File(s) under permanent embargo
Single Elements
In this paper we consider single elements in rings and nearrings. If $R$ is a (near)ring, $x \in R$ is called single if $axb = 0 \Rightarrow ax = 0$ or $xb = 0$. In seeking rings in which each element is single, we are led to consider $0$-simple rings, a class which lies between division rings and simple rings.
History
Publication title
Beitrage zur Algebra und GeometrieVolume
47Pagination
275-288ISSN
0138-4821Department/School
School of Natural SciencesPublisher
Heldermann VerlagPlace of publication
GermanyRights statement
c 2006 Heldermann VerlagRepository Status
- Restricted