On two sided -n-derivation in 3-prime near-rings
Articles > Article · 2019
Authors: Nurcan ARGAÇ, L. Oukhtite, A. Raji
ACTA MATHEMATICA HUNGARICA, Journal Indexed in SCI Expanded, International, 2019, vol 157, pp 465-477
DOI: 10.1007/s10474-018-0899-3
Summary
Let N be a left near-ring and let be a function of N. We introduce the notion of two sided -n-derivation and prove that a prime zero symmetric near-ring involving -n-derivations satisfying certain identities is a commutative ring.Also, some examples are given to shown that the 3-primeness condition in our results is not redundant.