Tauberian theorems in neutrosophic n-normed linear spaces via statistical Cesaro summability

Abstract

In this study, the connection between statistical Cesaro summability as well as sequence of statistical convergence within neutrosophic n-normed linear space $\mathfrak{(NnNLS)}$ is investigated. Although Cesaro summability along with its statistical variant within classical normed spaces, fuzzy, intuitionistic fuzzy, and neutrosophic are covered in the literature, this study is notable for both its methodology and its thorough approach, which covers a wider range among spaces in addition explains the process beginning with the statistical Cesaro summability concepts towards statistical convergence. The Tauberian theorems in $\mathfrak{NnNLS}$ will follow from these findings.