Optimization of Interval Type-2 Intuitionistic Fuzzy Logic System for Prediction Problems

Abstract

Derivative-based algorithms have been adopted in the literature for the optimization of membership and non-membership function parameters of interval type-2 (T2) intuitionistic fuzzy logic systems (FLSs). In this study, a non-derivative-based algorithm called sliding mode control learning algorithm is proposed to tune the parameters of interval T2 intuitionistic FLS for the first time. The proposed rule-based learning system employs the Takagi–Sugeno–Kang inference with artificial neural network to pilot the learning process. The new learning system is evaluated using some nonlinear prediction problems. Analyses of results reveal that the proposed learning apparatus outperforms its type-1 version and many existing solutions in the literature and competes favorably with others on the investigated problem instances with low cost in terms of running time.

A comprehensive neutrosophic model for evaluating the efficiency of airlines based on SBM model of network DEA

“…However, real-world data are not always clear, and the information gathered is uncertain and indeterminate. To capture imprecise data, intuitionistic fuzzy sets (IFSs) (Atanassov, 2016), an extension of Zadeh's fuzzy sets (Zadeh, 1965), have been frequently employed to solve impreciseness and uncertainties in situations, particularly in DEA literature (Arya & Yadav, 2020;Daneshvar Rouyendegh, 2011;Davoudabadi et al, 2021;Edalatpanah, 2019;I. Eyo et al, 2021;I.…”