论文标题
$ ϕ^4 $，MKDV，NLS和其他非线性方程的新型超级扭结和脉冲解决方案
Novel Superposed Kink and Pulse Solutions for $ϕ^4$, MKdV, NLS and Other Nonlinear Equations
论文作者
论文摘要
We show that a number of nonlinear equations including symmetric as well as asymmetric $ϕ^4$, modified Korteweg de Vries (MKdV), mixed KdV-MKdV, nonlinear Schrödinger (NLS), quadratic-cubic NLS as well as higher order neutral scalar field theories, higher order KdV-MKdV and higher order quadratic-cubic NLS admit超跨的周期性扭结和脉冲溶液，其中一些也接收了超纯双曲线扭结溶液。
We show that a number of nonlinear equations including symmetric as well as asymmetric $ϕ^4$, modified Korteweg de Vries (MKdV), mixed KdV-MKdV, nonlinear Schrödinger (NLS), quadratic-cubic NLS as well as higher order neutral scalar field theories, higher order KdV-MKdV and higher order quadratic-cubic NLS admit superposed periodic kink and pulse solutions and some of them also admit superposed hyperbolic kink solutions.
