2002Unpublished venueRequires access

A modified form to express the product of polynomial matrices with related real matrices

W. Siegl

Open publisher page 1 citations

Abstract

A modified form is proposed to express the product of polynomial matrices as the product of related real matrices, whose dimensions are shown to be less than the block Toeplitz matrices used for the same purposes. An augmented real matrix is also defined, and it is used to solve a polynomial matrix Diophantine equation.>

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What this paper is about

A modified form is proposed to express the product of polynomial matrices as the product of related real matrices, whose dimensions are shown to be less than the block Toeplitz matrices used for the same purposes. An augmented real matrix is also defined, and it is used to solve a polynomial matrix Diophantine equation.>

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Available abstract

A modified form is proposed to express the product of polynomial matrices as the product of related real matrices, whose dimensions are shown to be less than the block Toeplitz matrices used for the same purposes. An augmented real matrix is also defined, and it is used to solve a polynomial matrix Diophantine equation.>

Key concepts: Product (mathematics), Matrix (chemical analysis), Diophantine equation, Toeplitz matrix, Matrix polynomial, Polynomial, Block (permutation group theory), Mathematics

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