On Some Different Types of Algebraic Linear Equations In Several Different Symbolic 2-Plithogenic Rings
Department Of Mathematics, University Of Blida 1, Blida, Algeria
Emails: lhanibest13@gmail.com
Abstract
Plithogenic algebraic rings are considered novel generalizations of neutrosophic rings. This paper is dedicated to studying and solving many different types of symbolic 2-plithogenic linear algebraic equations where dual, split-complex, and weak fuzzy linear equations of symbolic 2-plithogenic type will be solved and discussed. Also, we illustrate many numerical examples to clarify the validity of our work.
Keywords: symbolic 2-plithogenic ring; weak fuzzy complex number; dual number; split-complex number