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An efficient MILP-based decomposition strategy for solving large-scale scheduling problems in the shipbuilding industry

机译:一种有效的基于MILP的分解策略,用于解决造船业中的大规模调度问题

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This work presents a novel hybrid and systematic MILP-based solution approach for the resolution of multi-stage scheduling problems arising in the shipbuilding industry. The manufacturing problem involves the processing of a large number of sub-blocks and blocks, which should be rigorously produced and assembled with the aim of finalizing a project on time. Firstly, this paper presents three alternative rigorous MILP mathematical formulations relied on a continuous-time representation for solving the problem under study. Although the objective values reported by these exact optimization approaches outperform the results found through other solution techniques proposed in the literature to solve the same problem instances, the main drawback of the MILP models is the high computation time. Therefore, this work proposes an algorithm for solving the mathematical models in a decomposable way with the goal of accelerating the resolution times. The applicability of our proposal is demonstrated by effectively coping with several instances of a real-world case study dealing with the construction of a ship for the development of marine resources. Computational results show that the proposed decomposition method is able to obtain high-quality solutions in few seconds of CPU time for all examples considered.
机译:这项工作提出了一种新颖的基于系统混合数据的基于MILP的解决方案,用于解决造船业中出现的多阶段调度问题。制造问题涉及大量子块和块的加工,应严格生产和组装这些子块,以期按时完成项目。首先,本文提出了三种基于连续时间表示的严格的MILP数学公式来解决所研究的问题。尽管这些精确的优化方法报告的目标值优于通过文献中提出的其他解决方案技术解决相同问题实例的结果,但MILP模型的主要缺点是计算时间长。因此,这项工作提出了一种以可分解的方式求解数学模型的算法,目的是加快解决时间。我们的建议的适用性通过有效地处理有关为建造海洋资源开发船舶而进行的实际案例研究的多个实例来证明。计算结果表明,对于所考虑的所有示例,所提出的分解方法均能够在几秒钟的CPU时间内获得高质量的解决方案。

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