Add to ORKGIn this paper, ring shaped regions containing all the zeros of a polynomial with complex coeffcients involving binomial coeffcients and Fibonacci-Pell numbers are given. Furthermore, bounds for strictly positive polynomials involving their derivatives are also presented. Finally, using MAPLE, some examples illustrating the bounds proposed are computed and compared with other existing explicit bounds for the zeros
Problems on algebraical polynomials appear in many fields of mathematics and computer science. Espec...
In this note, we give an explicit bound for the modules of the zeros of a polynomial that involves b...
Abstract. In this paper, we put restrictions on the coefficients of polynomials and give bounds conc...
In this paper, ring shaped regions containing all the zeros of a polynomial with comple...
The problem of obtaining the smallest possible region containing all the zeros of a polynomial has b...
An explicit ring shaped region containing all the zeros of a polynomial involving binomial coeffici...
An explicit ring shaped region containing all the zeros of a polynomial involving binomial coeffici...
An explicit ring shaped region containing all the zeros\ud of a polynomial involving binomial coeffi...
In this paper, we obtain some results concerning annular regions containing all the zeros of a given...
AbstractIn this paper a ring shaped region containing all the zeros of the polynomial p(z) = anzn + ...
The purpose of this paper is to present a new annulus containing all the zeros of a polynomial using...
The purpose of this paper is to present a new annulus containing all the zeros of a polynomial using...
The aim of this paper is to correct the bounds for the zeros of certain polynomials recently proved ...
AbstractWe define a region Hα,ƒ in the complex number field, where α is a complex number, ƒ(x) ϵ K [...
We put restrictions on the coefficients of polynomials and give bounds concerning the number of zero...
Problems on algebraical polynomials appear in many fields of mathematics and computer science. Espec...
In this note, we give an explicit bound for the modules of the zeros of a polynomial that involves b...
Abstract. In this paper, we put restrictions on the coefficients of polynomials and give bounds conc...
In this paper, ring shaped regions containing all the zeros of a polynomial with comple...
The problem of obtaining the smallest possible region containing all the zeros of a polynomial has b...
An explicit ring shaped region containing all the zeros of a polynomial involving binomial coeffici...
An explicit ring shaped region containing all the zeros of a polynomial involving binomial coeffici...
An explicit ring shaped region containing all the zeros\ud of a polynomial involving binomial coeffi...
In this paper, we obtain some results concerning annular regions containing all the zeros of a given...
AbstractIn this paper a ring shaped region containing all the zeros of the polynomial p(z) = anzn + ...
The purpose of this paper is to present a new annulus containing all the zeros of a polynomial using...
The purpose of this paper is to present a new annulus containing all the zeros of a polynomial using...
The aim of this paper is to correct the bounds for the zeros of certain polynomials recently proved ...
AbstractWe define a region Hα,ƒ in the complex number field, where α is a complex number, ƒ(x) ϵ K [...
We put restrictions on the coefficients of polynomials and give bounds concerning the number of zero...
Problems on algebraical polynomials appear in many fields of mathematics and computer science. Espec...
In this note, we give an explicit bound for the modules of the zeros of a polynomial that involves b...
Abstract. In this paper, we put restrictions on the coefficients of polynomials and give bounds conc...