The Best Approximation Solutions of Inverse Problem of Generalized Anti-Hamilton Matrices

机译：广义反汉密尔顿矩阵逆问题的最佳近似解

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摘要

In this paper, the least square solution of inverse problem of generalized anti-Hamilton matrices has been researched. The expression of general solution has been given. The best approximation to any given matrix is also considered and the unique solution has been obtained. Finally a numerical algorithm and a corresponding numerical example has been presented.

机译：在本文中，研究了广义抗汉矩阵逆问题的最小二乘解。已经给出了一般解决方案的表达。还考虑到任何给定矩阵的最佳近似，并且已经获得了唯一的解决方案。最后，已经呈现了数值算法和相应的数值示例。

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来源
《International Conference on Matrix Theory and Its Applications in China》|2006年||共4页
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作者
Yandong Yuan; Xiangrong Wang; Sumei Ai;
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原文格式 PDF
正文语种
中图分类 O151.21-53;
关键词
Generalized anti-Hamilton matrices; Inverse problem; The best approximation; SVD;

机译：广义反汉密尔顿矩阵;反问题;最好的近似;SVD;

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The Best Approximation Solutions of Inverse Problem of Generalized Anti-Hamilton Matrices

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