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  • Fundamental Journal of Mathematics and Applications
  • Volume:6 Issue:4
  • Wijsman Deferred Invariant Statistical and Strong $p$-Deferred Invariant Equivalence of Order $alpha...

Wijsman Deferred Invariant Statistical and Strong $p$-Deferred Invariant Equivalence of Order $alpha$

Authors : Esra Gülle, Uğur Ulusu
Pages : 211-217
Doi:10.33401/fujma.1364368
View : 135 | Download : 99
Publication Date : 2023-12-31
Article Type : Research Paper
Abstract :With this work, we present the asymptotical strongly $p$-deferred invariant and asymptotical deferred invariant statistical equivalence of order $\\alpha$ ($0<\\alpha\\leq 1$) for sequences of sets in the Wijsman sense. Furthermore, we investigate the connections between these concepts and conduct their properties.
Keywords : Asymptotical equivalence, Deferred statistical convergence, Invariant summability, Order alpha, Sequences of sets, Wijsman convergence

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