Add to ORKGThe paper describes in a straightforward way how to find Galois groups of cubic and quartic polynomials
It is known that the general equations of fourth-degree or lower are solvable by formula and general...
A correspondence between quartic étale algebras over a field and quadratic étale extensions of cub...
Abstract: A procedure for establishing the Galois group of an equation the roots of which are not kn...
The solvability by radicals is shown through the use of Galois theory. General polynomial of degre...
A. The cubic and quartic in history B. The quadratic equation II. Solution to the cubi
Abstract. A correspondence between quartic étale algebras over a field and quadratic étale extension...
Solution of Cubic and Quartic Equations presents the classical methods in solving cubic and quartic ...
A description of the factorization of a quartic polynomial over the field GF(2n) is given in terms o...
Summary. In this article, the principal n-th root of a complex number is defined, the Vieta’s formul...
You probably know how to factor the cubic polynomial x3 − 4x2 + 4x−3 into (x−3)(x2−x+1). But can you...
Galois theory is an area of modern algebra which provides a framework for transforming problems invo...
AbstractIn this paper we reduce the problem of solving index form equations in quartic number fields...
The goal of this paper is to provide a simple, unified approach to the solutions of quadratic, cubic...
A correspondence between quartic étale algebras over a field and quadratic étale extensions of cubic...
This textbook offers a unique introduction to classical Galois theory through many concrete examples...
It is known that the general equations of fourth-degree or lower are solvable by formula and general...
A correspondence between quartic étale algebras over a field and quadratic étale extensions of cub...
Abstract: A procedure for establishing the Galois group of an equation the roots of which are not kn...
The solvability by radicals is shown through the use of Galois theory. General polynomial of degre...
A. The cubic and quartic in history B. The quadratic equation II. Solution to the cubi
Abstract. A correspondence between quartic étale algebras over a field and quadratic étale extension...
Solution of Cubic and Quartic Equations presents the classical methods in solving cubic and quartic ...
A description of the factorization of a quartic polynomial over the field GF(2n) is given in terms o...
Summary. In this article, the principal n-th root of a complex number is defined, the Vieta’s formul...
You probably know how to factor the cubic polynomial x3 − 4x2 + 4x−3 into (x−3)(x2−x+1). But can you...
Galois theory is an area of modern algebra which provides a framework for transforming problems invo...
AbstractIn this paper we reduce the problem of solving index form equations in quartic number fields...
The goal of this paper is to provide a simple, unified approach to the solutions of quadratic, cubic...
A correspondence between quartic étale algebras over a field and quadratic étale extensions of cubic...
This textbook offers a unique introduction to classical Galois theory through many concrete examples...
It is known that the general equations of fourth-degree or lower are solvable by formula and general...
A correspondence between quartic étale algebras over a field and quadratic étale extensions of cub...
Abstract: A procedure for establishing the Galois group of an equation the roots of which are not kn...