Variable Separation and Derivative-Dependent Functional Separable Solutions to Generalized KdV Equations

作者： Zhang Shun-Li , Lou Sen-Yue

关键词: Separation (statistics) 、 Conditional symmetry 、 Separable space 、 Derivative 、 Variable (mathematics) 、 Pure mathematics 、 Korteweg–de Vries equation 、 Canonical form 、 Mathematics 、 Type (model theory)

摘要: Using the generalized conditional symmetry approach, a complete list of canonical forms for Korteweg de-Vries type equations with which possessing derivative-dependent functional separable solutions (DDFSSs) is obtained. The exact DDFSSs resulting are explicitly exhibited.

参考文章(1)

Willard Miller, Symmetry and separation of variables ,(2012)

Variable Separation and Derivative-Dependent Functional Separable Solutions to Generalized KdV Equations

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Variable Separation and Derivative-Dependent Functional Separable Solutions to Generalized KdV Equations

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