On Bipolar Complex Fuzzy Hv-subgroups

The target of this article is to peruse bipolar complex fuzzy subhypergroups (Hv−subgroups) by employing bipolarcom-plex fuzzy sets and hyperstructures besides of this some related properties are debated.Furthermore, the notion of bipolar complex anti-fuzzy subhyper-groups (Hv−subgroups) is presente...

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Main Authors: Sanem Yavuz, SERKAN ONAR, Bayram Ali Ersoy
Format: Article
Language:English
Published: University of Mohaghegh Ardabili 2023-12-01
Series:Journal of Hyperstructures
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Online Access:https://jhs.uma.ac.ir/article_2799_7fc77d185208223f6b52e65b956cd8ba.pdf
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author Sanem Yavuz
SERKAN ONAR
Bayram Ali Ersoy
author_facet Sanem Yavuz
SERKAN ONAR
Bayram Ali Ersoy
author_sort Sanem Yavuz
collection DOAJ
description The target of this article is to peruse bipolar complex fuzzy subhypergroups (Hv−subgroups) by employing bipolarcom-plex fuzzy sets and hyperstructures besides of this some related properties are debated.Furthermore, the notion of bipolar complex anti-fuzzy subhyper-groups (Hv−subgroups) is presented. Their characteristics and their connections with bipolar complex fuzzy and anti-fuzzy sub-hypergroups (Hv−subgroups) are proposed, with several examples demonstrating these concepts.
format Article
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institution DOAJ
issn 2251-8436
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language English
publishDate 2023-12-01
publisher University of Mohaghegh Ardabili
record_format Article
series Journal of Hyperstructures
spelling doaj-art-1685585f83c54ed48b462a73f429c7092025-08-20T02:40:21ZengUniversity of Mohaghegh ArdabiliJournal of Hyperstructures2251-84362322-16662023-12-0112218321210.22098/jhs.2023.27992799On Bipolar Complex Fuzzy Hv-subgroupsSanem Yavuz0SERKAN ONAR1Bayram Ali Ersoy2Department of Mathematics, University of Yldz Technical,, P. O. Box 34220, Istanbul, TurkeyDepartment of Mathematical Engineering, University of Yldz Technical, P.O.Box 34220, Istanbul, TurkeyDepartment of Mathematics, University of Yldz Technical, P.O.Box 34220, Istanbul, TurkeyThe target of this article is to peruse bipolar complex fuzzy subhypergroups (Hv−subgroups) by employing bipolarcom-plex fuzzy sets and hyperstructures besides of this some related properties are debated.Furthermore, the notion of bipolar complex anti-fuzzy subhyper-groups (Hv−subgroups) is presented. Their characteristics and their connections with bipolar complex fuzzy and anti-fuzzy sub-hypergroups (Hv−subgroups) are proposed, with several examples demonstrating these concepts.https://jhs.uma.ac.ir/article_2799_7fc77d185208223f6b52e65b956cd8ba.pdfbipolar complex fuzzy setbipolar complex fuzzy subhypergroupbipolar complex anti-fuzzy subhypergroup
spellingShingle Sanem Yavuz
SERKAN ONAR
Bayram Ali Ersoy
On Bipolar Complex Fuzzy Hv-subgroups
Journal of Hyperstructures
bipolar complex fuzzy set
bipolar complex fuzzy subhypergroup
bipolar complex anti-fuzzy subhypergroup
title On Bipolar Complex Fuzzy Hv-subgroups
title_full On Bipolar Complex Fuzzy Hv-subgroups
title_fullStr On Bipolar Complex Fuzzy Hv-subgroups
title_full_unstemmed On Bipolar Complex Fuzzy Hv-subgroups
title_short On Bipolar Complex Fuzzy Hv-subgroups
title_sort on bipolar complex fuzzy hv subgroups
topic bipolar complex fuzzy set
bipolar complex fuzzy subhypergroup
bipolar complex anti-fuzzy subhypergroup
url https://jhs.uma.ac.ir/article_2799_7fc77d185208223f6b52e65b956cd8ba.pdf
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