On Asymptotically Wijsman Deferred Statistical Equivalence of Sequence of Sets

Maya Altınok, Burcu lnan, Mehmet Kucukaslan

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Keywords:

asymptotically equivalent sequences, statistically equivalent sequences, deferred statistical convergence of sequences

Abstract

The concept of Wijsman deferred statistical convergence of sequences of sets was defined by authors in [M. Alt\i nok, B. Inan, M. K\"{u}\c{c}\"{u}kaslan, On deferred statistical convergence of sequences of sets in Metric space, TJMCS. (2015)]. In this paper, by considering this notation  asymptotically Wijsman deferred statistical equivalence of sequences of sets is defined. Besides main properties of asymptotically Wijsman deferred statistical equivalence, some inclusion results are given under strict restrictions. The obtained theorems include some known results in literature.

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Published

2020-06-01

How to Cite

Team, S. (2020). On Asymptotically Wijsman Deferred Statistical Equivalence of Sequence of Sets: Maya Altınok, Burcu lnan, Mehmet Kucukaslan. Thai Journal of Mathematics, 18(2), 803–817. Retrieved from https://thaijmath2.in.cmu.ac.th/index.php/thaijmath/article/view/1037

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