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PRIME NEAR RINGS WITH GENERALIZED JORDAN DERIVATIONS
2016
unpublished
In this paper we proved that be a 2, 3-torsion free prime near ring. If admits a nonzero generalized Jordan derivation such that() ⊆ , then is a commutative ring and if is a derivation and = , then =. If is 2-torsion free, then () =. Moreover satisfies = () + (), for all ∈ , then is a commutative ring.
fatcat:56tsraytevhzfhhljkf6b32n4e