RESULTS ON ?CENTRALIZERS OF PRIME AND SEMIPRIME RINGS WITH INVOLUTION
Abstract
Let R be a prime or semiprime ring equipped with an involutionand be an automorphism of R: An additive mapping T : R R iscalled a left (resp. right)T (xy) =of R. A left (resp. right) Jordanmapping such that T x2= T (x) (x )(resp. T x2=(x )T (x)) holds forall x 2 R: In this paper, we obtain some results about Jordanof R with involution. Let R be a prime or semiprime ring equipped with an involutionand be an automorphism of R: An additive mapping T : R R iscalled a left (resp. right)T (xy) =of R. A left (resp. right) Jordanmapping such that T x2= T (x) (x )(resp. T x2=(x )T (x)) holds forall x 2 R: In this paper, we obtain some results about Jordanof R with involution.
Source
Communications Series A1: Mathematics and StatisticsVolume
66Issue
1URI
http://www.trdizin.gov.tr/publication/paper/detail/TWpFMk56STFOUT09https://hdl.handle.net/20.500.12418/3498
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