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Factorization of a class of matrix-functions with stable partial indices

机译:一类具有稳定偏指数的矩阵函数的因式分解

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摘要

A new effective method for factorization of a class of nonrational n x n matrix-functions with stable partial indices is proposed. The method is a generalization of one recently proposed by the authors, which was valid for the canonical factorization only. The class of matrices being considered is motivated by their applicability to various problems. The properties and steps of the asymptotic procedure are discussed in detail. The efficiency of the procedure is highlighted by numerical results. Copyright (C) 2016 John Wiley & Sons, Ltd.
机译:提出了一种新的有效的方法来分解一类具有稳定分索引的非有理n x n矩阵函数。该方法是作者最近提出的一种方法的推广,仅对规范分解有效。所考虑的矩阵类别是由于它们对各种问题的适用性而引起的。详细讨论了渐近过程的性质和步骤。数值结果突出了该过程的效率。版权所有(C)2016 John Wiley&Sons,Ltd.

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