This paper presents an algorithm in finding the real roots of the general quintic polynomial equation. The algorithm uses the formula of Graeffe\u27s Method. Likewise, it incorporates Descartes\u27 Rule of Signs. Included in this paper is a computer program written in Turbo Pascal version 5.5. The program accepts quintic polynomial equations whose numerical coefficients are all real.In case a pair of imaginary roots occurs, only the real roots of that quintic equation will be shown. A graph is supplied to show the efficiency of the program
AbstractMatrix methods are increasingly popular for polynomial root-finding. The idea is to approxim...
Equations that can be solved using iterated rational maps are character-ized: an equation is ‘comput...
Matrix methods are increasingly popular for polynomial root-finding. The idea is to approxi-mate the...
This paper presents an algorithm in finding the real roots of the general quintic polynomial equatio...
This paper introduces a new algorithm in finding the roots of a complex polynomial equation. The alg...
A method is proposed with which the locations of the roots of the monic symbolic quintic polynomial ...
This paper is divided into two parts. The first part traces (in details providing proofs and example...
A method is proposed with which the locations of the roots of the monic symbolic quintic polynomial ...
textCurrently, there exist several methods for finding roots of polynomial functions. From elementar...
Computing the real roots of a polynomial is a fundamental problem of computational algebra. We descr...
Computing the real roots of a polynomial is a fundamental problem of computational algebra. We descr...
Graduation date: 1986This is an interactive, self explanatory computer\ud program on real roots of p...
A complete work on general reducibility and solvability of polynomial equations by algebraic meansra...
In this paper, our main interest is to create/ construct a new useful and outstanding algorithm to o...
This article describes finding roots of polynomials, specifically aimed at finding real roots of a p...
AbstractMatrix methods are increasingly popular for polynomial root-finding. The idea is to approxim...
Equations that can be solved using iterated rational maps are character-ized: an equation is ‘comput...
Matrix methods are increasingly popular for polynomial root-finding. The idea is to approxi-mate the...
This paper presents an algorithm in finding the real roots of the general quintic polynomial equatio...
This paper introduces a new algorithm in finding the roots of a complex polynomial equation. The alg...
A method is proposed with which the locations of the roots of the monic symbolic quintic polynomial ...
This paper is divided into two parts. The first part traces (in details providing proofs and example...
A method is proposed with which the locations of the roots of the monic symbolic quintic polynomial ...
textCurrently, there exist several methods for finding roots of polynomial functions. From elementar...
Computing the real roots of a polynomial is a fundamental problem of computational algebra. We descr...
Computing the real roots of a polynomial is a fundamental problem of computational algebra. We descr...
Graduation date: 1986This is an interactive, self explanatory computer\ud program on real roots of p...
A complete work on general reducibility and solvability of polynomial equations by algebraic meansra...
In this paper, our main interest is to create/ construct a new useful and outstanding algorithm to o...
This article describes finding roots of polynomials, specifically aimed at finding real roots of a p...
AbstractMatrix methods are increasingly popular for polynomial root-finding. The idea is to approxim...
Equations that can be solved using iterated rational maps are character-ized: an equation is ‘comput...
Matrix methods are increasingly popular for polynomial root-finding. The idea is to approxi-mate the...