Some New Double Sequence Spaces of Fuzzy Numbers Defined by Double Orlicz Functions Using A Fuzzy Metric

Abstract

Abstract This paper presents some new double sequence spaces using a double Orlicz functions and a fuzzy metric. Using the idea that a nonnegative, upper-semi continuous, normal and convex fuzzy number is the distance between two points in a fuzzy metric, we test some basic properties of the new double sequence spaces of fuzzy numbers. We also analyze the relationships between these spaces.