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NCUEIR > College of Science > math > Periodical Articles > Item 987654321/15016

Please use this identifier to cite or link to this item: http://ir.ncue.edu.tw/ir/handle/987654321/15016

Title:	Lie Rings of (anti-)symmetric Derivations of Commutative Rings
Authors:	Liao, Ping-Bao;Liu, Cheng-Kai
Contributors:	數學系
Keywords:	Lie ring;Derivation;Involution;δ-simple;δ-prime
Date:	2010
Issue Date:	2013-01-07T01:43:55Z
Publisher:	Taylor&Francis
Abstract:	Let R be a 2-torsion free commutative ring with involution *, and δ a non-zero derivation of R. Let S be the set of symmetric elements in R and K the set of anti-symmetric elements in R. In this article, we investigate the simplicity and primeness of the Lie rings Sδ and Kδ when δ is a symmetric or anti-symmetric derivation.
Relation:	Linear and Multilinear Algebra, 58(5): 589-598
Appears in Collections:	[math] Periodical Articles

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