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Similarity Based Ant-colony Algorithm for Permutation Flowshop Scheduling Problems with Total Flowtime Minimization

机译:基于相似性的基于抗污垢算法,用于总流动时间最小化的置换流程调度问题

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In the paper, a similarity based ant-colony algorithm (SACO) is proposed for the permutation flowshop scheduling problems with total flowtime minimization, which is known as NP-hard. By applying the space mapping method which is testified to be reasonable, it is proved theoretically that the deposit factor ρ has hardly impact on the ACO evolutionary availability, and ρ = 0.5 is reasonable for the ACO. Similarity is defined to discover the promising sequence for solution improvement. A new solution construction method is proposed, which is stated to be better than that of another very effective ant-colony algorithm. Experimental results show that SACO outperforms the other compared seven algorithms, including three rather recent effective algorithms and four famous ant-colony algorithms. The similarity indeed helps the SACO to find the promising sequence for solution improvement, which makes the SACO be effective.
机译:在本文中,提出了一种基于相似性的蚂蚁群算法(SACO),用于置换流程调度问题,总流动时间最小化,称为NP-Hard。通过应用被证实合理的空间映射方法,理论上证明了沉积因子ρ几乎没有影响ACO进化可用性,并且ρ= 0.5对于ACO是合理的。相似度被定义为发现溶液改善的有希望的顺序。提出了一种新的解决方案施工方法,该方法被陈述优于另一种非常有效的蚁群算法。实验结果表明,SACO优于其他七种算法,包括三种相当近期有效算法和四个着名的蚁群算法。相似性确实有助于SACO找到有前途的溶液改善序列,这使得SACO是有效的。

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