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An approach based on simulation optimization and AHP to support collaborative design: With an application to supply chains

机译:一种基于仿真优化和AHP的方法来支持协同设计:应用于供应链

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In certain design problems, the solution can have collective implications that are experienced by a number of different people with different responsibilities — a team of decision-makers. In such cases, the design problem should be addressed in a collective manner, so that everyone's considerations are taken into account. Unfortunately, even though there is a vast body of literature on simulation optimization, which is widely used to solve the design problems encountered in practice, the existing research generally concentrates on providing a single solution that is optimized according to one or more performance measures. In this paper, we consider the problem of determining the values of several decision variables of a design problem where several decision-makers are involved, who have different preferences for the final solution. The different designers' considerations may not be all known in advance or may not be included in the simulation model, but can only be examined once a candidate solution is proposed. To cope with such difficulties, we propose a two-stage approach. It is first necessary to find a set of different enough designs that can be considered efficient in terms of performance. The solutions can afterwards be passed on to the decision-makers and the most appropriate one can be decided on according to their preferences. We use the crowding clustering genetic algorithm (CCGA) to solve the first sub-problem, where the performances of the candidate designs are evaluated using simulation. We address the second sub-problem with a multiplicative variant of the popular analytic hierarchy process (AHP), which does not suffer from the dependence on irrelevant alternatives as the original version. We illustrate the benefits of the proposed two-stage approach on a supply chain design problem.
机译:在某些设计问题中,解决方案可能具有集体的含义,这是由负责决策的团队的许多不同人员经历的。在这种情况下,应该以集体的方式解决设计问题,以便考虑到每个人的考虑。不幸的是,即使有大量关于仿真优化的文献被广泛用于解决实践中遇到的设计问题,但现有的研究通常集中在提供根据一种或多种性能指标进行了优化的单一解决方案。在本文中,我们考虑确定一个设计问题的几个决策变量的值的问题,其中涉及多个决策者,他们对最终解决方案有不同的偏好。不同设计师的考虑可能不是事先全部知道的,也可能没有包括在仿真模型中,但是只有在提出候选解决方案后才能进行检查。为了解决这些困难,我们提出了一种两阶段的方法。首先必须找到一组足够不同的设计,这些设计在性能上可以被认为是有效的。然后可以将解决方案传递给决策者,并可以根据他们的偏好决定最合适的解决方案。我们使用拥挤聚类遗传算法(CCGA)来解决第一个子问题,其中使用仿真评估候选设计的性能。我们用流行的层次分析法(AHP)的乘法变体解决第二个子问题,该变体不像原始版本那样依赖于无关的替代方法。我们说明了在供应链设计问题上建议的两阶段方法的好处。

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