Some Commutativity Theorems for Prime Near-rings Involving Derivations
Journal of Advances in Mathematics and Computer Science · pp. 1–9 · Published 4 Jan 2018
10.9734/JAMCS/2017/38097Abstract
The study depicts that a prime near-ring N is considered to be a commutative ring if there non-negative integers exist i.e., in such a way that N admits a non-zero derivation, where d satisfying one of the conditions like (C1) - (C8). For any x, y ∈ N , we define the following properties In addition, an example is given to demonstrate the primeness of the hypothesis which is not superfluous. Finally, we can conclude it with some open problems.
Cited by 1
Mochammad Reza Habibi, Dian Winda Setyawati, Komar Baihaqi · Journal of Physics: Conference Series · 2019
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