February 2017
Intermediate to advanced
322 pages
10h 49m
English
In this chapter, we investigate the relationship between the finite and infinite frequency structure of a regular polynomial matrix and that of a simply determined companion matrix. It has been shown that in the Weierstrass canonical form of this generalized companion matrix, the finite Jordan block matrices determine the finite zeros of the original polynomial matrix and the sizes of the infinite Jordan block matrices determine the infinite frequency structure of the original polynomial matrix and vice versa. A resolvent decomposition has been proposed based on the Weierstrass canonical form of the companion matrix which is easier ...
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