Ideally Statistical Convergence in n-normed Space
Journal of Advances in Mathematics and Computer Science · pp. 75–84 · Published 3 Oct 2020
10.9734/jamcs/2020/v35i730305Abstract
The aim of the article is to extend the concept of Ideally statistical convergence from 2 normed spaces to n-normed space. We have also study and prove some important algebraic and topological properties of Ideally-statistical convergence of real sequences in n-normed space. In the last part of this article we obtain a criterion for I-statistically Cauchy sequence in n-normed space to be I-statistically Cauchy with respect to ∥.∥∞.
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