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A multi-objective model for closed-loop supply chain optimization and efficient supplier selection in a competitive environment considering quantity discount policy

机译:考虑数量折扣政策的竞争环境中闭环供应链优化和有效供应商选择的多目标模型

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Supplier selection and allocation of optimal order quantity are two of the most important processes in closed-loop supply chain (CLSC) and reverse logistic (RL). So that providing high quality raw material is considered as a basic requirement for a manufacturer to produce popular products, as well as achieve more market shares. On the other hand, considering the existence of competitive environment, suppliers have to offer customers incentives like discounts and enhance the quality of their products in a competition with other manufacturers. Therefore, in this study, a model is presented for CLSC optimization, efficient supplier selection, as well as orders allocation considering quantity discount policy. It is modeled using multi-objective programming based on the integrated simultaneous data envelopment analysis–Nash bargaining game. In this study, maximizing profit and efficiency and minimizing defective and functions of delivery delay rate are taken into accounts. Beside supplier selection, the suggested model selects refurbishing sites, as well as determining the number of products and parts in each network’s sector. The suggested model’s solution is carried out using global criteria method. Furthermore, based on related studies, a numerical example is examined to validate it.
机译:在闭环供应链(CLSC)和逆向物流(RL)中,供应商的选择和最佳订单数量的分配是两个最重要的过程。因此,提供高质量的原材料被视为制造商生产流行产品并获得更多市场份额的基本要求。另一方面,考虑到竞争环境的存在,供应商必须在与其他制造商的竞争中向客户提供诸如折扣的激励措施,并提高其产品的质量。因此,在这项研究中,提出了一个模型,用于CLSC优化,有效的供应商选择以及考虑数量折扣策略的订单分配。它是基于集成的同时数据包络分析(纳什讨价还价博弈)的多目标程序设计而成的。在本研究中,考虑了最大化利润和效率以及最小化缺陷和交货延迟率的功能。除了选择供应商之外,建议的模型还选择了翻新场所,以及确定每个网络部门中产品和零件的数量。建议的模型解决方案是使用全局准则方法执行的。此外,在相关研究的基础上,研究了一个数值示例以对其进行验证。

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