Add to ORKGIn this paper sub-equation method with symbolic computational method is used for constructing the new exact travelling wave solutions for some nonlinear evolution equations arising in mathematical physics namely,the WBK, Z–K equation, and coupled nonlinear equations . As a result,the traveling wave solutions are obtained include, solitons, kinks and plane periodic solutions. It worthwhile to mention that the proposed method can be applied in further works to establish more entirely new exact solutions for other kinds of nonlinear evolution equation
In this paper,the extended (G’/G )-expansion method with a computerized symbolic compu-tation Maple ...
First, applying the Jacobi elliptic sine function expansion, basic travelling wave solutions of some...
First, applying the Jacobi elliptic sine function expansion, basic travelling wave solutions of some...
A mapping method is described for obtaining exact travelling wave solutions to nonlinear evolution e...
AbstractIn this work, the modified simple equation (MSE) method is used to find exact traveling wave...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
In this work, the modified simple equation (MSE) method is used to find exact traveling wave solutio...
AbstractIn this paper, we consider the nonlinear evolution equations such as Kawahara equation and m...
Abstract:An extended mapping method is used to drive some new exact travelling wave so-lutions of no...
AbstractIn this paper, the simplest equation method has been used for finding the exact solutions of...
WOS: 000265236000001A modified G'/G-expansion method is presented to derive traveling wave solutions...
In this paper, we applied the sine-cosine method and the rational functions in exp(ksi) method for t...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
WOS: 000405975100049In this study, exact solutions of the nonlinear partial differential equations h...
In this letter, a generalized sub-ODE method is proposed to construct exact solutions of nonlinear S...
In this paper,the extended (G’/G )-expansion method with a computerized symbolic compu-tation Maple ...
First, applying the Jacobi elliptic sine function expansion, basic travelling wave solutions of some...
First, applying the Jacobi elliptic sine function expansion, basic travelling wave solutions of some...
A mapping method is described for obtaining exact travelling wave solutions to nonlinear evolution e...
AbstractIn this work, the modified simple equation (MSE) method is used to find exact traveling wave...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
In this work, the modified simple equation (MSE) method is used to find exact traveling wave solutio...
AbstractIn this paper, we consider the nonlinear evolution equations such as Kawahara equation and m...
Abstract:An extended mapping method is used to drive some new exact travelling wave so-lutions of no...
AbstractIn this paper, the simplest equation method has been used for finding the exact solutions of...
WOS: 000265236000001A modified G'/G-expansion method is presented to derive traveling wave solutions...
In this paper, we applied the sine-cosine method and the rational functions in exp(ksi) method for t...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
WOS: 000405975100049In this study, exact solutions of the nonlinear partial differential equations h...
In this letter, a generalized sub-ODE method is proposed to construct exact solutions of nonlinear S...
In this paper,the extended (G’/G )-expansion method with a computerized symbolic compu-tation Maple ...
First, applying the Jacobi elliptic sine function expansion, basic travelling wave solutions of some...
First, applying the Jacobi elliptic sine function expansion, basic travelling wave solutions of some...