在这份报纸, supersymmetric CamassaHolm 方程和 DegasperisProcesi 方程从一般 superfield 被导出由选择不同参数的方程。他们的 peakon 类型答案在弱感觉被显示出。同时,当时,动态行为特别地被分析二 peakons 有弹性地碰撞,并且一些结果与在二个方程之间的对方相比。
In this paper, the supersymmetric Camassa-Holm equation and Degasperis-Procesi equation are derived from a general superfield equations by choosing different parameters. Their peakon-type solutions are shown in weak sense. At the same time, the dynamic behaviors are analyzed particularly when the two peakons collide elastically, and some results are compared with each other between the two equations.