On The Symbolic 3-Plithogenic Rings and Their Algebraic Properties. Neutrosophic Sets and Systems

The aim of this paper is to define and study the concept of symbolic 3-plithogenic rings as a novel extension of classical rings and symbolic 2-plithogenic rings respectively. Also, many related substructures will be presented such as idempotent elements, AH-ideals, AHS-homomorphisms, and kernels. On the other hand, many examples will be illustrated to show the validity of concepts and theorem.