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Self-adaptive cuckoo search algorithm for hybrid flowshop makespan problem

机译:用于混合流动跨越Makespan的自适应咕咕族搜索算法

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As a typical NP-hard combination optimization problem, the hybrid flow shop widely exists in manufacturing systems. In this paper, a mathematical model of hybrid flow shop is formulated, and then a new encoding and decoding method based on matrix is designed, together with Self-Adaptive Cuckoo Search (SACS) algorithm to minimize the makespan of this problem. The main contribution of this paper is to develop a new approach hybridizing CS with bottleneck heuristic method to fully exploit the bottleneck stage, and then bring in a self-adaptive parameter adjusting strategy along with iterations to enhance the ability to jump out of local extreme value and maintain the evolution energy. furthermore, elite learning strategies and some local search methods are applied to enhance the local search ability. The comparison between the proposed algorithm and several effective algorithms show that the SACS algorithm is feasible and practical.
机译:作为典型的NP硬组合优化问题,混合流量店在制造系统中广泛存在。在本文中,配制了混合流量储存的数学模型,然后设计了一种基于矩阵的新编码和解码方法,与自适应咕咕搜索(SACS)算法一起设计,以最大限度地减少该问题的MapSpan。本文的主要贡献是开发一种具有瓶颈启发式方法的新方法,以充分利用瓶颈阶段,然后引入自适应参数调整策略,以及迭代以增强跳出局部极值的能力并保持进化能量。此外,应用精英学习策略和一些本地搜索方法来提高本地搜索能力。所提出的算法与几种有效算法之间的比较表明,SACS算法是可行和实用的。

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