Numerator-Denominator Structures of n-D MFDs

A. Pugh, G. Hayton, E. El-Nabrawy, N. Karampetakis
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Abstract

The approach to defining the zero/pole structure of an n-D rational matrix via the numerator/denominator zero structures of its MFDs is investigated. The possible coprimeness types a MFD can possess is resolved, and relationships between the zero structures which arise are derived
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n-D mfd的分子-分母结构
研究了用n-D有理数矩阵的分子/分母零结构来定义其零极点结构的方法。解析了MFD可能具有的基序类型,并推导了产生的零结构之间的关系
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