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Determining decoupling points in a supply chain networks using NSGA II algorithm

机译:使用NSGA II算法确定供应链网络中的解耦点

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摘要

Purpose: In the model, we used the concepts of Lee and Amaral (2002) and Tang and Zhou (2009) and offer a multi-criteria decision-making model that identify the decoupling points to aim to minimize production costs, minimize the product delivery time to customer and maximize their satisfaction.Design/methodology/approach: We encounter with a triple-objective model that meta-heuristic method (NSGA II) is used to solve the model and to identify the Pareto optimal points. The max (min) method was used.Findings:?Our results of using NSGA II to find Pareto optimal solutions demonstrate good performance of NSGA II to extract Pareto solutions in proposed model that considers determining of decoupling point in a supply network.Originality/value:?So far, several approaches to model the future have been proposed, of course, each of them modeled a part of this concept. This concept has been considered more general in the model that defined in follow. In this model, we face with a multi-criteria decision problem that includes minimization of the production costs and product delivery time to customers as well as customer consistency maximization.
机译:目的:在模型中,我们使用了Lee and Amaral(2002)和Tang and Zhou(2009)的概念,并提供了一个多标准决策模型,该模型确定了脱钩点,旨在最小化生产成本,最小化产品交付设计/方法/方法:我们遇到了一个三目标模型,即使用元启发式方法(NSGA II)求解模型并确定帕累托最优点。发现:?我们使用NSGA II查找帕累托最优解的结果表明,在考虑了确定供应网络中解耦点的模型中,NSGA II提取帕累托解的性能良好。到目前为止,已经提出了几种模拟未来的方法,当然,每种方法都模拟了这一概念。在下面定义的模型中,已将此概念视为更一般的概念。在此模型中,我们面临着多标准决策问题,其中包括生产成本和向客户的产品交付时间的最小化以及客户一致性的最大化。

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