M-Ordering on Generalized Regular Neutrosophic Fuzzy Matrices

Abstract

The goal of this article is to announce a distinct kind of ordering termed as m-ordering on m- regular Neutrosophic Fuzzy Matrix (NSFM) as an oversimplification of the minus partial ordering for regular fuzzy matrices. A set of comparable conditions for a pair of m – regular NSVM to be under this ordering are attained. We show that this ordering is conserved under resemblance relation. Some properties under this ordering also were discussed. Further, we prove that if any two NSFMs are under m-ordering then its enrolment work (T), the non-participation (F) work and the indeterminacy work (I) fuzzy matrices are also under m- order.