Graduation date: 1965A new procedure is developed for computing a root of algebraic equations with real coefficients and a degree n, where n is 2, 4, 6, 10, 14 or any positive odd integer. A heuristic procedure is added to partially lift the restrictions on the degree n. The procedures are written in the ALGOL 60 language
During the Renaissance, the theory of algebraic equations developed in Europe. It is about finding a...
This paper introduces a new algorithm in finding the roots of a complex polynomial equation. The alg...
This program uses Bairstow's method to find the real and complex roots of a polynomial with real co...
It is the object of this paper to present a method for finding the roots of any algebraic equation
A new method for solving of algebraic equations with the maximum number of different real roots equa...
The solving of 4 and 6 degrees algebraic equations with the use of arithmetic progressions with exam...
Summary. In this paper, we describe the definition of the first, second, and third degree algebraic ...
During the Renaissance, the theory of algebraic equations developed in Europe. It is about finding a...
Abstract. Real algebraic numbers are the real numbers that are real roots of univariate polynomials ...
Graduation date: 1986This is an interactive, self explanatory computer\ud program on real roots of p...
During the Renaissance, the theory of algebraic equations developed in Europe. It is about finding a...
Origin and History of the Problem: The science of algebra arose In its effort to solve equations. Si...
This paper treats the solution of algebraic equations by transforming the original equation into an ...
This paper treats the solution of algebraic equations by transforming the original equation into an ...
Craig J. I. The Numerical Calculation of the Roots of an Algebraic Equation. In: Bulletin de l'Insti...
During the Renaissance, the theory of algebraic equations developed in Europe. It is about finding a...
This paper introduces a new algorithm in finding the roots of a complex polynomial equation. The alg...
This program uses Bairstow's method to find the real and complex roots of a polynomial with real co...
It is the object of this paper to present a method for finding the roots of any algebraic equation
A new method for solving of algebraic equations with the maximum number of different real roots equa...
The solving of 4 and 6 degrees algebraic equations with the use of arithmetic progressions with exam...
Summary. In this paper, we describe the definition of the first, second, and third degree algebraic ...
During the Renaissance, the theory of algebraic equations developed in Europe. It is about finding a...
Abstract. Real algebraic numbers are the real numbers that are real roots of univariate polynomials ...
Graduation date: 1986This is an interactive, self explanatory computer\ud program on real roots of p...
During the Renaissance, the theory of algebraic equations developed in Europe. It is about finding a...
Origin and History of the Problem: The science of algebra arose In its effort to solve equations. Si...
This paper treats the solution of algebraic equations by transforming the original equation into an ...
This paper treats the solution of algebraic equations by transforming the original equation into an ...
Craig J. I. The Numerical Calculation of the Roots of an Algebraic Equation. In: Bulletin de l'Insti...
During the Renaissance, the theory of algebraic equations developed in Europe. It is about finding a...
This paper introduces a new algorithm in finding the roots of a complex polynomial equation. The alg...
This program uses Bairstow's method to find the real and complex roots of a polynomial with real co...