AbstractLet D(An) denote the discriminant of the characteristic polynomial of thenth power of the matrixA. In this paper the polynomial values of D(An) are investigated and it is pointed out that the ring generated by the spectrum ofAplays an important role
AbstractWe show that given a polynomial, one can (without knowing the roots) construct a symmetric m...
In this paper we provide work on an approach integrating the division algorithm over the polynomial ...
This research centers on discriminants and how discriminants and their q-analogues relate to the roo...
AbstractLet D(An) denote the discriminant of the characteristic polynomial of thenth power of the ma...
In linear algebra, the minimal polynomial of an n-by-n matrix A over a field F is the monic polynomi...
AbstractLet A∈Fn×n, B∈Fn×t, where F is an arbitrary field. We describe the possible characteristic p...
AbstractThe coefficients of the characteristic polynomial of a matrix are expressed solely as functi...
AbstractHomogeneous polynomials p(x1,…,xn) satisfying p(x1+1,…,xn+1)= p(x1,…,xn) are characterized, ...
AbstractFor a given square matrix A and positive integer k, we consider sets Ω in the complex plane ...
AbstractWe present new sufficient conditions for the existence of a matrix with prescribed complemen...
AbstractAn analog of the characteristic polynomial is defined for a matrix over the algebraic struct...
arXiv reference : arXiv:1210.4697International audienceIn this paper, the discriminant scheme of hom...
The classical discriminant D_n of degree n polynomials detects whether a given univariate polynomial...
AbstractRecently Magnus and Neudecker (1979) derived several properties of the so-called commutation...
An explicit expression is provided for the characteristic polynomial of a matrix M of the form M = D...
AbstractWe show that given a polynomial, one can (without knowing the roots) construct a symmetric m...
In this paper we provide work on an approach integrating the division algorithm over the polynomial ...
This research centers on discriminants and how discriminants and their q-analogues relate to the roo...
AbstractLet D(An) denote the discriminant of the characteristic polynomial of thenth power of the ma...
In linear algebra, the minimal polynomial of an n-by-n matrix A over a field F is the monic polynomi...
AbstractLet A∈Fn×n, B∈Fn×t, where F is an arbitrary field. We describe the possible characteristic p...
AbstractThe coefficients of the characteristic polynomial of a matrix are expressed solely as functi...
AbstractHomogeneous polynomials p(x1,…,xn) satisfying p(x1+1,…,xn+1)= p(x1,…,xn) are characterized, ...
AbstractFor a given square matrix A and positive integer k, we consider sets Ω in the complex plane ...
AbstractWe present new sufficient conditions for the existence of a matrix with prescribed complemen...
AbstractAn analog of the characteristic polynomial is defined for a matrix over the algebraic struct...
arXiv reference : arXiv:1210.4697International audienceIn this paper, the discriminant scheme of hom...
The classical discriminant D_n of degree n polynomials detects whether a given univariate polynomial...
AbstractRecently Magnus and Neudecker (1979) derived several properties of the so-called commutation...
An explicit expression is provided for the characteristic polynomial of a matrix M of the form M = D...
AbstractWe show that given a polynomial, one can (without knowing the roots) construct a symmetric m...
In this paper we provide work on an approach integrating the division algorithm over the polynomial ...
This research centers on discriminants and how discriminants and their q-analogues relate to the roo...
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