I2-UNIFORMLY CONVERGENCE OF DOUBLE SEQUENCES OF FUZZY VALUED FUNCTIONS

Abstract

In this work, we examine the notions of ideal convergence, pointwise ideal convergence, and uniformly ideal convergence of double sequences of fuzzy valued functions (DSFVF) based on the concept of convergence of double sequences of fuzzy numbers. Also, we acquire the relationships among pointwise ideal convergence and uniformly ideal convergence of DSFVF, and demonstrate their representations of sequences of alpha-level cuts.