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Intuitionistic Complex Fuzzy Hv-subgroups
Sanem Yavuz, Serkan Onar, Bayram Ali Ersoy, Bijan Davvaz and Kostaq Hila
In this paper, we deal with the algebraic structure of subhypergroups (𝐻ν-subgroups) in terms of intuitionistic complex fuzzy set theory. The notion of intuitionistic complex fuzzy subhypergroups (or 𝐻ν-subgroups) is introduced, characterizations and algebraic properties of them are investigated. Additionally, intuitionistic complex anti-fuzzy subhypergroups (or 𝐻ν-subgroups) are introduced and their properties are provided. Finally, some fundamental results and transitions between two notions are given. Several examples are provided to illustrate the results.
Keywords: 𝐻ν−subgroup, intuitionistic fuzzy set, intuitionistic complex fuzzy set, intuitionistic complex fuzzy subhypergroup, intuitionistic complex antifuzzy subhypergroup