Wijsman I_2-invariant convergence of double sequences of sets
Citation
Ş. TORTOP and E. DÜNDAR, “WIJSMAN I2 INVARIANT CONVERGENCE OF DOUBLE SEQUENCES OF SETS,” Journal of Inequalities and Special Functions, vol. 9, no. 4, pp. 90–100, 2018.Abstract
In this paper, we study the concepts of Wijsman invariant convergence, Wijsman invariant statistical convergence, Wijsman I2-invariant convergence (I^σ_W_2), Wijsman I∗_2-invariant convergence
(I^∗σ_W_2), Wijsman pstrongly invariant convergence ([W_2Vσ]_p) of double sequence of sets and investigate the relationships among Wijsman invariant convergence, [W2Vσ]p, I^σ_W_2 and I∗σ_W_2. Also, we introduce the concepts of I^σW_2-Cauchy double sequence and I^∗σ_W_2-Cauchy double sequence of sets.
Source
Journal of Inequalities and Special FunctionsVolume
9Issue
4URI
http://185.67.178.74/ilirias/jiasf/repository/docs/JIASF9-4-8.pdfhttps://hdl.handle.net/11630/7782
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