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Solving Single Machine Total Weighted Tardiness Problem with Unequal Release Date Using Neurohybrid Particle Swarm Optimization Approach

机译:使用神经混合粒子群算法求解发布日期不相等的单机总加权拖尾问题

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摘要

A particle swarm optimization algorithm (PSO) has been used to solve the single machine total weighted tardiness problem (SMTWT) with unequal release date. To find the best solutions three different solution approaches have been used. To prepare subhybrid solution system, genetic algorithms (GA) and simulated annealing (SA) have been used. In the subhybrid system (GA and SA), GA obtains a solution in any stage, that solution is taken by SA and used as an initial solution. When SA finds better solution than this solution, it stops working and gives this solution to GA again. After GA finishes working the obtained solution is given to PSO. PSO searches for better solution than this solution. Later it again sends the obtained solution to GA. Three different solution systems worked together. Neurohybrid system uses PSO as the main optimizer and SA and GA have been used as local search tools. For each stage, local optimizers are used to perform exploitation to the best particle. In addition to local search tools, neurodominance rule (NDR) has been used to improve performance of last solution of hybrid-PSO system. NDR checked sequential jobs according to total weighted tardiness factor. All system is named as neurohybrid-PSO solution system.
机译:粒子群优化算法(PSO)已用于解决发布日期不相等的单机总加权拖尾问题(SMTWT)。为了找到最佳解决方案,已使用了三种不同的解决方案方法。为了准备亚混合溶液系统,已使用遗传算法(GA)和模拟退火(SA)。在亚混合系统(GA和SA)中,GA在任何阶段都获得一个解决方案,该解决方案由SA获取并用作初始解决方案。当SA找到比该解决方案更好的解决方案时,它将停止工作并再次将此解决方案提供给GA。 GA完成工作后,将获得的解决方案提供给PSO。 PSO寻求比此解决方案更好的解决方案。稍后,它将再次将获得的解决方案发送给GA。三种不同的解决方案系统一起工作。 Neurohybrid系统使用PSO作为主要的优化程序,而SA和GA已用作本地搜索工具。对于每个阶段,都使用局部优化器来对最佳粒子进行开发。除本地搜索工具外,神经支配规则(NDR)已用于提高混合PSO系统最后解决方案的性能。 NDR根据总加权拖延因子检查顺序作业。所有系统都被称为Neurohybrid-PSO解决方案系统。

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