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Almost n-ary Subsemigroups and Fuzzy Almost n-ary Subsemigroups of n-ary Semigroups
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An n-ary semigroup is a non-empty set with an associative n-ary operation. Semi-groups and ternary semigroups are special cases of n-ary semigroups where n = 2 and n = 3,respectively. In this study, we introduce and explore the notions of almost n-ary subsemigroups and their fuzzy counterparts, termed fuzzy almost n-ary subsemigroups, within the framework of n-ary semigroups. Moreover, we demonstrate certain relationships between almost n-ary subsemigroups and fuzzy almost n-ary subsemigroups.
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Title: Almost n-ary Subsemigroups and Fuzzy Almost n-ary Subsemigroups of n-ary Semigroups
Description:
An n-ary semigroup is a non-empty set with an associative n-ary operation.
Semi-groups and ternary semigroups are special cases of n-ary semigroups where n = 2 and n = 3,respectively.
In this study, we introduce and explore the notions of almost n-ary subsemigroups and their fuzzy counterparts, termed fuzzy almost n-ary subsemigroups, within the framework of n-ary semigroups.
Moreover, we demonstrate certain relationships between almost n-ary subsemigroups and fuzzy almost n-ary subsemigroups.
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