In this research article, we introduce and define strong deferred summability and deferred statistical summability within the framework of neutrosophic-n-normed linear spaces (abbreviated as N-n-NLS), and we thoroughly explore their properties. Furthermore, we introduce the concepts of deferred statistical Cauchy sequences and deferred statistical completeness and provide a characterization of deferred statistical summability in these spaces. As a final step, we conduct a comparative analysis of deferred statistical summability for various sequence pairs ?(?), ?(?), m(?) and n(?), under the conditions ?(?) ? m(?) < n(?) ? ?(?).
Ahmad et al. (Wed,) studied this question.