Abstract
In this paper we introduce the notion ideal statistical convergence and ideal lacunary statistical convergence of multiple sequences with respect to the intuitionistic fuzzy norm (μ, v), investigate their relationships, and make some observations about these classes.
Highlights
Ekrem SavaşAbstract- In this paper we introduce the notion ideal statistical convergence and ideal lacunary statistical convergence of multiple sequences with respect to the intuitionistic fuzzy norm , v , investigate their relationships, and make some observations about these classes
The notion of statistical convergence is a very useful functional tool for studying the convergence problems of numerical sequences/matrices through the concept of density
Savas and Patterson [7] introduced and studied lacunary statistical convergence for double sequences and some inclusion theorems are presented for Multiple Sequences in Intuitionistic Fuzzy Normed Spaces real sequences
Summary
Abstract- In this paper we introduce the notion ideal statistical convergence and ideal lacunary statistical convergence of multiple sequences with respect to the intuitionistic fuzzy norm , v , investigate their relationships, and make some observations about these classes.
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