Jordan (,)-Higher Homomorphisms of a -Ring M into a  - Ring M'

Dr. Salah Mehdi Salih, Fawaz Ra'ad Jarallah
2014 IOSR Journal of Mathematics  
Let M and M' be two prime -rings and  n , n be two higher homomorphism of a -ring M, for all n  N in the present paper we show that under certain conditions of M, every Jordan (,)-higher homomorphism of a -Ring M into a prime  '-Ring M 'is either (,)-higher homomorphism or (,)-anti-higher homomorphism.
doi:10.9790/5728-10536982 fatcat:whf74eb2d5gghk24jvbslyj4q4