Searching for exact solutions to nonlinear evolution equations is a very important and interesting work in non- linear science. In this paper, the modified Boussinesq equation is derived from the modified Gel＇fand-Di...Searching for exact solutions to nonlinear evolution equations is a very important and interesting work in non- linear science. In this paper, the modified Boussinesq equation is derived from the modified Gel＇fand-Dikii （raG-D） system. Furthermore, we study the modified Boussinesq equation by using the bilinear method and Wronskian technique, we obtain the N-soliton solutions to the above equation.展开更多
基金Project supported by the Science Foundation of Shanghai Municipal Education Commission (Grant No.06AZ081)
文摘Searching for exact solutions to nonlinear evolution equations is a very important and interesting work in non- linear science. In this paper, the modified Boussinesq equation is derived from the modified Gel＇fand-Dikii （raG-D） system. Furthermore, we study the modified Boussinesq equation by using the bilinear method and Wronskian technique, we obtain the N-soliton solutions to the above equation.
