Add to ORKGThe paper is concerned with the non-special polynomial matrixes. The aim is to develop and apply the new approach to studying semiscalar equivalence of the polynomial matrixes with in parts mutually simple elementary divisors. The semiscalar equivalence problem of polynomial matrixes with one elementary divisor has been completely solvedAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
ABSTRACT. Let Fmxm denote the algebra of mm matrices over the finite fieldq F of q elements, and let...
The concept of linearization is fundamental for theory, applications, and spectral computa-tions rel...
AbstractAn essential subproblem in the study of invariants of homogeneous matrix pencils sF − ŝG und...
In this paper the semiscalar equivalence of polynomial matrices is investigated. We introduce the no...
A set of polynomial 3×3-matrices of simple structure has been singled out, for which a so-called ori...
The main purpose of this work is to propose new notions of equivalence between polynomial matrices t...
For the selected class of polynomial matrices of order three with one characteristic root with respe...
Given a polynomial matrix B(s), we consider the class of nonsingular polynomial matrices L(s) such t...
ementary divisors of a matrix polynomial Q(λ) ∈ F[λ]m×n, where F an arbitrary field. One starts wit...
SIGLEAvailable from British Library Document Supply Centre- DSC:5406.3(LUTDM-MR--207) / BLDSC - Brit...
We study the possibilities for the number of nontrivial invariant polynomials of the product of two ...
Abstract. We say that an mˆm matrix polynomial P pxq “ řni“0 Pixi is equivalent to an mqˆ mq matrix ...
In this paper the definition of semiseparable matrices is invest- igated. Properties of the frequent...
AbstractLet A be an n X n matrix over a field of characteristic 2. If n is odd, then A is similar to...
SIGLEAvailable from British Library Document Supply Centre- DSC:6015.42F(N--88-29479)Microfiche / BL...
ABSTRACT. Let Fmxm denote the algebra of mm matrices over the finite fieldq F of q elements, and let...
The concept of linearization is fundamental for theory, applications, and spectral computa-tions rel...
AbstractAn essential subproblem in the study of invariants of homogeneous matrix pencils sF − ŝG und...
In this paper the semiscalar equivalence of polynomial matrices is investigated. We introduce the no...
A set of polynomial 3×3-matrices of simple structure has been singled out, for which a so-called ori...
The main purpose of this work is to propose new notions of equivalence between polynomial matrices t...
For the selected class of polynomial matrices of order three with one characteristic root with respe...
Given a polynomial matrix B(s), we consider the class of nonsingular polynomial matrices L(s) such t...
ementary divisors of a matrix polynomial Q(λ) ∈ F[λ]m×n, where F an arbitrary field. One starts wit...
SIGLEAvailable from British Library Document Supply Centre- DSC:5406.3(LUTDM-MR--207) / BLDSC - Brit...
We study the possibilities for the number of nontrivial invariant polynomials of the product of two ...
Abstract. We say that an mˆm matrix polynomial P pxq “ řni“0 Pixi is equivalent to an mqˆ mq matrix ...
In this paper the definition of semiseparable matrices is invest- igated. Properties of the frequent...
AbstractLet A be an n X n matrix over a field of characteristic 2. If n is odd, then A is similar to...
SIGLEAvailable from British Library Document Supply Centre- DSC:6015.42F(N--88-29479)Microfiche / BL...
ABSTRACT. Let Fmxm denote the algebra of mm matrices over the finite fieldq F of q elements, and let...
The concept of linearization is fundamental for theory, applications, and spectral computa-tions rel...
AbstractAn essential subproblem in the study of invariants of homogeneous matrix pencils sF − ŝG und...