Abstract

AbstractThis work proposes an approach for representing intuitionistic fuzzy sets for their efficient use in Mamdani type intuitionistic fuzzy inference systems. The proposed approach is used, and plots for several membership and non-membership functions are presented, including: triangular, Gaussian, trapezoidal, generalized bell, sigmoidal, and left-right functions. Plots of some operators used in fuzzy logic are also presented, i.e., union, intersection, implication and alpha-cut operators. The proposed approach should produce plots that are clear to understand in the design of an intuitionistic fuzzy inference system, as the membership and non-membership functions are clearly separated and can be plotted in the same figure and still be recognized with ease.KeywordsFuzzy inference systemsIntuitionistic fuzzy logicMembership functions

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