A study of triple sequences statistical convergence in neutrosophic normed spaces

Neutrosophic logic, probability, and sets are all included in this discipline. A generalisation of conventional sets, fuzzy sets, intuitionistic fuzzy sets, and other related ideas is the neutrosophic set theory. It is a mathematical concept that deals with situations involving inconsistent, ambiguous, and imprecise data. To fully understand sequence spaces, statistical convergence is a crucial concept. In this particular scientific work, we introduce the notion of statistical convergence for triple sequences in a neutrosophic normed space. In this neutrosophic normed space, we also explore the statistical properties of triple completeness and triple Cauchy sequences.