Add to ORKGThe two-sided ideals of group near-rings are characterized and studied. Various examples are presented to illustrate the interplay between ideals in the base near-ring R and the corresponding group near-ring RTGU. Some results concerning the Jacobson radicals of RTGU are also discussed. 2000 Mathematics subject classification: primary 16Y30. 1
This work presents new and old constructions of nearrings. Links between properties of the multiplic...
Abstract. In this paper, we denote that R is a near-ring and G an R-group. We initiate the study of ...
In view of the facts that the definition of a ring led to the definition of a near- ring, the defini...
An algebraic system which satisfies all the ring axioms with the possible exceptions of commutativit...
An algebraic system which satisfies all the ring axioms with the possible exceptions of commutativit...
The purpose of this paper is to formulate the properties and the structure of near-rings. The defini...
This dissertation provides an elementary proof that every near-ring can be embedded in a near-ring w...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
This dissertation provides an elementary proof that every near-ring can be embedded in a near-ring w...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
This paper gives conditions that guarantee that a near-ring or a semi-group has maximal right, left,...
Abstract. Near-rings considered are right near-rings and R is a near-ring. Jr0 (R), the right Jacobs...
In this paper, we define and study a generalization of matrix, polynomial, and group near-rings. New...
Abstract: In this paper we prove some results on left integral power of Nilpotent radical and Jacobs...
This work presents new and old constructions of nearrings. Links between properties of the multiplic...
Abstract. In this paper, we denote that R is a near-ring and G an R-group. We initiate the study of ...
In view of the facts that the definition of a ring led to the definition of a near- ring, the defini...
An algebraic system which satisfies all the ring axioms with the possible exceptions of commutativit...
An algebraic system which satisfies all the ring axioms with the possible exceptions of commutativit...
The purpose of this paper is to formulate the properties and the structure of near-rings. The defini...
This dissertation provides an elementary proof that every near-ring can be embedded in a near-ring w...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
This dissertation provides an elementary proof that every near-ring can be embedded in a near-ring w...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
This paper gives conditions that guarantee that a near-ring or a semi-group has maximal right, left,...
Abstract. Near-rings considered are right near-rings and R is a near-ring. Jr0 (R), the right Jacobs...
In this paper, we define and study a generalization of matrix, polynomial, and group near-rings. New...
Abstract: In this paper we prove some results on left integral power of Nilpotent radical and Jacobs...
This work presents new and old constructions of nearrings. Links between properties of the multiplic...
Abstract. In this paper, we denote that R is a near-ring and G an R-group. We initiate the study of ...
In view of the facts that the definition of a ring led to the definition of a near- ring, the defini...