On Zweier I-convergent Triple Sequence Spaces of Fuzzy Numbers Defined by an Orlicz Function

In this article, using an Orlicz function, some new classes of zweier I-convergent triple sequence spaces of fuzzy numbers are introduced. An effort is made to study some basic algebraic and topological properties of these introduced sequence spaces. Moreover, some inclusion relations between these spaces are established, providing a comprehensive examination of their structural characteristics. This study extends the current understanding by integrating fuzzy numbers with Orlicz functions, offering new insights into the complexity of sequence spaces and their applications.