2019
DOI: 10.1016/j.engappai.2018.12.008
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An improved fuzzy MULTIMOORA approach for multi-criteria decision making based on objective weighting method (CCSD) and its application to technological forecasting method selection

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Cited by 88 publications
(38 citation statements)
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“…Although many scholars have improved it, there are still some shortcomings, such as do not consider the weight of each model, and so forth. Therefore, inspired by, in this section, we propose a CIA, which can not only consider both the utility values and sort results, but also reflect the preference attitude of DMs simultaneously. First, given that each model can get some pairwise values, including the utility values y n ( a i ) and the corresponding sort values s n ( a i ), we divide the pairwise values into two parts, and then construct the utility value matrix D(y)=(yn(ai))m×3 and sort value matrix D(s)=(sn(ai))m×3, respectively.…”
Section: Interval 2‐tuple Pythagorean Fuzzy Linguistic Multimoora Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…Although many scholars have improved it, there are still some shortcomings, such as do not consider the weight of each model, and so forth. Therefore, inspired by, in this section, we propose a CIA, which can not only consider both the utility values and sort results, but also reflect the preference attitude of DMs simultaneously. First, given that each model can get some pairwise values, including the utility values y n ( a i ) and the corresponding sort values s n ( a i ), we divide the pairwise values into two parts, and then construct the utility value matrix D(y)=(yn(ai))m×3 and sort value matrix D(s)=(sn(ai))m×3, respectively.…”
Section: Interval 2‐tuple Pythagorean Fuzzy Linguistic Multimoora Methodsmentioning
confidence: 99%
“…The original MULTIMOORA method integrate three utilize value matrixes are only referred by the dominance theory, and it has been proven that this way exits many shortcomings, such as circular reasoning. Therefore, many scholars work on solving this problem.…”
Section: Numerical Examples and Comparative Analysismentioning
confidence: 99%
“…In detail, there are four kinds of ranking aggregation approach: (1) dominance-based method, including Dominance Theory [18,29] and Dominance-Directed Graph [30], (2) programming method, like Nonlinear Optimization Model [31], (3) MADM method, including Technique of Precise Order Preference [32] and ORESTE [21], (4) aggregation operators, such as Borda Rule [30] and Rank Position Method [30]. Secondly, the weighting approaches for the attribute are divided into many kinds, such as CRITIC [33], SWARA [34], DEMATEL [29], Entropy [35], Maximizing Deviation Method [36], BWM [37], AHP [38], Statistical Variance [33], Choquet Integral [39], TOPSIS-Inspired Method [40], etc. In the last point, MULTIMOORA are fused with many types of MADM methods, which contain FMEA [41], QFD [36], DEA [42], Cluster Analysis [43], Finite Element Simulation [44], Regret Theory [35], Prospect Theory [45], Geographic Information System [46], Fine-Kinney Method [39], et al…”
Section: Definition 5 ([14]mentioning
confidence: 99%
“…With the purpose of increasing the robustness of the MOORA method, Brauers and Zavadskas (2010a) added a full multiplicative form to this method and introduced a method called MULTIMOORA as a tool for multi-objective optimization. MULTIMOORA (Multi-objective Optimization on the basis of Ratio Analysis plus full multiplicative form) is a new multi criteria decision-making (MCDM) method which provides high efficiency and effectiveness in problem solving (Dahooie et al, 2019). MULTIMOORA approach has been widely applied in different sectors, such as: industry, economics, civil/environment, medical/healthcare.…”
Section: Introductionmentioning
confidence: 99%
“…The MULTIMOORA is among the most practical MCDM methods and has been used by many researches to solve complex decision-making problems, including evaluation of healthcare waste treatment technologies (Liu, You, Lu, & Chen, 2015), selection of biomaterials (A. Hafezalkotob & A. Hafezalkotob, 2017), selection of residential house construction materials and elements (Zavadskas, Bausys, Juodagalviene & Garnyte-Sapranaviciene, 2017), evaluation and selection of optimal robot for an industrial application (Zhou, You, Zhao & Liu, 2018), selection of appropriate performance appraisal method in organizations (Maghsoodi, Abouhamzeh, Khalilzadeh, & Zavadskas, 2018), selection of the proper technological forecasting method (Dahooie et al, 2019), sustainability assessment for implementation of EU energy policy priorities in the Baltic Sea Region countries (Siksnelyte, Zavadskas, Bausys, & Streimikiene, 2019) and so forth. Brauers, Zavadskas, and Lepkova (2017) made a forecast of facilities management sector in Lithuania and for the analysis applied multi-objective optimization method MULMOORA which helped to obtain a ranking of effectiveness of the firms offering facilities management.…”
Section: Introductionmentioning
confidence: 99%