2020
DOI: 10.1016/j.cie.2019.106216
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Multiobjective decisions for provider selection and order allocation considering the position of the CODP in a logistics service supply chain

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Cited by 23 publications
(16 citation statements)
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References 52 publications
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“…Hu et al [37] used a genetic algorithm to solve the optimal selection strategy and order allocation strategy of functional logistics service providers. On this basis, Wang et al [38] established a nonlinear, mixed integer, multi-objective optimization model of LSSC, and the optimal supplier selection strategy, order allocation strategy, and optimal CODP location were obtained by using the improved genetic algorithm of multi-layer coding. The game algorithm can find the approximate optimal solution for multiobjective programming problems, which can provide a valuable reference solution for complex game problems.…”
Section: Application Of Game Theory and Decision Making Tools In Logisticsmentioning
confidence: 99%
“…Hu et al [37] used a genetic algorithm to solve the optimal selection strategy and order allocation strategy of functional logistics service providers. On this basis, Wang et al [38] established a nonlinear, mixed integer, multi-objective optimization model of LSSC, and the optimal supplier selection strategy, order allocation strategy, and optimal CODP location were obtained by using the improved genetic algorithm of multi-layer coding. The game algorithm can find the approximate optimal solution for multiobjective programming problems, which can provide a valuable reference solution for complex game problems.…”
Section: Application Of Game Theory and Decision Making Tools In Logisticsmentioning
confidence: 99%
“…Lately, Lai et al (2020) proposed a compromise programming model that obtains the best performing cloud outsourcing service provider alternative. Wang et al (2020) introduced a nonlinear mixed integer multi-objective programming model for 3PL provider selection and order allocation decision problems and then made use of genetic algorithm to convert multiobjective programming model into a single-objective model.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Based on the structure of logistics service supply chain, Guangsheng Zhang et al analyzed the evolution of risk and the reactions of major actors [26]. Wang et al established a nonlinear mixed integer multiobjective optimization model for service providers selection and order assignment in mass customization logistics service mode and designed an improved genetic algorithm based on the multilayer coding technique to solve the model [27]. Li et al constructed an evolutionary game model to explore the dynamic selection process of enterprise information synergy strategy in logistics service supply chain [28].…”
Section: Service Supply Chainmentioning
confidence: 99%