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Received February 2, 2018; Accepted April 8, 2018; Published April 20, 2018
Abstract. The concept of I-convergence, introduced and studied by Kostyrko, Salat and Wilczynski in metric spaces, has wide applications in the field of number theory, trigonometric series, summability theory, probability theory, optimization and approximation theory. In this article, we introduce some new spaces of intuitionistic fuzzy lacunary ideal convergent sequence via Zweier operators. We introduce some new spaces of intuitionistic fuzzy lacunary ideal convergent sequence via Zweier operators and study some algebraic and topological properties on these spaces.
How to Cite this Article:
Vakeel A. Khan, Abdullah A.H. Makharesh, Kamal M.A.S. Alshlool, Sameera A.A. Abdullah, On spaces of intuitionistic fuzzy Zweier lacunary ideal convergence of sequences, Communications in Optimization Theory, Vol. 2018 (2018), Article ID 10, pp. 1-9.