Analysis of medical diagnosis based on fuzzy credibility dombi Bonferroni mean operator

Yahya, Muhammad; Abdullah, Saleem; Qiyas, Muhammad

doi:10.1007/s12652-022-04203-2

Cited by 9 publications

(2 citation statements)

References 39 publications

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“…Garg et al [38] extended the Archimedean Bonferroni mean operators to complex Pythagorean fuzzy information and developed a decision-making strategy. Yahya et al [39] used Dombi Bonferroni mean operator to analyze of medical diagnosis. Kesen and Deli [40] extended the Bonferroni harmonic mean operator to TFM-numbers.…”

Section: Introductionmentioning

confidence: 99%

Bonferroni arithmetic mean operator of trapezoidal fuzzy multi numbers and its decision-making application to crafting the ideal student dormitory

DELİ,

KESEN

2023

Journal of New Results in Science

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Trapezoidal fuzzy multi-numbers (TFM-numbers) are widely used in the decision-making process when choosing among various potential values for alternatives. In this context, we present a methodology for multiple attribute decision-making problems in terms of TFM-numbers. This is why we have developed an aggregation technique known as the TFM-Bonferroni arithmetic mean operator. This operator is utilized to aggregate information represented by TFM-numbers. We then gave an examination of its properties and discussed its special cases. Furthermore, we introduce an approach designed to tackle multiple attribute decision-making as part of TFM environments. We subsequently apply this approach to solve multi-attribute decision-making problems. To illustrate its practicality, we provide an example in daily life. Finally, we offer an analysis table that facilitates a comparative evaluation of our proposed approach against existing methods.

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Section: Introductionmentioning

confidence: 99%

Bonferroni arithmetic mean operator of trapezoidal fuzzy multi numbers and its decision-making application to crafting the ideal student dormitory

DELİ,

KESEN

2023

Journal of New Results in Science

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“…Paramuca et al [22,23] developed normalized weighted geometric Dombi Bonferroni mean operators. Yahya et al [24] analysis of medical diagnosis based on fuzzy credibility Dombi Bonferroni mean operator. Ganguly et al [25] discussed a model for plant identification using Bonferroni mean operator.…”

Section: Introductionmentioning

confidence: 99%

Multiple Attribute Decision-Making Based on Bonferroni Mean Operators under Square Root Fuzzy Set Environment

Radenović

Ali

Shaheen

et al. 2022

JCCE

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The intuitionistic fuzzy set, which has a membership and non-membership degree, is a controlling and effective device for dealing with fuzziness and uncertainty. Recently, the square root fuzzy set (SR-FS) which is one of the efficient generalizations of an intuitionistic fuzzy set (IFS) for dealing with uncertainty and haziness in information has been introduced. In this study, a novel method for multiple attribute decision-making (MADM) based on SR-Fuzzy information is investigated. Since aggregation operators are significant in the decision-making process. To achieve this goal, the current paper suggests a variety of novel Bonferroni Mean and Weighted Bonferroni Mean operators to aggregate the SR-Fuzzy values for the various decision-maker preferences. SR-Fuzzy Bonferroni Mean (SRFBM) operator and weighted SR-Fuzzy Bonferroni Mean (WSRFBM) operator are established and describes their properties. Then, we construct a MADM approach using the proposed operators for the SR-Fuzzy information and proved the approach with a mathematical example. In the end, a comparative study of the developed and existing approaches has been discussed to evaluate the pertinency and practicality of the proposed DM technique.

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A novel fuzzy multi-criteria decision-making for enhancing the management of medical waste generated during the coronavirus pandemic

Demir,

Moslem

2024

Engineering Applications of Artificial Intelligence

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Analysis of medical diagnosis based on fuzzy credibility dombi Bonferroni mean operator

Cited by 9 publications

References 39 publications

Bonferroni arithmetic mean operator of trapezoidal fuzzy multi numbers and its decision-making application to crafting the ideal student dormitory

Bonferroni arithmetic mean operator of trapezoidal fuzzy multi numbers and its decision-making application to crafting the ideal student dormitory

Multiple Attribute Decision-Making Based on Bonferroni Mean Operators under Square Root Fuzzy Set Environment

A novel fuzzy multi-criteria decision-making for enhancing the management of medical waste generated during the coronavirus pandemic

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