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2017
DOI: 10.1007/s10479-017-2701-2
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Fuzzy criteria programming approach for optimising the TBL performance of closed loop supply chain network design problem

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Cited by 90 publications
(35 citation statements)
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“…Wu et al (2019) built a model combining the fuzzy DEMATEL with the fuzzy ANP to determine the global weights of SC paradigms and practices and developed their impact relation map. Darbari et al (2019) used the fuzzy AHP-TOPSIS to model the multi-criteria perspectives of stakeholders in a closed loop SC. Hou and Xie (2019) presented green supplier evaluation indexes by the DEMATEL method and used an improved TOPSIS method to calculate the relative closeness for ranking green suppliers.…”
Section: Hybrid Methods Of Fuzzy Mcdm or And Aimentioning
confidence: 99%
“…Wu et al (2019) built a model combining the fuzzy DEMATEL with the fuzzy ANP to determine the global weights of SC paradigms and practices and developed their impact relation map. Darbari et al (2019) used the fuzzy AHP-TOPSIS to model the multi-criteria perspectives of stakeholders in a closed loop SC. Hou and Xie (2019) presented green supplier evaluation indexes by the DEMATEL method and used an improved TOPSIS method to calculate the relative closeness for ranking green suppliers.…”
Section: Hybrid Methods Of Fuzzy Mcdm or And Aimentioning
confidence: 99%
“…This creates preconditions to seek for integrated and structured assessment approaches. Applying them gives the opportunity to evaluate the subject of the research and formulate suggestions for elimination of problematic areas [69][70][71][72][73][74][75]. Using the multiple criteria method allows us to quantitatively evaluate any complicated phenomenon expressed by most indicators.…”
Section: Research Methodology Of Advertising Campaigns On Social Medimentioning
confidence: 99%
“…As the literature represents, mixed integer linear programming (MILP) is one of the most common solution methods. These models vary from a single-product model to a multi-product model or multiobjective model (Darbari et al, 2017). For the subject of the uncertainty, optimization techniques have been applied in a MILP framework, including interval programming (Özceylan et al, 2017), Fuzzy programming (Vahdani et al, 2013), stochastic programming (Farrokh et al, 2018) and so on.…”
Section: Research Backgroundmentioning
confidence: 99%