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Ray nonsingularity of cycle chain matrices

机译:循环链矩阵的射线非奇异性

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摘要

Ray nonsingular (RNS) matrices are a generalization of sign nonsingular (SNS) matrices from the real field to complex field. The problem of how to recognize ray nonsingular matrices is still open. In this paper, we give an algorithm to recognize the ray nonsingularity for the so called "cycle chain matrices", whose associated digraphs are of certain simple structure. Furthermore, the cycle chain matrices that are not ray nonsingular are classified into two classes according to whether or not they can be majorized by some RNS cycle chain matrices, and the case when they can is characterized.
机译:射线非奇异(RNS)矩阵是从实场到复数场的符号非奇异(SNS)矩阵的概括。如何识别射线非奇异矩阵的问题仍然存在。在本文中,我们给出了一种算法,用于识别所谓的“循环链矩阵”的射线非奇异性,其相关的有向图具有一定的简单结构。此外,不是射线非奇异的循环链矩阵根据是否可以被某些RNS循环链矩阵主化,以及它们可以被表征的情况,分为两类。

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