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Single machine scheduling problem with stochastic sequence-dependent setup times

机译:具有随机序列相关设置时间的单机调度问题

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In this study, we consider stochastic single machine scheduling problem. We assume that setup times are both sequence dependent and uncertain while processing times and due dates are deterministic. In the literature, most of the studies consider the uncertainty on processing times or due dates. However, in the real-world applications (i.e. plastic moulding industry, appliance assembly, etc.), it is common to see varying setup times due to labour or setup tools availability. In order to cover this fact in machine scheduling, we set our objective as to minimise the total expected tardiness under uncertain sequence-dependent setup times. For the solution of this NP-hard problem, several heuristics and some dynamic programming algorithms have been developed. However, none of these approaches provide an exact solution for the problem. In this study, a two-stage stochastic-programming method is utilised for the optimal solution of the problem. In addition, a Genetic Algorithm approach is proposed to solve the large-size problems approximately. Finally, the results of the stochastic approach are compared with the deterministic one to demonstrate the value of the stochastic solution.
机译:在这项研究中,我们考虑随机单机调度问题。我们假设建立时间既取决于序列又不确定,而处理时间和到期日期是确定的。在文献中,大多数研究都考虑了处理时间或到期日的不确定性。但是,在实际应用中(例如,塑料成型行业,设备组装等),由于人工或安装工具的可用性,通常会看到不同的安装时间。为了在机器调度中涵盖这一事实,我们设定了目标,以在不确定的依赖序列的设置时间下将总的预期延迟降至最低。为了解决该NP难题,已经开发了几种启发式方法和一些动态编程算法。但是,这些方法都不能为该问题提供确切的解决方案。在这项研究中,采用两阶段随机规划方法来解决问题的最佳方案。此外,提出了一种遗传算法方法来近似解决大型问题。最后,将随机方法的结果与确定性方法的结果进行比较,以证明随机方法的价值。

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