Setback in ranking fuzzy numbers: a study in fuzzy risk analysis in diabetes prediction

Sotoudeh-Anvari, Maryam; Sotoudeh-Anvari, Alireza

doi:10.1007/s10462-022-10282-6

Cited by 8 publications

(1 citation statement)

References 104 publications

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“…Further, we noticed that the range of the classical set is very limited because we have just zero and one, but in many real-life cases, we needed a stronger theory, for this, Zadeh [4] exposed the fuzzy set (FS) theory with a strong range, where the range of FS is unit interval. Further, FS theory is very flexible and very dominant because of its structure, where the truth grade in FS is defined based on a universal set to the unit interval, and because of these reasons many applications have been done by different scholars, for instance, fuzzy superior mandelbrot set [5], fuzzy n-soft sets [6], complex fuzzy n-soft sets [7], hesitant fuzzy n-soft sets [8], evolving research agenda based on fuzzy information [9], on a novel view of fuzzy logic and their applications [10], and setback in ranking fuzzy numbers [11]. Furthermore, Zhang [12] initiated the bipolar FS (BFS), where the BFS contained the positive and negative truth information based on fixed set-to-unit intervals, such as [0, 1] and [-1, 0].…”

Section: Introductionmentioning

confidence: 99%

A Systematic Analysis of EDAS Method and Power Aggregation Operators Based on Bipolar Complex Fuzzy Linguistic for Rural Energy Infrastructure Decision

Fan,

Ali,

Yin

2024

IEEE Access

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A systematic review and meta-analysis are very beneficial and well-known research techniques, that are used in the scientific community to synthesize and analyze prevailing information on a particular topic, where both techniques contain a rigorous and systematic procedure to ensure that the review is replicable, comprehensive, and transparent. In this article, we compute the power aggregation operators based on bipolar complex fuzzy linguistic (BCFL) values for weight vectors and without weight vectors, called BCFL power averaging (BCFLPOAV), BCFL power weighted averaging (BCFLPOWAV), BCFL power geometric (BCFLPOGE), BCFL power weighted geometric (BCFLPOWGE) operators, and described their valuable properties. Further, we derive the evaluation based on distance from average solution (EDAS) technique for proposed methods based on BCFL information, where the EDAS technique is one of the multi-attribute decision-making (MADM) problems, which evaluates the traditional decisionmaking process. Finally, to improve or to show the supremacy and validity of the initiated operators, we illustrate some numerical examples to try to evaluate the comparative analysis between proposed and existing techniques to find the rationality and flexibility of the derived techniques.INDEX TERMS Bipolar complex linguistic sets, Meta-Analysis of EDAS technique, Power aggregation operators, Systematic review, Decision-making techniques.

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