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New soliton solutions to the nonlinear complex fractional Schrodinger equation and the conformable time-fractional Klein-Gordon equation with quadratic and cubic nonlinearity

机译:非线性复杂分数施罗德格方程的新孤子解决方案及具有二次和立方非线性的适形时间分数Klein-Gordon方程

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摘要

This paper applies the modified (G'/G)-expansion method on several nonlinear fractional equations, the nonlinear complex fractional Schrodinger equation and the conformable time-fractional Klein-Gordon equation with quadratic and cubic nonlinearity, and obtains some new soliton solutions. The solutions confirms that this approach gives us a robust mathematical device for determining nonlinear conformable fractional evolution equations in various disciplines of applied nonlinear sciences.
机译:本文应用于几种非线性分数方程,非线性复合分数施罗德格方程和具有二次和立方非线性的非线性复合分数Schrodinger方程的改进的(G'/ G) - 扩张方法,并获得了一些新的孤子解决方案。 该解决方案确认该方法为我们提供了一种稳健的数学装置,用于在应用非线性科学的各个学科中确定非线性适形分数展开方程。

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