Title of article
Weak Annihilator over Extension Rings
Author/Authors
OUYANG, LUNQUN Hunan University of Science and Technology - Department of Mathematics, China , BIRKENMEIER, GARY F. University of Louisiana at Lafayette - Department of Mathematics, USA
From page
345
To page
357
Abstract
Let R be a ring and nil(R) the set of all nilpotent elements of R. For a subset X of a ring R, we define NR(X) = {a ϵ R j xa ϵ nil(R) for all x ϵ X} ; which is called the weak annihilator of X in R. In this paper we mainly investigate the properties of the weak annihilator over extension rings.
Keywords
Weak annihilator , nilpotent associated prime , nilpotent good polynomial
Journal title
Bulletin of the Malaysian Mathematical Sciences Society
Journal title
Bulletin of the Malaysian Mathematical Sciences Society
Record number
2550038
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