Spaces Of Fibonacci Difference Ideal Convergent Sequences In Random 2–Normed Space
Künye
Khan, V. A., Altaf, H., Esi, A., & Alshlool, K. M. (2021). SPACES OF FIBONACCI DIFFERENCE IDEAL CONVERGENT SEQUENCES IN RANDOM 2–NORMED SPACE. Facta Universitatis, Series: Mathematics and Informatics, (1), 773-781.Özet
In this article, by using Fibonacci difference matrix and the notion of ideal convergence of sequences in random 2–normed space, we introduce some new spaces of Fibonacci difference ideal convergent sequences with respect to random -norm and study some inclusion relations, topological and algebraic properties of these spaces.