On Almost Asymptotically Statistical Equivalent Sequences of Fuzzy Numbers

This paper presents the following definition which is a natural combination of the definitions for almost asymptotically equivalence and almost statistical convergence of fuzzy numbers. Let be a lacunary sequence. The two sequences ᡐ and ᡑ of fuzzy numbers are said to be asymptotically −statistical equivalent of multiple ᠸ provided that for every ε> 0limぅ⡩∈ ᠵ uniformly in ᡥ(denoted by and simply almost asymptotically−statistical equivalent if ᠸ=1. Also, we prove that some inclusion relations