Idempotent Reflexive rings whose every simle singular right module are yj-injective
Section: Article
Pages
146-154Abstract
In this paper we study rightidempotent reflexive ring whose simple singular right R-module isYJ-injective, we prove that this type of ring is right weakly regular ring, we show that if R is N duo or NCI ring and R is right idempotent reflexive ring whose every simple singular right R-module is YJ-injective then R is reduced weakly regular ring
References
Identifiers
Download this PDF file
Statistics
How to Cite
Idempotent Reflexive rings whose every simle singular right module are yj-injective. (2011). IRAQI JOURNAL OF STATISTICAL SCIENCES, 11(2), 146-154. https://doi.org/10.33899/iqjoss.2011.027891
How to Cite
Idempotent Reflexive rings whose every simle singular right module are yj-injective. (2011). IRAQI JOURNAL OF STATISTICAL SCIENCES, 11(2), 146-154. https://doi.org/10.33899/iqjoss.2011.027891





