In this study, we propose an optimization method for transportation problems utilizing Generalized Intuitionistic Trapezoidal Fuzzy Numbers (GITFNs). This method effectively handles uncertainty and imprecision in transportation systems, enabling more realistic and reliable decision-making.
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This paper proposes a group multi-criteria decision making approach based on MULTIMOORA method and trapezoidal intuitionistic fuzzy numbers (ITFNs). Specifically, the definition of ITFN by Nehi and Maleki (2005) is followed. The proposed approach relies on the trapezoidal intuitionistic fuzzy power aggregation operators, which reduce the impact of ...
Baležentis, Tomas, Baležentis, Alvydas
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Validation of methods for ranking fuzzy numbers in decision making [PDF]
Abu Bakar, Ahmad Syafadhli +1 more
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Applications of finite interval-valued hesitant fuzzy preference relations in group decision making [PDF]
Alonso Velázquez, Pedro +4 more
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Einstein aggregation operators for multicriteria group decision making in uncertain environments using cubic picture fuzzy sets. [PDF]
Tanoli MNK +5 more
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A novel algorithm for model uncertainty reduction in trapezoidal fuzzy fault tree risk assessment. [PDF]
Zhang Y, Zhao L, Zhang T, Li W.
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Hybrid fuzzy MCDM model for Z-numbers using intuitive vectorial centroid [PDF]
Abu Bakar, Ahmad Syafadhli +2 more
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An intuitionistic fuzzy automated negotiation model for personalized and efficient shared decision-making. [PDF]
Lu P, Lu H, Wei Y, Dai B, Lin K, Wen S.
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Applications of newly defined diamond Pythagorean fuzzy CODAS method via multi-criteria decision-making problems. [PDF]
Khan MB +4 more
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STIF: Intuitionistic fuzzy Gaussian membership function with statistical transformation weight of evidence and information value for private information preservation. [PDF]
Kumar GS, Premalatha K.
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