多维信号处理中加权Hadamard变换的逆套矩阵

M. Lee, Ju Yong Park, Myong Won Kwon, Seung-Rae Lee
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引用次数: 3

摘要

定义了逆套矩阵(~RJ\/sub N/)的类;~RJ\/sub N/的主要性质是它的元素的逆矩阵可以很容易地求出,并且具有递归结构。~RJ\/下标N/是加权Hadamard变换的广义形式。~RJ\/sub N/的每个元素都可以用于子采样矩阵。这些矩阵可以进一步用于开发PCS信号处理以及编码和信息理论的有效算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The reverse jacket matrix of weighted Hadamard transform for multidimensional signal processing
The class of reverse jacket matrices (~RJ\/sub N/) is defined; the main property of ~RJ\/sub N/ is that the inverse matrices of its elements can be obtained very easily and have a recursive structure. ~RJ\/sub N/ is a generalized form of the weighted Hadamard transform. Each element of ~RJ\/sub N/ can be used to the subsampling matrix. These matrices can be further used to develop efficient algorithms in PCS signal processing as well as in coding and information theory.
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