Polynomial matrix primitive factorization over arbitrary coefficient field and related results

Morf, Levy, and Kung and Youla and Gnavi presented a primitive factorization algorithm which extracts in some sense the content of a (full rank) matrix A with entries in the ring K[z,\omega] of bivariate polynomials over some field K . However, the algorithms presented in both cases specify and requ...

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Bibliographic Details

Published in:	IEEE transactions on circuits and systems Vol. 29; no. 10; pp. 649 - 657
Main Authors:	Guiver, J., Bose, N.
Format:	Journal Article
Language:	English
Published:	IEEE 01.10.1982
Subjects:	Circuits and systems Equations Filtering theory Linear systems Mathematics Multidimensional systems Polynomials Testing
ISSN:	0098-4094
Online Access:	Get full text
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