International audienceIt is shown that elliptic solutions to the AKNS hierarchy equations can be obtained by exploring spectral curves that correspond to elliptic solutions of the KdV hierarchy. This also allows one to get the quasirational and trigonometric solutions for AKNS hierarchy equations as a limit case of the elliptic solutions mentioned above
In the thesis work, based on the D-AKNS spectral problem, we study the negative-order D-AKNS (ND-AKN...
In this paper we review the physical relevance of a Korteweg–de Vries (KdV) equation with higher-ord...
Korteweg de Vries (KdV) model is considered quintessential in modeling the surface gravity water wav...
International audienceIt is shown that elliptic solutions to the AKNS hierarchy equations can be obt...
Various progressive waves expressed by rational combination of Jacobian elliptic functions in genera...
We provide conditions for the existence of hyperbolic, unbounded periodic and elliptic solutions in ...
We provide conditions for existence of hyperbolic, unbounded periodic and elliptic solutions in term...
Abstract. Two “elliptic analogues ” of the nonlinear Schrödinger hiererchy are constructed, and the...
In this work, we have constructed various types of soliton solu-tions of the generalized regularized...
International audienceWe describe a unified structure of rogue wave and multiple rogue wave solution...
This manuscript aims to construct a family of travelling wave solutions to the high nonlinearity dif...
Elliptic equation is taken as an ansatz and applied to solve nonlinear wave equations directly. More...
AbstractThe periodic wave solutions for the two component BKP hierarchy are obtained by using of Jac...
The new solutions to elliptic equation are shown, and then the elliptic equation is taken as a trans...
International audienceIn this paper, we investigate genus 2 algebro-geometric solutions of the AKNS ...
In the thesis work, based on the D-AKNS spectral problem, we study the negative-order D-AKNS (ND-AKN...
In this paper we review the physical relevance of a Korteweg–de Vries (KdV) equation with higher-ord...
Korteweg de Vries (KdV) model is considered quintessential in modeling the surface gravity water wav...
International audienceIt is shown that elliptic solutions to the AKNS hierarchy equations can be obt...
Various progressive waves expressed by rational combination of Jacobian elliptic functions in genera...
We provide conditions for the existence of hyperbolic, unbounded periodic and elliptic solutions in ...
We provide conditions for existence of hyperbolic, unbounded periodic and elliptic solutions in term...
Abstract. Two “elliptic analogues ” of the nonlinear Schrödinger hiererchy are constructed, and the...
In this work, we have constructed various types of soliton solu-tions of the generalized regularized...
International audienceWe describe a unified structure of rogue wave and multiple rogue wave solution...
This manuscript aims to construct a family of travelling wave solutions to the high nonlinearity dif...
Elliptic equation is taken as an ansatz and applied to solve nonlinear wave equations directly. More...
AbstractThe periodic wave solutions for the two component BKP hierarchy are obtained by using of Jac...
The new solutions to elliptic equation are shown, and then the elliptic equation is taken as a trans...
International audienceIn this paper, we investigate genus 2 algebro-geometric solutions of the AKNS ...
In the thesis work, based on the D-AKNS spectral problem, we study the negative-order D-AKNS (ND-AKN...
In this paper we review the physical relevance of a Korteweg–de Vries (KdV) equation with higher-ord...
Korteweg de Vries (KdV) model is considered quintessential in modeling the surface gravity water wav...
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