On sπ-Weakly Regular Rings

On sπ-Weakly Regular Rings

A ring R is said to be right(left) sp-weakly regular if for each a Î R and a positive integer n,  aΠ aR aR (aÎ R aR a). In this paper, we continue to study sp-weakly regular rings due to R. D. Mahmood and A. M. Abdul-Jabbar [8]. We first consider properties and basic extensions of sp-weakly regular...

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Bibliographic Details
Main Authors: Raida Mahmood, Abdullah Abdul-Jabbar
Format: Article
Language:Arabic
Published: Mosul University 2008-12-01
Series:Al-Rafidain Journal of Computer Sciences and Mathematics
Subjects:
weakly regular rings
reduced rings
p-biregular rings
Online Access:https://csmj.mosuljournals.com/article_163969_b2f31f8d1ecd8366c89b551a541c61e3.pdf
Description
Summary:A ring R is said to be right(left) sp-weakly regular if for each a Î R and a positive integer n,  aΠ aR aR (aÎ R aR a). In this paper, we continue to study sp-weakly regular rings due to R. D. Mahmood and A. M. Abdul-Jabbar [8]. We first consider properties and basic extensions of sp-weakly regular rings, and we give the connection of sp-weakly regular, semi  p-regular and p-biregular rings.
ISSN:1815-4816
2311-7990

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