AbstractIn this paper, with the aid of symbolic computation, we present a uniform method for constructing soliton solutions and periodic solutions to nonlinear differential–difference equations. And we successfully solve the famous mKdV lattice equation
By using solutions of an ordinary differential equation, an auxiliary equation method is described t...
In this paper, we aim to present a reliable algorithm in order to obtain exact and approximate solut...
Recently it has been shown that the superposition of solitons constitutes an exact periodic solution...
AbstractIn this paper, with the aid of symbolic computation, we present a uniform method for constru...
Abstract: A Sine-Gordon expansion method to construct new exact solutions of nonlinear differential-...
AbstractWe present an N-soliton solution of a lattice equation related to the discrete MKdV equation...
We modified the so-called extended simplest equation method to obtain discrete traveling wave soluti...
AbstractIn this paper, we propose a new algorithm to finding all forms of soliton solutions and peri...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
Abstract Based on new subsidiary ordinary differential equations, we present a new general algebraic...
We modified the truncated expansion method to construct the exact solutions for some nonlinear diffe...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
An efficient method for constructing of particular solutions of some nonlinear partial differential ...
Recently a doubly periodic solution of the Kadomtsev-Petviashvili equation was deduced by summing ov...
An inclined periodic soliton solution can be expressed as imbricate series of rational soliton solut...
By using solutions of an ordinary differential equation, an auxiliary equation method is described t...
In this paper, we aim to present a reliable algorithm in order to obtain exact and approximate solut...
Recently it has been shown that the superposition of solitons constitutes an exact periodic solution...
AbstractIn this paper, with the aid of symbolic computation, we present a uniform method for constru...
Abstract: A Sine-Gordon expansion method to construct new exact solutions of nonlinear differential-...
AbstractWe present an N-soliton solution of a lattice equation related to the discrete MKdV equation...
We modified the so-called extended simplest equation method to obtain discrete traveling wave soluti...
AbstractIn this paper, we propose a new algorithm to finding all forms of soliton solutions and peri...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
Abstract Based on new subsidiary ordinary differential equations, we present a new general algebraic...
We modified the truncated expansion method to construct the exact solutions for some nonlinear diffe...
In this paper, the tanh and sine–cosine methods are used to construct exact periodic and soliton sol...
An efficient method for constructing of particular solutions of some nonlinear partial differential ...
Recently a doubly periodic solution of the Kadomtsev-Petviashvili equation was deduced by summing ov...
An inclined periodic soliton solution can be expressed as imbricate series of rational soliton solut...
By using solutions of an ordinary differential equation, an auxiliary equation method is described t...
In this paper, we aim to present a reliable algorithm in order to obtain exact and approximate solut...
Recently it has been shown that the superposition of solitons constitutes an exact periodic solution...
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