Fuzzy Neutrosophic Relations

Abstract

The focus of this paper is to present the concept of fuzzy neutrosophic relations. Further we study the composition of fuzzy neutrosophic relations with the choice of t-norms and t-conorms and characterize their properties.

C− Almost P − Spaces and Other Spaces on Fuzzy Neutrosophic Topological Spaces

“…Definition 2.5. [1] A fuzzy neutrosophic set A over the universe X is said to be null or empty fuzzy neutrosophic set if T A (x) = 0, I A (x) = 0, F A (x) = 1 for all x ∈ X. It is denoted by 0 N .…”

“…Definition 2.7. [1] The complement of a fuzzy neutrosophic set A is denoted by A C and is defined as…”

“…Definition 2.8. [1] A fuzzy neutrosophic topology on a non-empty set X is a τ of fuzzy neutrosophic sets in X…”

“…Definition 2.9. [1] The complement A C of a fuzzy neutrosophic set A in a fuzzy neutrosophic topological space (X, τ ) is called fuzzy neutrosophic closed set in X. Definition 2.10.…”

Some New Kinds of Continuous Functions Via Fuzzy Neutrosophic Topological Spaces

“…In the year 2013 by I. Arockiarani, I. R.Sumathi and J. Martina Jency [8] define the fuzzy neutrosophic set. Next, in the year 2014 by I. Arockiarani and J. Martina Jency [9] define the fuzzy neutrosophic topological space. The fuzzy neutrosophic sets was define with membership, non-membership and indeterminacy degrees.…”