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An Evolutionary Algorithm Based on a Hybrid Multi-Attribute Decision Making Method for the Multi-Mode Multi-Skilled Resource-constrained Project Scheduling Problem

机译:基于混合多属性决策方法的多模式多技能资源受限项目调度进化算法

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This paper addresses the multi-mode multi-skilled resource-constrained project scheduling problem. Activities of real world projects often require more than one skill to be accomplished. Besides, in many real-world situations, the resources are multi-skilled workforces. In presence of multi-skilled resources, it is required to determine the combination of workforces assigned to each activity. Hence, in this paper, a mixed-integer formulation called the MMSRCPSP is proposed to minimize the completion time of project. Since the MMSRCPSP is strongly NP-hard, a new genetic algorithm is developed to find optimal or near-optimal solutions in a reasonable computation time. The proposed genetic algorithm (PGA) employs two new strategies to explore the solution space in order to find diverse and high-quality individuals. Furthermore, the PGA uses a hybrid multi-attribute decision making (MADM) approach consisting of the Shannon’s entropy method and the VIKOR method to select the candidate individuals for reproduction. The effectiveness of the PGA is evaluated by conducting numerical experiments on several test instances. The outputs of the proposed algorithm is compared to the results obtained by the classical genetic algorithm, harmony search algorithm, and Neurogenetic algorithm. The results show the superiority of the PGA over the other three methods. To test the efficiency of the PGA in finding optimal solutions, the make-span of small size benchmark problems are compared to the optimal solutions obtained by the GAMS software. The outputs show that the proposed genetic algorithm has obtained optimal solutions for 70% of test problems.
机译:本文解决了多模式多技能资源受限的项目调度问题。现实世界项目的活动通常需要完成一项以上的技能。此外,在许多实际情况下,资源都是多技能的劳动力。在拥有多技能资源的情况下,需要确定分配给每个活动的劳动力的组合。因此,在本文中,提出了一种称为MMSRCPSP的混合整数公式,以最大程度地减少项目的完成时间。由于MMSRCPSP具有很强的NP难点性,因此开发了一种新的遗传算法来在合理的计算时间内找到最佳或接近最佳的解决方案。拟议的遗传算法(PGA)采用两种新策略来探索解决方案空间,以便找到多样化且高质量的个体。此外,PGA使用混合的多属性决策(MADM)方法(包括香农的熵方法和VIKOR方法)来选择要复制的候选个体。通过在几个测试实例上进行数值实验来评估PGA的有效性。将该算法的输出与经典遗传算法,和声搜索算法和神经遗传算法获得的结果进行比较。结果表明,PGA优于其他三种方法。为了测试PGA查找最佳解决方案的效率,将小规模基准测试问题的有效期与GAMS软件获得的最佳解决方案进行了比较。输出结果表明,所提出的遗传算法已针对70%的测试问题获得了最优解。

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