Multiplicative Jordan triple \((\theta ,\phi )\)-derivations of rings and standard operator algebras

João Carlos da Motta Ferreira, Maria das Graças Bruno Marietto

Abstract


In this paper we study the additivity and the characterization of multiplicative Jordan triple \((\theta ,\phi )\)-derivations of rings. As a consequence, we show that multiplicative Jordan triple \((\theta ,\phi )\)-derivations of standard operator algebras are \((\theta ,\phi )\)-derivations.

Keywords


additivity, prime rings, standard operator algebras, multiplicative Jordan triple \((\theta ,\phi )\)-derivations

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DOI: http://dx.doi.org/10.12958/adm2313

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