In this paper, the topological soliton solutions of nonlinear evolution equations are obtained by the solitary wave ansatz method. Under some parameter conditions, exact solitary wave solutions are obtained. Note that it is always useful and desirable to construct exact solutions especially soliton-type (dark, bright, kink, anti-kink, etc.) envelope for the understanding of most nonlinear physical phenomena
AbstractIn this paper, an effective discrimination algorithm is presented to deal with equations ari...
We report an exact bright and dark soliton solution to the nonlinear evolution equation derived by M...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
AbstractIn this paper, the topological soliton solutions of nonlinear evolution equations are obtain...
AbstractIn this paper, the topological soliton solutions of nonlinear evolution equations are obtain...
The authors present a systematic and formal approach toward finding solitary wave solutions of nonli...
This paper studies the topological and non-topological 1-soliton solutions to the Bretherton equatio...
In this paper, two solitary wave solutions are obtained for the Vakhnenko–Parkes equation with ...
In this paper sub-equation method with symbolic computational method is used for constructing the ne...
AbstractFor some nonlinear evolution equations which describe pseudo-spherical surfaces two new exac...
Abstract:An extended mapping method is used to drive some new exact travelling wave so-lutions of no...
The variant Boussinesq and the Lonngren wave equations are underlying to model waves in shallow wate...
AbstractExact solutions of nonlinear generalizations of the wave equation are constructed. In some c...
The present paper investigates the solitary wave solutions of the nonlinear evolution equations with...
Three different methods are applied to construct new types of solutions of nonlinear evolution equat...
AbstractIn this paper, an effective discrimination algorithm is presented to deal with equations ari...
We report an exact bright and dark soliton solution to the nonlinear evolution equation derived by M...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
AbstractIn this paper, the topological soliton solutions of nonlinear evolution equations are obtain...
AbstractIn this paper, the topological soliton solutions of nonlinear evolution equations are obtain...
The authors present a systematic and formal approach toward finding solitary wave solutions of nonli...
This paper studies the topological and non-topological 1-soliton solutions to the Bretherton equatio...
In this paper, two solitary wave solutions are obtained for the Vakhnenko–Parkes equation with ...
In this paper sub-equation method with symbolic computational method is used for constructing the ne...
AbstractFor some nonlinear evolution equations which describe pseudo-spherical surfaces two new exac...
Abstract:An extended mapping method is used to drive some new exact travelling wave so-lutions of no...
The variant Boussinesq and the Lonngren wave equations are underlying to model waves in shallow wate...
AbstractExact solutions of nonlinear generalizations of the wave equation are constructed. In some c...
The present paper investigates the solitary wave solutions of the nonlinear evolution equations with...
Three different methods are applied to construct new types of solutions of nonlinear evolution equat...
AbstractIn this paper, an effective discrimination algorithm is presented to deal with equations ari...
We report an exact bright and dark soliton solution to the nonlinear evolution equation derived by M...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...