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对角因子分块循环矩阵的对角化和谱分解
引用本文:陆仲坚,岑建苗.对角因子分块循环矩阵的对角化和谱分解[J].数学研究,1997,30(4):367-377.
作者姓名:陆仲坚  岑建苗
作者单位:绍兴文理学院数学系!浙江绍兴,312000,宁波大学师范学院数学系!浙江宁波,315211
摘    要:导出了对角因子分块循环矩阵的概念,把循环矩阵的对角化和谱分解推广到具有对角因子循环结构的分块矩阵中去.

关 键 词:对角因子分块循环矩阵  分块Fourier矩阵  谱分解

On Diagonalization and Spectral Decomposition of Diagonally Factor Block Circulant Matrices
Lu Zhongjian.On Diagonalization and Spectral Decomposition of Diagonally Factor Block Circulant Matrices[J].Journal of Mathematical Study,1997,30(4):367-377.
Authors:Lu Zhongjian
Abstract:In this paper, We introduce the diagonally factor block circulant matrices where the basic diagonally factor block circulant matrix is the product of a block diagonally matrix and a basic block circulant matrix. The diagonalization and spectral decomposition of circulant matrices are conveiently generalized to block matrices with the strcture of diagomally factor circulant.
Keywords: Diagonally A-factor block circulant matrix  Block Fourier matrix  Spectral decomposition
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