A new method, which assumes ϕ' with a function form of f(eϕ), is applied to solve the Dodd-Bullough equation ϕuv=eϕ-e-2ϕ through travelling-wave transformation. A new family of explicit travelling wave solutions is derived. The proposed method works efficiently to be applied to solve other forms of Dodd-Bullough equations
AbstractIn this paper, the modified simple equation (MSE) method is implemented to find the exact so...
WOS: 000265402600003With the aid of the symbolic computation system Mathematica, many exact solution...
The improved tanh-function method is a powerful The improved tanh-function method is a powerful tool...
In this article, we construct the traveling wave and elliptic function solutions of some special non...
In this paper, the E-DBM equation is studied. The B?cklund transformation for this equation is obtai...
We propose a method to deal with the general sine-Gordon equation. Several new exact travelling wave...
This article was published in the Mathematical Problems in Engineering [© 2011 Hasibun Naher et al.]...
We employ the (G′/G)-expansion method to seek exact traveling wave solutions of two nonlinear wave e...
WOS: 000405975100049In this study, exact solutions of the nonlinear partial differential equations h...
WOS: 000309691600009In this present work, the simplest equation method is used to construct exact so...
The improved (G'/G)-expansion method is a powerful mathematical tool for solving nonlinear evolution...
In this work, the extended homogeneous balance method is used to derive exact solutions of nonlinear...
In this paper, we employ the exp(−ϕ(ξ))-expansion method to find the exact traveling wave solutions ...
In this paper, the modified simple equation (MSE) method is implemented to find the exact solutions ...
ABSTRACT. In this paper, a improved method named the integral bifurcation is introduced. In order to...
AbstractIn this paper, the modified simple equation (MSE) method is implemented to find the exact so...
WOS: 000265402600003With the aid of the symbolic computation system Mathematica, many exact solution...
The improved tanh-function method is a powerful The improved tanh-function method is a powerful tool...
In this article, we construct the traveling wave and elliptic function solutions of some special non...
In this paper, the E-DBM equation is studied. The B?cklund transformation for this equation is obtai...
We propose a method to deal with the general sine-Gordon equation. Several new exact travelling wave...
This article was published in the Mathematical Problems in Engineering [© 2011 Hasibun Naher et al.]...
We employ the (G′/G)-expansion method to seek exact traveling wave solutions of two nonlinear wave e...
WOS: 000405975100049In this study, exact solutions of the nonlinear partial differential equations h...
WOS: 000309691600009In this present work, the simplest equation method is used to construct exact so...
The improved (G'/G)-expansion method is a powerful mathematical tool for solving nonlinear evolution...
In this work, the extended homogeneous balance method is used to derive exact solutions of nonlinear...
In this paper, we employ the exp(−ϕ(ξ))-expansion method to find the exact traveling wave solutions ...
In this paper, the modified simple equation (MSE) method is implemented to find the exact solutions ...
ABSTRACT. In this paper, a improved method named the integral bifurcation is introduced. In order to...
AbstractIn this paper, the modified simple equation (MSE) method is implemented to find the exact so...
WOS: 000265402600003With the aid of the symbolic computation system Mathematica, many exact solution...
The improved tanh-function method is a powerful The improved tanh-function method is a powerful tool...