AbstractThe Bézoutian B of two polynomial matrices can be described as a solution of a linear matrix equation. This fact yields a new proof of the Barnett factorization of B
AbstractA quantitative theorem due to Fiedler and Pták, on products of Bezoutians and their inverses...
AbstractThis article provides a new presentation of Barnett’s theorems giving the degree (resp. coef...
AbstractWe introduce a class of so-called polynomial Bezoutian matrices. The operator representation...
AbstractThe Bézoutian B of two polynomial matrices can be described as a solution of a linear matrix...
AbstractThe Bezoutian B of a quadruple (F, G; U, D) of polynomial matrices is studied. It is shown t...
AbstractA natural generalization of the classical Bezout matrix of two polynomials is introduced for...
We give a self-contained proof that the nullity of the Bezoutian matrix associated with a pair of po...
AbstractIt is shown how the Bezoutian and the resultant matrix evolved from Euler's work in eliminat...
AbstractRelations of Bezoutians of polynomial matrices with truncated block Hankel matrices are disc...
AbstractThe notion of Bezoutian for a quadruple of rational matrix functions introduced by the autho...
Abstract. We give a self-contained proof that the nullity of the Bezoutian matrix associ-ated with a...
AbstractThe notion of Bezoutian of nonsquare matrix polynomials is defined. It is used to establish ...
AbstractThe matrix equation ∑∑fikAiXBk = C is discussed, based on the algebraic approach of Djaferis...
AbstractThe problem of the linear factorization of a polynomial matrix is related with a similarity ...
AbstractThe following commutator identity is proved:[u(S∗), v(S)] = [v1(S∗), u1(S)]. Here S is the n...
AbstractA quantitative theorem due to Fiedler and Pták, on products of Bezoutians and their inverses...
AbstractThis article provides a new presentation of Barnett’s theorems giving the degree (resp. coef...
AbstractWe introduce a class of so-called polynomial Bezoutian matrices. The operator representation...
AbstractThe Bézoutian B of two polynomial matrices can be described as a solution of a linear matrix...
AbstractThe Bezoutian B of a quadruple (F, G; U, D) of polynomial matrices is studied. It is shown t...
AbstractA natural generalization of the classical Bezout matrix of two polynomials is introduced for...
We give a self-contained proof that the nullity of the Bezoutian matrix associated with a pair of po...
AbstractIt is shown how the Bezoutian and the resultant matrix evolved from Euler's work in eliminat...
AbstractRelations of Bezoutians of polynomial matrices with truncated block Hankel matrices are disc...
AbstractThe notion of Bezoutian for a quadruple of rational matrix functions introduced by the autho...
Abstract. We give a self-contained proof that the nullity of the Bezoutian matrix associ-ated with a...
AbstractThe notion of Bezoutian of nonsquare matrix polynomials is defined. It is used to establish ...
AbstractThe matrix equation ∑∑fikAiXBk = C is discussed, based on the algebraic approach of Djaferis...
AbstractThe problem of the linear factorization of a polynomial matrix is related with a similarity ...
AbstractThe following commutator identity is proved:[u(S∗), v(S)] = [v1(S∗), u1(S)]. Here S is the n...
AbstractA quantitative theorem due to Fiedler and Pták, on products of Bezoutians and their inverses...
AbstractThis article provides a new presentation of Barnett’s theorems giving the degree (resp. coef...
AbstractWe introduce a class of so-called polynomial Bezoutian matrices. The operator representation...
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