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The f-Wijsman statistical limit is unique whenever it exists.
In this article, we study the concepts of statistical limit superior and statistical limit inferior in intuitionistic fuzzy normed spaces.
In this section, we define limit point, statistical limit point, statistical cluster point, statistical limit superior, and statistical limit inferior in intuitionistic fuzzy normed spaces and demonstrate through an example how to compute these points in a IFN-spaces.
As lacunary statistical limit is an I-sequential method, we get ([56], Theorem 5).
Besides, in [8] the notion of the statistical limit point is defined.
We have (i) The f-Wijsman statistical limit is unique whenever it exists.
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