ROUGH STATISTICAL CONVERGENCE IN NEUTROSOPHIC NORMED SPACES

Abstract

In this study, Neutrophic normed spaces, which is one of the popular mathematics topics of recent times, is discussed. The Neutrosophic approach, which argues that it is insufficient to evaluate the problems in daily life as just right and wrong, is based on the principle that the degree of indecision should be taken into account. Now, rough statistical convergence of triple sequences is defined in Neutrosophic normed spaces. Moreover, the important topological properties about to the set of cluster points of roughly statistical convergent triple sequences are given.