Orthogonal generalized -derivations of semiprime rings.

Gölbaşi, Öznur; Aydin, Neşet

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The purpose of this paper is to prove the following result: Let $R$ be a $2$ -torsion free semiprime ring and let $T : R \to R$ be an additive mapping, such that $2 T (x^{2}) = T (x) x + x T (x)$ holds for all $x \in R$ . In this case $T$ is left and right centralizer.

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Displaying similar documents to “Orthogonal generalized ( σ , τ ) -derivations of semiprime rings.”

Displaying similar documents to “Orthogonal generalized $(σ, τ)$ -derivations of semiprime rings.”