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Note on 'A two-stage adaptive fruit fly optimization algorithm for unrelated parallel machine scheduling problem with additional resource constraints'

机译:关于“具有附加资源约束的不相关并行机器调度问题的两阶段自适应果蝇优化算法”的注释

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In the paper, "A two-stage adaptive fruit fly optimization algorithm for unrelated parallel machine scheduling problem with additional resource constraints" by Xiao-long Zheng and Ling Wang, published in a 2016 volume of Expert Systems With Applications, the authors present a mixed integer linear programming model (MILP) as a solution. This model is stated incorrectly, as it solves the problem of unrelated parallel machine scheduling without the additional resource constraint, which is not the given condition. A counterexample is provided in this note to demonstrate that the solution provided by the given MILP model not feasible for the considered problem. An adjustment on the MILP was developed to find an optimal solution for the problem addressed. The validation of the new MILP is verified. (C) 2019 Elsevier Ltd. All rights reserved.
机译:本文由郑小龙和王玲撰写,“一种具有附加资源约束的不相关并行机器调度问题的两阶段自适应果蝇优化算法”,发表在2016年的《专家与应用系统》一书中混合整数线性规划模型(MILP)作为解决方案。该模型的描述不正确,因为它解决了无关的并行机器调度问题,而没有额外的资源约束,这不是给定条件。本说明中提供了一个反例,以证明给定的MILP模型提供的解决方案对于所考虑的问题不可行。针对MILP进行了调整,以找到针对所解决问题的最佳解决方案。已验证新MILP的有效性。 (C)2019 Elsevier Ltd.保留所有权利。

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