In this article, we give a complete characterization of semigroup graded rings which are graded von Neumann regular. We also demonstrate our results by applying them to several classes of examples, including matrix rings and groupoid graded rings. © 2022, The Author(s).open access</p
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Algebraic structure is at the heart of mathematics and graded ring structures arise in many natural ...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
In this article, we give a complete characterization of semigroup graded rings which are graded von ...
In this article, we give a complete characterization of semigroup graded rings which are graded von ...
The notion of pi-regularity is a generalization of von Neumann regularity. In this paper we begin ou...
We prove a new characterization of graded von Neumann regular rings involving the recently introduce...
The aim of this paper is to consider the ringswhich can be graded by completely simple semigroups. W...
AbstractFor a G-graded ring R, the problem of Gr-regularity (i.e. von Neumann regularity condition o...
Abstract. This article studies algebras R over a simple artinian ring A, presented by a quiver and r...
A number of main properties of the commuting regular rings and commuting regular semigroups have bee...
A ring R is called regular if for each a € R, there exists an element x € R such that axa = a. R...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Algebraic structure is at the heart of mathematics and graded ring structures arise in many natural ...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
In this article, we give a complete characterization of semigroup graded rings which are graded von ...
In this article, we give a complete characterization of semigroup graded rings which are graded von ...
The notion of pi-regularity is a generalization of von Neumann regularity. In this paper we begin ou...
We prove a new characterization of graded von Neumann regular rings involving the recently introduce...
The aim of this paper is to consider the ringswhich can be graded by completely simple semigroups. W...
AbstractFor a G-graded ring R, the problem of Gr-regularity (i.e. von Neumann regularity condition o...
Abstract. This article studies algebras R over a simple artinian ring A, presented by a quiver and r...
A number of main properties of the commuting regular rings and commuting regular semigroups have bee...
A ring R is called regular if for each a € R, there exists an element x € R such that axa = a. R...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
Algebraic structure is at the heart of mathematics and graded ring structures arise in many natural ...
Let (R,m) be the semigroup ring associated to a numerical semigroup S. In this paper we study the pr...
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