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首页> 外文期刊>Communications on pure and applied analysis >NONLINEAR STABILITY OF PERIODIC-WAVE SOLUTIONS FOR SYSTEMS OF DISPERSIVE EQUATIONS
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NONLINEAR STABILITY OF PERIODIC-WAVE SOLUTIONS FOR SYSTEMS OF DISPERSIVE EQUATIONS

机译:分散方程系统周期波解的非线性稳定性

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摘要

We prove the orbital stability of periodic traveling-wave solutions for systems of dispersive equations with coupled nonlinear terms. Our method is basically developed under two assumptions: one concerning the spectrum of the linearized operator around the traveling wave and another one concerning the existence of a conserved quantity with suitable properties. The method can be applied to several systems such as the Liu-Kubota-Ko system, the modified KdV system and a log-KdV type system.
机译:我们证明了具有耦合非线性术语的分散方程系统的周期性旅行波解决方案的轨道稳定性。 我们的方法基本上是在两个假设下开发的:一个关于行进波周围的线性化操作员的光谱,另一个关于具有合适性质的保守量的另一个。 该方法可以应用于若干系统,例如Liu-Kubota-Ko系统,改进的KDV系统和Log-KDV型系统。

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