On m-Regular Rings | Zendy

Zubayda Ibraheem | Zendy; Maha Khalaf | Zendy

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On m-Regular Rings

Author(s) -

Zubayda Ibraheem,

Maha Khalaf

Publication year - 2012

Publication title -

maǧallaẗ al-rāfidayn li-ʿulūm al-ḥāsibāt wa-al-riyāḍiyyāẗ/al-rafidain journal for computer sciences and mathematics

Language(s) - English

Resource type - Journals

eISSN - 2311-7990

pISSN - 1815-4816

DOI - 10.33899/csmj.2012.163701

Subject(s) - von neumann regular ring , mathematics , generalization , von neumann architecture , characterization (materials science) , integer (computer science) , element (criminal law) , ring (chemistry) , pure mathematics , discrete mathematics , combinatorics , computer science , mathematical analysis , physics , chemistry , law , organic chemistry , political science , optics , programming language

61 On m-Regular Rings Zubayda M. Ibraheem Maha F. Khalaf zubaida_almulla@yahoo.com College of Computer Sciences and Mathematics University of Mosul Received on: 13/02/2011 Accepted on: 16/05/2011 ABSTRACT As a generalization of regular rings, we introduce the notion, of m-regular rings, that is for all R a , there is a fixed positive integer m such that m a is a Von-Neumann regular element. Some characterization and basic properties of these rings will be given. Also, we study the relation-ship between them and Von-Neumann regular rings, regular rings, reduced rings, locally rings, uniform rings and 2-primal rings. Keyword: m-regular rings,regular rings, reduced rings, locally rings, uniform rings - and 2-primal rings. تاقلحلا لوح ةمظتنملا طمنلا نم m ميهاربأ دمحم ةديبز

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