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On theta-centralizers of semiprime rings

THE ALIGARH BULLETIN OF MATHEMATICS 30(1) (2011), PP. 1-9 ISSN: 0304-9787 ABSTRACT: The main result of the present article is the following: Let R be a 2-torsion-free semiprime ring, � be an endomorphism of R and T: R to R be an additive mapping such that T(xyx) = �(x)T(y)�(x) holds for all x; y in R. Then T is a �theta-centralizer of R.

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