Algorithms for Computing M-Plithogenic Eigen Values and Vectors for Some Special Values of M

Abstract

Plithogenic matrices are considered as advanced mathematical generalizations of classical square matrices. One of the most research problems that is related to them is finding the eigen-values and vectors. This paper aims to present an easy algorithm to find all eigen-values and eigen-vectors for 10 different symbolic square nplithogenic matrices with plithogenic real entries, where n is between 20 and 29. All algorithms are explained through clear theorems and proofs.

Keywords: Plithogenic Matrix, Plithogenic Eigen-Value, Plithogenic Eigen Vector, Neutrosophic Matrix.