AbstractThe notion of skew primeness introduced by Wolovich in the context of polynomial matrices is extended to the context of inner functions. Skew primeness is related to a geometric condition as well as to the solvability, over H∞, of the Sylvester equation
We characterize the Smith form of skew-symmetric matrix polynomials over an arbi-trary field F, show...
We study how elementary divisors and minimal indices of a skew-symmetric matrix polynomial of odd de...
We characterize the Smith form of skew-symmetric matrix polynomials over an arbitrary field $\F$, sh...
AbstractWe examine the concept of skew-primeness of polynomial matrices in terms of the associated p...
AbstractThe notion of skew primeness introduced by Wolovich in the context of polynomial matrices is...
AbstractThe paper presents two irreducibility criteria for the elements of a large class of skew-pol...
The aim of this paper is to study some features of slice semi-regular functions SEM(Ω) on a circular...
International audienceThis paper constitutes a first attempt to do analysis with skew polynomials. P...
AbstractWe solve affirmatively a problem, raised by Kharchenko, on identities with compositions of s...
Let $k$ and $m$ be positive integers and $\lambda/\mu$ a skew partition. We compute the principal sp...
Abstract:- In this paper, the possibility of obtaining certain decompositions with finite-dimensiona...
Motivated by Stanley’s conjecture on the multiplication of Jack symmetric func-tions, we prove a cou...
In this paper, the possibility of obtaining certain decompositions with finite-dimensional intersect...
In Free Rings and their Relations, P.M.Cohn constructed a skew field from a prime matrix ideal using...
The algebraic structure of the set of square positive matrices is that of a semi-ring. The concept o...
We characterize the Smith form of skew-symmetric matrix polynomials over an arbi-trary field F, show...
We study how elementary divisors and minimal indices of a skew-symmetric matrix polynomial of odd de...
We characterize the Smith form of skew-symmetric matrix polynomials over an arbitrary field $\F$, sh...
AbstractWe examine the concept of skew-primeness of polynomial matrices in terms of the associated p...
AbstractThe notion of skew primeness introduced by Wolovich in the context of polynomial matrices is...
AbstractThe paper presents two irreducibility criteria for the elements of a large class of skew-pol...
The aim of this paper is to study some features of slice semi-regular functions SEM(Ω) on a circular...
International audienceThis paper constitutes a first attempt to do analysis with skew polynomials. P...
AbstractWe solve affirmatively a problem, raised by Kharchenko, on identities with compositions of s...
Let $k$ and $m$ be positive integers and $\lambda/\mu$ a skew partition. We compute the principal sp...
Abstract:- In this paper, the possibility of obtaining certain decompositions with finite-dimensiona...
Motivated by Stanley’s conjecture on the multiplication of Jack symmetric func-tions, we prove a cou...
In this paper, the possibility of obtaining certain decompositions with finite-dimensional intersect...
In Free Rings and their Relations, P.M.Cohn constructed a skew field from a prime matrix ideal using...
The algebraic structure of the set of square positive matrices is that of a semi-ring. The concept o...
We characterize the Smith form of skew-symmetric matrix polynomials over an arbi-trary field F, show...
We study how elementary divisors and minimal indices of a skew-symmetric matrix polynomial of odd de...
We characterize the Smith form of skew-symmetric matrix polynomials over an arbitrary field $\F$, sh...
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