Classical Homomorphisms Between Refined Neutrosophic Rings and Neutrosophic Rings

Abstract

The aim of this paper is to study homomorphisms between refined neutrosophic rings and neutrosophic rings. We prove that every neutrosophic ring () is a homomorphic image of the refined neutrosophic ring (,). Furthermore, we prove the following interesting result: Theorem. Let be a ring with ℎ () = 2, then (,) ⁄ ≅ (), where is a subring of (,) with the property ≅ .