Eigenvalues and Eigenvectors of an m-Polar Fuzzy Matrix

Abstract

In fuzzy linear algebra, the concept of eigenvalues and eigenvectors (E. Values and E. Vectors) plays a vital role. In order to build up the linear space we set up in this paper, the similarity relations, E. Values and E. Vectors of m-polar fuzzy matrices (mPFMs). Here, we discussed idempotent, row and column diagonally dominant and spectral radius of mPFMs. In addition, a few properties and results of E. Values and E. Vectors of mPFMs are proved.