Subject: Q Science (General)
Year: 2019
Type: Article
Type: NonPeerReviewed
Title: THE UPPER NILRADICAL CONNECTED WITH A RIGHT IDEAL IN THE RING
Author: Jusufi, Azir
Abstract: Some properties of the rings vary from known properties, so we encounter difficulties in their classification. Herein lies the reason to seek the definition of a part of the ring about certain properties, the part that will be called a radical ring. In addition to theoretical investigations of radicals connected with a right ideal in associative rings, we seek to build models implementing the achieved results. Based on the paper The upper nilradical connected with a right ideal in the ring ,in the process, we succeeded to construct an upper nilradical connected with a right ideal in the ring . This is presented in the paper, after some necessary theoretical preliminaries. The study will be concentrated on the right ideal, since the theory of the left ideal of a ring is constructed analogously.
Publisher: Faculty of Natural Sciences and Mathematics - University of Tetova
Relation: https://eprints.unite.edu.mk/454/
Identifier: oai:eprints.unite.edu.mk:454
Identifier: https://eprints.unite.edu.mk/454/1/25.pdfIdentifier: Jusufi, Azir (2019) THE UPPER NILRADICAL CONNECTED WITH A RIGHT IDEAL IN THE RING. Journal of Natural Sciences and Mathematics of UT, 4 (7-8). pp. 189-198. ISSN 2671-3039
