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On some asymptotical deferred equivalence types of order α for sequences of sets
(2021)
In this study, we introduced the notions of asymptotical deferred invariant, strongly deferred invariant and deferred invariant statistical equivalence of order α (0 < α ≤ 1) in the Wijsman sense for sequences of sets. ...
Lacunary invariant summability and lacunary invariant statistical convergence of order η for double set sequences
(2021)
In this study, for double set sequences, we introduce the notions of lacunary invariant summability and lacunary invariant statistical convergence of order η (0 < η ≤ 1) in the Wijsman sense. Also, we investigate some ...
Invariant and invariant statistical equivalence of order β for double set sequences
(2021)
In this paper, for double set sequences, the concepts of asymptotical invariant equivalence and asymptotical invariant statistical equivalence of order β (0 < β ≤ 1) in the Wijsman sense were introduced. Also, some properties ...
Asymptotical deferred invariant statistical equivalence of order α for sequences of sets
(2021)
In this paper, we introduced the concepts of asymptotical strongly p-deferred invariant and deferred invariant statistical equivalence of order α (0 < α ≤ 1) in the Wijsman sense for sequences of sets. Also, we examined ...
Ideal convergence in partial metric spaces
(Springer, 2023)
The aim of this paper was to develop the summability literature by introducing the concept of I_p-convergence in the partial metric space (X, p). First, we give some properties of I_p-convergence. Also, we introduce the ...