On Deferred Statistical Summability in Intuitionistic Fuzzy n-Normed Linear Space

In this paper, we define strong deferred summability and deferred statistical summability in intuitionistic fuzzy \(n\)-normed linear spaces (briefly called IF-\(n\)-NLS) and study some of their properties. We also define deferred statistical Cauchy sequence deferred statistical completeness and characterize deferred statistical summability in such spaces. Finally, we will compare deferred statistical summability for different pairs of sequences \alpha(\ell), \gamma(\ell),u(\ell) and v(\ell) satisfying \alpha(\ell) \leq u(\ell) < v(\ell) \leq \gamma(\ell).

Keywords:

Statistical summability , Deferred statistical summability , Deferred statistical Cauchy sequence , Deferred statistical completeness , Intuitionistic fuzzy n-normed linear space