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首页> 外文期刊>Journal of industrial and management optimization >A multi-objective integrated model for closed-loop supply chain configuration and supplier selection considering uncertain demand and different performance levels
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A multi-objective integrated model for closed-loop supply chain configuration and supplier selection considering uncertain demand and different performance levels

机译:考虑不确定需求和不同绩效水平的闭环供应链配置和供应商选择的多目标集成模型

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In the supply chain management, configuration of supply chain is the most important decision in the long term and supplier selection and order allocation are the most important decision in the medium-term that are considered separately. Considering these together can overcome the sub-optimality. This paper deals with an integrated model that has two phases. In the first phase, we present a framework for supplier selection criteria in Closed Loop Supply Chain (CLSC). In addition, we define two performance levels for each supplier based on the quantity and capability of purchasing from it to be closer to real world problem. The output of this phase is the score of each supplier in each criterion in each level. In the second phase, we propose a nonlinear multi-objective mixed integer model that determines the number and location of all facilities (strategic decision), flow in each echelon of CLSC (tactical decision) and supplier selection and order allocation (hybrid decision). The objective functions maximize profit and scores of suppliers and minimize total pollution. To solve the model, we have created a transformation based on the piecewise linearization method. The mathematical programming model illustrated by a real numerical example.
机译:在供应链管理中,长期而言,供应链的配置是最重要的决定,而中期而言,供应商的选择和订单分配是最重要的决定,需要分别考虑。一起考虑这些可以克服次优性。本文涉及一个具有两个阶段的集成模型。在第一阶段,我们提出了闭环供应链(CLSC)中供应商选择标准的框架。此外,我们根据每个供应商的数量和购买能力来定义两个性能水平,以使其更接近实际问题。该阶段的输出是每个级别中每个标准中每个供应商的得分。在第二阶段,我们提出一个非线性的多目标混合整数模型,该模型确定所有设施的数量和位置(战略决策),CLSC各个梯队的流程(战术决策)以及供应商选择和订单分配(混合决策)。目标函数使供应商的利润和分数最大化,并使总污染最小化。为了解决该模型,我们基于分段线性化方法创建了一个转换。数学编程模型由一个实际的数值示例说明。

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