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A multi-period distribution network design model under demand uncertainty

机译:需求不确定条件下的多阶段分销网络设计模型

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Supply chain management is taken into account as an inseparable component in satisfying customers' requirements. This paper deals with the distribution network design (DND) problem which is a critical issue in achieving supply chain accomplishments. A capable DND can guarantee the success of the entire network performance. However, there are many factors that can cause fluctuations in input data determining market treatment, with respect to short-term planning, on the one hand. On the other hand, network performance may be threatened by the changes that take place within practicing periods, with respect to long-term planning. Thus, in order to bring both kinds of changes under control, we considered a new multi-period, multi-commodity, multi-source DND problem in circumstances where the network encounters uncertain demands. The fuzzy logic is applied here as an efficient tool for controlling the potential customers' demand risk. The defuzzifying framework leads the practitioners and decision-makers to interact with the solution procedure continuously. The fuzzy model is then validated by a sensitivity analysis test, and a typical problem is solved in order to illustrate the implementation steps. Finally, the formulation is tested by some different-sized problems to show its total performance.
机译:供应链管理是满足客户需求不可分割的组成部分。本文讨论了分销网络设计(DND)问题,这是实现供应链绩效的关键问题。强大的DND可以保证整个网络性能的成功。但是,一方面,有许多因素可能导致确定短期市场计划的输入数据出现波动。另一方面,就长期计划而言,在练习期内发生的变化可能会威胁网络性能。因此,为了控制两种变化,在网络遇到不确定性需求的情况下,我们考虑了一个新的多周期,多商品,多源DND问题。模糊逻辑在这里用作控制潜在客户需求风险的有效工具。消除模糊的框架使从业者和决策者不断与解决程序进行交互。然后,通过敏感性分析测试验证模糊模型,并解决一个典型问题,以说明实现步骤。最后,通过一些不同尺寸的问题对配方进行测试,以显示其总体性能。

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