Some new sequence spaces of fuzzy numbers defined by Orlicz functions using a fuzzy metric

Abstract

Using Orlicz functions and a fuzzy metric, some new sequence spaces are introduced in this paper. Using the concept that the distance between two points in a fuzzy metric space is a non-negative, upper semicontinuous, normal and convex fuzzy number, we study some basic properties of the new sequence spaces of fuzzy numbers. Also we investigate the relations between these spaces.