Further results on deferred statistical convergence in neutrosophic $n$-normed spaces

Abstract

This paper conducts an in-depth analysis of strong deferred summability and deferred statistical convergence, offering key findings within the context of neutrosophic $n$-normed spaces. Additionally, we thoroughly examine the concept of deferred statistical Cauchy sequences, demonstrating that every neutrosophic $n$-normed space is deferred statistically complete under this framework.