préliminaire (02/11/2009) d'un travail publié sous forme ...
International audienceWe continue our study of the collision of two solitons for the subcritical gen...
This work deals with long time dynamics of soliton solutions for generalizations of well-known dispe...
This paper concerns the problem of collision of two solitons for the quartic generalized Korteweg-de...
AbstractIn this paper we consider an interaction of two solitons represented by a two-soliton soluti...
Dans cette thèse, nous étudions quelques propriétés dynamiques des solutions de type soliton de quel...
International audienceThis paper is concerned with the interaction of two solitons of nearly equal s...
We examine collisions between identical solitons in a weakly perturbed Ablowitz-Ladik (AL) model, au...
For the focusing energy critical wave equation in 5D, we construct a solution showing the inelastic ...
International audienceWe study the collision of two solitons for the nonlinear Schrodinger equation ...
We propose an integrable system of coupled nonlinear Schrödinger equations with cubic-quintic terms ...
AbstractWe consider the subcritical generalized Korteweg–de Vries equationut+(uxx+u4)x=0,t,x∈R. Let ...
The different dynamical features underlying soliton interactions in coupled nonlinear Schrodinger eq...
Collisions of solitons for two coupled and N-coupled NLS equation are investigated from various view...
53 pages, to appear in IMRN, doi:10.1093/imrn/rnp204We study the problem of 2-soliton collision for ...
Minor corrections in computations. Version préliminaire (02/11/2009) d'un travail publié sous forme ...
International audienceWe continue our study of the collision of two solitons for the subcritical gen...
This work deals with long time dynamics of soliton solutions for generalizations of well-known dispe...
This paper concerns the problem of collision of two solitons for the quartic generalized Korteweg-de...
AbstractIn this paper we consider an interaction of two solitons represented by a two-soliton soluti...
Dans cette thèse, nous étudions quelques propriétés dynamiques des solutions de type soliton de quel...
International audienceThis paper is concerned with the interaction of two solitons of nearly equal s...
We examine collisions between identical solitons in a weakly perturbed Ablowitz-Ladik (AL) model, au...
For the focusing energy critical wave equation in 5D, we construct a solution showing the inelastic ...
International audienceWe study the collision of two solitons for the nonlinear Schrodinger equation ...
We propose an integrable system of coupled nonlinear Schrödinger equations with cubic-quintic terms ...
AbstractWe consider the subcritical generalized Korteweg–de Vries equationut+(uxx+u4)x=0,t,x∈R. Let ...
The different dynamical features underlying soliton interactions in coupled nonlinear Schrodinger eq...
Collisions of solitons for two coupled and N-coupled NLS equation are investigated from various view...