*—BI—IDEALS IN RADICAL THEORY OF INVOLUTION RINGS

Original Articles

*—BI—IDEALS IN RADICAL THEORY OF INVOLUTION RINGS

Published in: Quaestiones Mathematicae
Volume 19 , issue 3-4 , 1996 , pages: 517–525
DOI: 10.1080/16073606.1996.9631994
Author(s): UsamaA. Aburawash Department of Mathematics, Faculty of Science,
Keywords: 16A28 , 16W10
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Abstract

If a radical class is closed under involution in every ring with involution then the radical theoretic conditions involving *-bi-ideals are equivalent to the corresponding conditions concerning bi-ideals without involution.
« FIXED POINT THEOREMS IN A LOCALLY CONVEX SPACE
PRIMITIVITY IN NEAR-RINGS WITH LOCALIZED DISTRIBUTIVITY CONDITIONS »

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