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Coordinated scheduling of production and delivery with production window and delivery capacity constraints

机译:具有生产窗口和交付能力约束的生产和交付协调计划

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This paper addresses the problem of coordinated scheduling of production and delivery subject to the production window constraint and the delivery capacity constraint. We have a planning horizon consisting of one or more delivery times each with a unique delivery capacity. There is a set of jobs each with a committed delivery time, processing time, production window, and profit. The company can earn the profit only if the job is processed in its production window and delivered before its committed delivery time. From the company point of view, we are interested in selecting a subset of jobs to process and deliver so as to maximize the total profit subject to the delivery capacity constraint. We consider both the single delivery time case and the multiple delivery time case. In both cases, the problem is strongly NP-hard since the subproblems at the production stage and at the delivery stage are both strongly NP-hard. Our goal is to design approximation algorithms. Suppose the jobs are k-disjoint, that is, the jobs can be partitioned into k lists of jobs such that the jobs in each list have disjoint production windows. When k is a constant, we developed the first PTAS for the single delivery case. For multiple delivery time case, we also develop a PTAS when the number of delivery times is a constant as well.
机译:本文针对受生产窗口约束和交付能力约束的生产与交付协调调度问题。我们的规划范围包括一个或多个交货时间,每个交货时间都具有独特的交货能力。有一组作业,每个作业都有承诺的交货时间,处理时间,生产时间和利润。只有在作业在其生产窗口中处理并在约定的交货时间之前交货的情况下,公司才能赚取利润。从公司的角度来看,我们有兴趣选择要处理和交付的工作子集,以便在交付能力约束下最大化总利润。我们同时考虑一次交货时间和多次交货时间。在这两种情况下,问题都是强NP问题,因为在生产阶段和交付阶段的子问题都是强NP问题。我们的目标是设计近似算法。假设作业是k个不相交的,也就是说,可以将这些作业划分为k个作业列表,以使每个列表中的作业都具有不相交的生产窗口。当k为常数时,我们针对单个交付案例开发了第一个PTAS。对于多个交货时间的情况,我们还开发了一个交货时间恒定的PTAS。

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