Results 101 to 110 of about 8,989,590 (194)
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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RANKING TRAPEZOIDAL INTUITIONISTIC FUZZY NUMBERS USING ORTHOCENTER OF CENTROIDS: A NEW APPROACH
In this paper, a ranking method for Trapezoidal Intuitionistic Fuzzy Numbers (TrIFNs) based on the orthocenter of centroids is proposed. The proposed approach effectively handles the uncertainty and vagueness associated with TrIFNs, enabling more accurate and reliable decision-making.
Vinod Kumar Vaddadi +2 more
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We investigate the multiple attribute decision-making problems for evaluating the computer network security with intuitionistic trapezoidal fuzzy information.
Ming Xue
core
Similarity measures on generalized interval-valued trapezoidal intuitionistic fuzzy number
Stephen Dinagar D., Fany Helena E.
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Trapezoidal-valued intuitionistic fuzzy numbers (TrVIFNs) are the real generalizations of intuitionistic fuzzy numbers, interval-valued intuitionistic fuzzy numbers, and triangular intuitionistic fuzzy numbers, which effectively model real-life problems ...
Bibhuti Bhusana Meher +2 more
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Reliability allocation method based on Intuitionistic Trapezoidal Fuzzy Number and Grey Correlation
Qiang Cheng +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 Z-number based multi-stage assessment framework for problem-based learning in practical courses. [PDF]
Yu L, Chen Z, Qin Z.
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. In this paper the solution of a second order linear differential equations with intuitionistic fuzzy boundary value is described. It is discussed for two different cases: coefficient is positive crisp number and coefficient is negative crisp number ...
S P Mondal, T K Roy
core
On the basis of K. Kuratowski’s definitions of a topological structure with a closure or interior operator, the concept of a modal topological structure (MTS) with one of these operators was introduced by the author.
Krassimir Atanassov
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