On generalized statistical limit points for triple sequence in random ۲-normed spaces

In this paper, we define and study the concept of \mathcal{I}_{۳}-limit points and \mathcal{I}_{۳}-cluster points of triple sequences in the topology induced by random ۲-normed spaces. We discuss the relationship between \mathcal{I}_{۳}-cluster points and limit points and prove some important results.