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Singular value decomposition of complex matrix

机译:复矩阵的奇异值分解

摘要

Computerized singular value decomposition of an input complex matrix. A real-value matrix representation of the input complex matrix is provided to a singular value decomposition module, which correctly obtains a singular value representation of the real-value matrix representation. However, the result is not provided in a form for convenient conversion back into a valid singular value decomposition solution for the original input complex matrix, as the upper left half and lower right half of the diagonal of the diagonal matrix are not identical. A correction module corrects by formulating a corrected diagonal matrix that represents the value of the diagonal of the first diagonal matrix, but shuffled so that the upper left half of the diagonal of the second diagonal matrix is the same as the lower right half of the diagonal of the second diagonal matrix. Corrected unitary matrices may also be formed.
机译:输入复数矩阵的计算机奇异值分解。将输入复数矩阵的实值矩阵表示形式提供给奇异值分解模块,该模块可以正确获取实值矩阵表示形式的奇异值表示形式。但是,由于对角矩阵对角线的左上半部分和右下半部分不相同,因此未以方便转换回原始输入复数矩阵的有效奇异值分解解决方案的形式提供结果。校正模块通过公式化校正后的对角矩阵来进行校正,该校正后的对角矩阵表示第一对角矩阵的对角线的值,但经过混洗,以使第二对角矩阵的对角线的左上半部与对角线的右下半部相同第二个对角矩阵还可以形成校正后的unit矩阵。

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