Statistical Convergence of order ? for Double Sequences of Fuzzy Numbers Defined by a Modulus Function

Abstract

In the present paper, we extend the notions of statistically convergence of order beta and strong Cesaro summability of order beta for sequences of fuzzy numbers and introduce the notions of f-statistically convergence of order beta and strong Cesaro summability of order beta for beta is an element of (0, 1] with respect to an unbounded modulus function f for double sequences of fuzzy numbers and give some inclusion theorems.