Add to ORKGAbstract. Let R be a ring. We introduce weakly reversible rings, which are a generalization of reversible rings, and investigate their properties. Moreover, we show that a ring R is weakly reversible if and only if for any n, the n-by-n upper triangular matrix ring Tn(R) is weakly reversible. Also some kinds of examples needed in the process are given. 1
AbstractRamamurthi proved that weak regularity is equivalent to regularity and biregularity for left...
summary:In this note we obtain a necessary and sufficient condition for a ring to be $s$-weakly regu...
Abstract. A ring R is called periodic if, for every x in R, there exist distinct positive integers m...
AbstractA ring R is called reversible if ab=0 implies ba=0 for a,b∈R. We continue in this paper the ...
In continuation of the recent developments on extended reversibilities on rings, we initiate here a ...
WOS: 000344830500006In this paper, we introduce a class of rings which is a generalization of revers...
Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, p...
A ring R is called nil-semicommutative if for every a, b ∈ nil(R), ab = 0 implies aRb = 0. Nielsen i...
Abstract. In this paper, we begin with to introduce the concepts of IFP and strong IFP in near-rings...
Abstract. A ring R is called reversibly Armendariz if bjai = 0 for all i; j whenever f(x)g(x) = 0 f...
This thesis consists of three chapters. In the first chapter is devoted to the introduction section....
This thesis consists of four chapters. The first chapter is devoted to the introduction section. In ...
Marks showed that there exists a reversible non-symmetric ring of order 256 and then questioned whet...
AbstractWe call a ring strongly indecomposable if it cannot be represented as a non-trivial (i.e. M≠...
We study some properties related to zero divisors and reversibility in noncommutative rings
AbstractRamamurthi proved that weak regularity is equivalent to regularity and biregularity for left...
summary:In this note we obtain a necessary and sufficient condition for a ring to be $s$-weakly regu...
Abstract. A ring R is called periodic if, for every x in R, there exist distinct positive integers m...
AbstractA ring R is called reversible if ab=0 implies ba=0 for a,b∈R. We continue in this paper the ...
In continuation of the recent developments on extended reversibilities on rings, we initiate here a ...
WOS: 000344830500006In this paper, we introduce a class of rings which is a generalization of revers...
Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, p...
A ring R is called nil-semicommutative if for every a, b ∈ nil(R), ab = 0 implies aRb = 0. Nielsen i...
Abstract. In this paper, we begin with to introduce the concepts of IFP and strong IFP in near-rings...
Abstract. A ring R is called reversibly Armendariz if bjai = 0 for all i; j whenever f(x)g(x) = 0 f...
This thesis consists of three chapters. In the first chapter is devoted to the introduction section....
This thesis consists of four chapters. The first chapter is devoted to the introduction section. In ...
Marks showed that there exists a reversible non-symmetric ring of order 256 and then questioned whet...
AbstractWe call a ring strongly indecomposable if it cannot be represented as a non-trivial (i.e. M≠...
We study some properties related to zero divisors and reversibility in noncommutative rings
AbstractRamamurthi proved that weak regularity is equivalent to regularity and biregularity for left...
summary:In this note we obtain a necessary and sufficient condition for a ring to be $s$-weakly regu...
Abstract. A ring R is called periodic if, for every x in R, there exist distinct positive integers m...