Anvar Ahamad Kadari
Mathematics
September 2024
The study of different translations and algebraic properties of intuitionistic fuzzy ideals in various algebraic systems is succinctly summarized in the abstract. This paper explores the complex interactions between algebra and fuzzy logic by examining the characteristics and behavior of intuitionistic fuzzy ideals in a range of algebraic structures. Researchers discover fundamental rules guiding the interplay between fuzzy ideals and algebraic systems through rigorous analysis and mathematical study. This research adds to a better knowledge of fuzzy algebra and provides insights into the application of intuitionistic fuzzy ideals in various circumstances by investigating algebraic properties and examining contradictory translations. The results not only advance theoretical knowledge but also have applications in domains where uncertainty and imprecision are common, like computer science, artificial intelligence, and decision-making. The study's main points are summarized in this abstract, which also emphasizes the study's importance for expanding our understanding of the nexus between algebraic theory and fuzzy logic.
775- 789
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