AbstractIn this present work, we explore new applications of direct algebraic method for some special nonlinear partial differential systems and equations. Then new types of complex travelling wave solutions are obtained to the Davey–Stewartson system, the coupled Higgs system and the perturbed nonlinear Schrodinger’s equation; the balance number of it is not a positive integer
In this thesis, first the tanh method, a method for obtaining exact traveling wave solutions to nonl...
In this manuscript, we constructed different form of new exact solutions of generalized coupled Zakh...
In this research work, we applying the modification form of extended auxiliary equation mapping meth...
The aim of the present paper is to study nonlinear system of partial differential equations (PDEs) i...
AbstractIn this present work, we explore new applications of direct algebraic method for some specia...
In this article, we construct the traveling wave and elliptic function solutions of some special non...
AbstractIn this paper, a direct and unified algorithm for constructing multiple travelling wave solu...
In this article, we employ the complex method to obtain all meromorphic solutions of complex Kortewe...
In this article, we employ the Nevanlinna’s value distribution theory to investigate the existence o...
WOS: 000265236000001A modified G'/G-expansion method is presented to derive traveling wave solutions...
This manuscript is going to seek travelling wave solutions of some coupled partial differential equa...
In this paper, we first present a complex multirational exp-function ansatz for constructing explici...
AbstractIn this present study using the new analytical method to the coupled nonlinear Maccari’s sys...
In this paper, we construct the traveling wave solutions involving parameters of the combined Kdv-MK...
AbstractIn this paper, we establish exact solutions for complex nonlinear equations. The He’s semi-i...
In this thesis, first the tanh method, a method for obtaining exact traveling wave solutions to nonl...
In this manuscript, we constructed different form of new exact solutions of generalized coupled Zakh...
In this research work, we applying the modification form of extended auxiliary equation mapping meth...
The aim of the present paper is to study nonlinear system of partial differential equations (PDEs) i...
AbstractIn this present work, we explore new applications of direct algebraic method for some specia...
In this article, we construct the traveling wave and elliptic function solutions of some special non...
AbstractIn this paper, a direct and unified algorithm for constructing multiple travelling wave solu...
In this article, we employ the complex method to obtain all meromorphic solutions of complex Kortewe...
In this article, we employ the Nevanlinna’s value distribution theory to investigate the existence o...
WOS: 000265236000001A modified G'/G-expansion method is presented to derive traveling wave solutions...
This manuscript is going to seek travelling wave solutions of some coupled partial differential equa...
In this paper, we first present a complex multirational exp-function ansatz for constructing explici...
AbstractIn this present study using the new analytical method to the coupled nonlinear Maccari’s sys...
In this paper, we construct the traveling wave solutions involving parameters of the combined Kdv-MK...
AbstractIn this paper, we establish exact solutions for complex nonlinear equations. The He’s semi-i...
In this thesis, first the tanh method, a method for obtaining exact traveling wave solutions to nonl...
In this manuscript, we constructed different form of new exact solutions of generalized coupled Zakh...
In this research work, we applying the modification form of extended auxiliary equation mapping meth...
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