> The Cartan equivalence method is used to deduce an invariant characterization of the sca'/> Invariant characterization of scalar third‐order ODEs that admit the maximal point symmetry Lie algebra
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Invariant characterization of scalar third‐order ODEs that admit the maximal point symmetry Lie algebra

机译:不变的标量表征,其承认最大点对称谎言代数

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摘要

> The Cartan equivalence method is used to deduce an invariant characterization of the scalar third‐order ordinary differential equation u = f ( x , u , u , u ) , which admits the maximal 7‐dimensional point symmetry Lie algebra. The method provides auxiliary functions that can be used to efficiently obtain the point transformation that does the reduction to the simplest linear equation ū = 0
机译: >笛卡尔等价方法用于推导标量三阶常用方程的不变表征 u ' = f x u U ' U ,允许最大7维对称Lie代数。该方法提供辅助功能,可用于有效地获得对最简单的线性方程的减少的点转换 ū ' = 0

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