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Stabilizing coefficient matrix of inverse problem by using wavelet transformation

机译:用小波变换稳定逆问题的系数矩阵

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In inverse problems, usually the coefficient matrix becomes unstable It is therefore impossible to solve the problems with the standard methods In this paper, we have investigated the stabilization of the coefficient matrix of a dynamic boundary element method by means of the wavelet transformation. The result shows that we can transform it into a well-posed one by using the wavelet transformation.
机译:在逆问题中,通常,系数矩阵变得不稳定,因此不可能在本文中解决了标准方法的问题,我们通过小波变换研究了动态边界元方法的系数矩阵的稳定性。结果表明,我们可以通过使用小波变换将其转换为良好的一个。

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