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A fuzzy robustness measure for the scheduling of commissioned product development projects

机译:委托产品开发项目调度的模糊鲁棒性度量

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Due to a considerable degree of uncertainty, the generation of robust schedules for the execution of product development projects is a crucial planning task. In the area of robust project scheduling, one basic option is to apply surrogate robustness measures as estimates of schedule robustness. Although project managers typically possess vague information about activity variations, most surrogate measures neglect this knowledge and are entirely based on deterministic data. In this contribution, we therefore present the "fuzzy overlap", that is, to the best of our knowledge, the first surrogate robustness measure for schedule stability which accounts for fuzzy activity duration. We provide a mathematical formulation and embed the fuzzy overlap in a two-stage planning approach for the scheduling of product development projects, which aims at balancing the minimization of project costs as the basic scheduling objective with the maximization of schedule robustness. In a numerical study, we compare the performance of our proposed approach with comparable deterministic surrogate robustness measures. The results indicate that the consideration of fuzzy information enhances schedule robustness compared to the application of traditional deterministic surrogate robustness measures. (C) 2019 Elsevier B.V. All rights reserved.
机译:由于存在很大程度的不确定性,因此为执行产品开发项目而制定可靠的时间表是至关重要的计划任务。在稳健的项目进度安排领域,一种基本的选择是采用替代稳健性度量作为进度稳健性的估算。尽管项目经理通常掌握有关活动变化的模糊信息,但是大多数替代措施都忽略了这一知识,并且完全基于确定性数据。因此,在此贡献中,我们提出了“模糊重叠”,也就是说,据我们所知,这是用于计划稳定性的第一个替代稳健性度量,该度量解决了模糊活动持续时间。我们提供了数学公式,并将模糊重叠部分嵌入到用于产品开发项目计划的两阶段计划方法中,该方法旨在平衡作为基本计划目标的项目成本的最小化与计划稳健性的最大化之间的平衡。在数值研究中,我们将我们提出的方法的性能与可比较的确定性替代物鲁棒性度量进行了比较。结果表明,与传统确定性替代鲁棒性度量方法相比,对模糊信息的考虑提高了调度的鲁棒性。 (C)2019 Elsevier B.V.保留所有权利。

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