Abstract
In this note, we investigate the relationship between the finite and infinite frequency structure of a regular polynomial matrix and that of a particular linearization, called the generalized companion matrix. A special resolvent decomposition of the regular polynomial matrix is proposed which is based on the Weierstrass canonical form of this generalized companion matrix and the solution of a regular polynomial matrix description (PMD) is thus formulated from this resolvent decomposition. Both the initial conditions of the pseudostate and the input are considered.
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