Distance measures on trapezoidal fuzzy multi-numbers and their applications to multi-criteria decision making methods
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Abstract (EN)
In this thesis, firstly, the concepts of fuzzy set, trapezoidal fuzzy number, trapezoidal fuzzy multi-number, intuitionistic fuzzy number and intuitionistic trapezoidal fuzzy multi-number are included. Arithmetic and geometric operations related to intuitionistic fuzzy multi numbers are included. Then, operations and properties related to trapezoidal fuzzy multi-numbers are examined. In Chapter 3, the similarity measure for intuitionistic trapezoidal fuzzy multi-numbers is studied. Hybrid, Cosinus, Jaccard, Dice distance measurements are examined for trapezoidal fuzzy multinumbers. In Chapter 4, these measures are applied to multi-criteria decision-making problems. Key Words: Fuzzy Set, Fuzzy Multi-Number, Intuitionistic Trapezoidal Fuzz Multi- Number.
Author
Yelda Mermer
How to Cite
Yelda Mermer (Master Thesis). Distance measures on trapezoidal fuzzy multi-numbers and their applications to multi-criteria decision making methods, 2021, Gaziantep University.
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