Title of article
Lifting Property of the Jacobson Radical in Associative Pairs
Author/Authors
Bingjun, Li Hunan Institute of Humanities,Science and Technology - Department of Mathematics, China , Lianggui, Feng National University of Defense Technology - Department of Mathematics and Systems Science, China
From page
521
To page
528
Abstract
An ideal I in a ring R is called a lifting ideal if idempotents can be lifted modulo every left ideal contained in I. In this paper we extend this notion to the context of associative pairs and characterize when the Jacobson radical of an associative pair is a lifting idea
Keywords
Associative pair , lifting ideal , idempotents , von Neumann regular elements
Journal title
Bulletin of the Malaysian Mathematical Sciences Society
Journal title
Bulletin of the Malaysian Mathematical Sciences Society
Record number
2549939
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