Wijsman I-invariant convergence of sequences of sets

descriptionPublicationkeyboard_double_arrow_right Conference object , Article 06 Jan 2020 Turkey English Publisher:Int Center Scientific Research & Studies

Authors: Pancaroğlu Akın, Nimet; Dündar, Erdinç; Nuray, Fatih;

handle: 11630/8035 , 11630/21233 , 11630/7904

Wijsman I-invariant convergence of sequences of sets

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Abstract

In this paper, we study the concepts of Wijsman I-invariant convergence (I-sigma(W)), Wijsman I*-invariant convergence (I*(W)(sigma)), Wijsman p-strongly invariant convergence ([WV sigma](p)) of sequences of sets and investigate the relationships between Wijsman invariant convergence, [WV sigma](p), I-sigma(W) and I*(W)(sigma). Also, we introduce the concepts of I-sigma(W)-Cauchy sequence and I*(W)(sigma)-Cauchy sequence of sets.

Afyon Kocatepe University Scientific Research Coordination Unit [16]; National Institutes of Health Research (NIHR) [16] Funding Source: National Institutes of Health Research (NIHR)

This study is supported by Afyon Kocatepe University Scientific Research Coordination Unit with the project number 16.KARYER.49 conducted by Nimet Pancaroglu AkIn.

Country

Turkey

Related Organizations

Afyon Kocatepe Üniversitesi
Turkey
Afyon Kocatepe University
Turkey

Keywords

Invariant Convergence, sequences of sets, Wijsman convergence, Cauchy sequence, Sequences of Sets, Invariant convergence, I-Convergence, Cauchy Sequence, Sequence of Sets, Wijsman Convergence, I-convergence

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