In this paper, we investigate several algebraic properties of regular ordered ternary semigroups through the lens of multi-polar intuitionistic fuzzy sets. We introduce a novel approach to defining Q-anti-fuzzy different types of ideals—namely, left ideals, right ideals, lateral ideals, and bi-ideals. These generalized ideals are systematically extended within the framework of ordered ternary semigroups, revealing new structural insights.
Palanikumar et al. (Fri,) studied this question.
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