The main result of this work is the construction of multi-solitons solutions that is to say solutions that are time asymptotics to a sum of decoupling solitary waves for the full water waves system with surface tension
AbstractExact solutions of nonlinear generalizations of the wave equation are constructed. In some c...
A direct rational exponential scheme is introduced and applied to construct exact multisoliton solut...
The Exp-function method is generalized to construct N-soliton solutions of a new generalization of t...
This research explores the complex and physical behavior, using four different theoretical methods, ...
In this paper, we study about properties and natures of water waves. Firstly, types of waves, classi...
19 pagesInternational audienceWe look for solutions to derivative nonlinear Schrodinger equations bu...
In this work, the analytic solutions for different types of nonlinear partial differential equations...
32 pages, submitted. Version préliminaire (2010-02) d'un travail publié sous forme définitive (2010-...
International audienceWe prove the existence of multi-soliton and kink-multi-soliton solutions of th...
We present a new approach to find travelling wave solutions for the Korteweg-de Vries type equations...
Abstract. To predict the wave parameters from the inter-action patterns of waves (the inverse proble...
AbstractIn this paper, an effective discrimination algorithm is presented to deal with equations ari...
International audienceWe consider the nonlinear Klein-Gordon equation in $\R^d$. We call multi-solit...
In this paper, we consider an extended KdV equation, which arises in the analysis of several problem...
Abstract. We will first review known results on multi-solitons of dispersive partial differential eq...
AbstractExact solutions of nonlinear generalizations of the wave equation are constructed. In some c...
A direct rational exponential scheme is introduced and applied to construct exact multisoliton solut...
The Exp-function method is generalized to construct N-soliton solutions of a new generalization of t...
This research explores the complex and physical behavior, using four different theoretical methods, ...
In this paper, we study about properties and natures of water waves. Firstly, types of waves, classi...
19 pagesInternational audienceWe look for solutions to derivative nonlinear Schrodinger equations bu...
In this work, the analytic solutions for different types of nonlinear partial differential equations...
32 pages, submitted. Version préliminaire (2010-02) d'un travail publié sous forme définitive (2010-...
International audienceWe prove the existence of multi-soliton and kink-multi-soliton solutions of th...
We present a new approach to find travelling wave solutions for the Korteweg-de Vries type equations...
Abstract. To predict the wave parameters from the inter-action patterns of waves (the inverse proble...
AbstractIn this paper, an effective discrimination algorithm is presented to deal with equations ari...
International audienceWe consider the nonlinear Klein-Gordon equation in $\R^d$. We call multi-solit...
In this paper, we consider an extended KdV equation, which arises in the analysis of several problem...
Abstract. We will first review known results on multi-solitons of dispersive partial differential eq...
AbstractExact solutions of nonlinear generalizations of the wave equation are constructed. In some c...
A direct rational exponential scheme is introduced and applied to construct exact multisoliton solut...
The Exp-function method is generalized to construct N-soliton solutions of a new generalization of t...
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