The (2+1) and (3+1)-Dimensional CBS Equations: Multiple Soliton Solutions and Multiple Singular Soliton Solutions

A couple of important issues are the integrability aspects that are important to move forward in this area of these nonlinear wave equations and the correspond- ing conservation

Key words: Coupled mKdV Equation; Hirota Bilinear Method; Hietarinta Approach; Multiple Soliton Solutions; Multiple Singular Soliton Solutions;

Evolution and interaction of the solitons are plotted, and the self-induced transparency effect caused by the doped erbium atoms is found to lead to the change of the soliton

In this paper, with the aid of symbolic computation the bright soliton solutions of two variable- coefficient coupled nonlinear Schr¨odinger equations are obtained by Hirota’s

For completely integrable evolution equations, three powerful methods, namely the inverse scattering method, the B¨acklund transformation method, and the Hirota bilinear method [10

65a, 197 – 202 (2010); received November 12, 2008 / revised July 28, 2009 In this paper, the exp-function method is applied by using symbolic computation to construct a variety of

Starting from a projective equation and a linear variable separation approach, some solitary wave solutions with arbitrary functions for the (2+1)-dimensional breaking soliton

Starting from a projective equation and a linear variable separation approach, some solitary wave solutions with arbitrary functions for the (2+1)-dimensional breaking soliton