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Conditional Lie-Backlund symmetries and differential constraints for inhomogeneous nonlinear diffusion equations due to linear determining equations

机译:线性确定方程对非齐次非线性扩散方程的条件Lie-Backlund对称性和微分约束

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摘要

The method of linear determining equations is developed to study conditional Lie-Backlund symmetries for evolution equations, which is more general than the classical determining equations for Lie's generators. As an application of this approach, the complete classification is presented for the inhomogeneous nonlinear diffusion equations which admit the second-order and third-order conditional Lie-Backlund symmetries. Several examples are given to illustrate the corresponding symmetry reductions due to the compatibility of the invariant conditions and the governing equations. (C) 2016 Elsevier Inc. All rights reserved.
机译:开发了线性确定方程的方法来研究演化方程的条件Lie-Backlund对称性,它比Lie生成器的经典确定方程更通用。作为这种方法的一种应用,给出了允许二阶和三阶条件Lie-Backlund对称性的非均匀非线性扩散方程的完整分类。给出了几个例子来说明由于不变条件和控制方程的相容性导致的相应对称性降低。 (C)2016 Elsevier Inc.保留所有权利。

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