In this paper, we use particular polynomials to establish some results on the real rootedness of polynomials. The considered polynomials are Bell polynomials and Hermite polynomials
International audienceWe study some systems of polynomials whose support lies in the convex hull of ...
AbstractBounds for the imaginary parts of the zeros of a polynomial are given by the generalization ...
AbstractLet {Sn} denote the set of orthogonal polynomials with respect to the symmetric inner produc...
AbstractWe give new sufficient conditions for a sequence of polynomials to have only real zeros base...
AbstractWe give new sufficient conditions for a sequence of polynomials to have only real zeros base...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
The purpose of this note is to point out that the main result of [M. Chamberland, When Are All the Z...
We study linear transformations $T \colon \mathbb{R}[x] \to \mathbb{R}[x]$ of the form $T[x^n]=P_n(x...
AbstractWe investigate the zeros of polynomial solutions to the differential–difference equation Pn+...
AbstractLet f(z)=a0φ0(z)+a1φ1(z)+…+anφn(z) be a polynomial of degree n, given as an orthogonal expan...
AbstractA real polynomial P of degree n in one real variable is hyperbolic if its roots are all real...
In this paper, by using standard techniques we shall obtain results with relaxed hypothesis which g...
International audienceWe study some systems of polynomials whose support lies in the convex hull of ...
AbstractBounds for the imaginary parts of the zeros of a polynomial are given by the generalization ...
AbstractLet {Sn} denote the set of orthogonal polynomials with respect to the symmetric inner produc...
AbstractWe give new sufficient conditions for a sequence of polynomials to have only real zeros base...
AbstractWe give new sufficient conditions for a sequence of polynomials to have only real zeros base...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
The purpose of this note is to point out that the main result of [M. Chamberland, When Are All the Z...
We study linear transformations $T \colon \mathbb{R}[x] \to \mathbb{R}[x]$ of the form $T[x^n]=P_n(x...
AbstractWe investigate the zeros of polynomial solutions to the differential–difference equation Pn+...
AbstractLet f(z)=a0φ0(z)+a1φ1(z)+…+anφn(z) be a polynomial of degree n, given as an orthogonal expan...
AbstractA real polynomial P of degree n in one real variable is hyperbolic if its roots are all real...
In this paper, by using standard techniques we shall obtain results with relaxed hypothesis which g...
International audienceWe study some systems of polynomials whose support lies in the convex hull of ...
AbstractBounds for the imaginary parts of the zeros of a polynomial are given by the generalization ...
AbstractLet {Sn} denote the set of orthogonal polynomials with respect to the symmetric inner produc...
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