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Title: Generalized Jordan Triple(θ, φ)-Derivations on Semiprime Rings
Authors: Liu, Cheng-Kai;Shiue, Wen-Kwei
Contributors: 數學系
Keywords: Generalized (θ,ϕ) -derivation;Generalized Jordan (θ,ϕ) -derivation;Generalized Jordan triple (θ,ϕ) -derivation
Date: 2007-12
Issue Date: 2013-01-07T01:43:37Z
Publisher: the Mathematical Society of the Republic of China
Abstract: Let R be a 2-torsion free semiprime ring. In this paper we will
show that every Jordan triple (θ, φ)-derivation on R is a (θ, φ)-derivation. Also
every Jordan triple left centralizer on R is a left centralizer. As a consequence,
every generalized Jordan triple (θ, φ)-derivation on R is a generalized (θ, φ)-
derivation. This result gives an affirmative answer to the question posed by
Wu and Lu in [14].
Relation: Taiwanese Journal of Mathematics, 11(5): 1397-1406
Appears in Collections:[數學系] 期刊論文

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