Theoretical analysis demonstrates closure under intersection for hybrid covered bi-ideals in semigroups, expanding mathematical tools for fuzzy and soft sets.
Hybrid structures provide a unifying framework for the study of fuzzy and soft sets. In this paper, we introduce the concepts and terminology of hybrid covered bi-ideals. Within the framework of semigroups, we investigate several fundamental properties and present illustrative examples. Furthermore, we show that the class of hybrid covered bi-ideals is closed under intersection, though not necessarily under union. Finally, the concept of covered bi-ideals is generalized to the broader setting of generalized bi-ideals.
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Hashmi et al. (2026) studied this question.
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