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Multi-agent capacitated scheduling for profit-maximizing using a decomposition-based branch and cut algorithm

机译:多种代理电容调度,用于使用基于分解的分支和切割算法的利润最大化

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This paper considers a distributed production network scheduling that involves heterogeneous factories with the parallel machine. Although, each factory has its own local customers as a production agent, for better load balancing of machines in the production network, the jobs can transfer among factories. In order to make the problem more realistic, in addition to considering the ability of factories in processing of jobs, the capacity constraints of factories are also included in the scheduling. The aim of this paper is to maximize the profits of jobs such that each job is assigned to precisely one factory subject to their deadlines. To solve this problem, based on the decomposition algorithm, for the first time, an efficient decomposition-based branch and cut algorithm is designed. In this regard, first, the problem is formulated as a mixed-integer linear program (MILP), then using the Benders decomposition structure and after reformulating as an assignment subproblem and single factory scheduling subproblems, a branch and cut algorithm is proposed. Finally, the obtained results of the proposed algorithm, the original MILP, and non-cooperative local scheduling, all solved by CPLEX, are compared.
机译:本文考虑的分布式生产网络调度涉及与并行机异构工厂。虽然,每个工厂都有自己的本地客户作为生产剂,更好的负载在生产网络设备的平衡,作业可以工厂之间转移。为了使问题更现实,除了考虑工厂的作业处理能力,工厂的产能限制也包括在调度。本文的目的是最大限度地使得每个作业指定到一个工厂受到他们的最后期限的作业利润。为了解决这个问题,基于分解算法,第一次,一个高效的基于分解分支和切割算法设计。在这方面,首先,问题被配制成混合整数线性规划(MILP),然后使用折弯机分解结构和重整作为分配子问题和单个工厂调度子问题,提出了一种分支和切割算法之后。最后,得到的算法,原来MILP,和非合作区域排程,全部由CPLEX解决的结果,进行比较。

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