Bipolar vague soft topological structures in term of operators and convergence of sequences

Bipolar vague soft topological structures in term of operators and convergence of sequences

This work investigates the new notion of operators, including the interior operator, exterior operator and closure operator in bipolar vague soft topological spaces. On the basis of these notions few results are addressed in bipolar vague soft topological spaces. Lastly, the intriguing concept is th...

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Veröffentlicht in:Journal of intelligent & fuzzy systems 2023-01, Vol.44 (1), p.1099-1116
Hauptverfasser: Saeed, Maha Mohammed, Al-Ghour, Samer, Mehmood, Arif, Al-Shomrani, Mohammed M., Park, Choonkil, Lee, Jung Rye
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Operators
Topology
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container_issue 1
container_start_page 1099
container_title Journal of intelligent & fuzzy systems
container_volume 44
creator Saeed, Maha Mohammed
Al-Ghour, Samer
Mehmood, Arif
Al-Shomrani, Mohammed M.
Park, Choonkil
Lee, Jung Rye
description This work investigates the new notion of operators, including the interior operator, exterior operator and closure operator in bipolar vague soft topological spaces. On the basis of these notions few results are addressed in bipolar vague soft topological spaces. Lastly, the intriguing concept is that of a sequence’s limit and on the basis of this concept few more results are addressed in bipolar vague soft topological spaces.
doi_str_mv 10.3233/JIFS-220498
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subjects Operators
Topology
title Bipolar vague soft topological structures in term of operators and convergence of sequences
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