并行候鸟优化算法参数的影响分析

G. Kuvat, Abdullah Tülek
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引用次数: 0

摘要

在并行元启发式算法(PMAs)中,迁移是将子种群中选定的解以指定的间隔发送到相邻子种群的过程。拓扑结构、迁移速率(MR)、迁移间隔(MI)、迁移策略和通信模型是表征迁移性质的因素。识别迁移参数之间的关系并准确选择这些参数值可以提高PMAs的性能。子种群数(NS)表示算法可以同时进行搜索的不同种群的数量。本研究采用不迁移的候鸟优化算法(MBO)对4种不同的NS值进行求解。此外,采用5个MR值、5个MI值和4个NS值执行并行候鸟优化算法(PMBO),并给出了得到的适应度值。结果表明,在99%的案例研究中,PMBO算法优于MBO算法。由此可见,迁移对算法性能的贡献是显而易见的。此外,将迭代过程中得到的值用图形表示,以研究MI和MR变化对算法搜索性能的影响。随着MI的减小,证实了算法在迭代的早期阶段产生了良好的结果,使得搜索速度更快。如果MI保持较低,MR对性能的影响更大。如果心肌梗死增加,MR变化的影响较小。此外,采用方差分析(ANOVA)分析了MI、MR、NS值及其相关性对适应度值的影响。根据分析,MI是最重要的因素。最不显著的因素是NS。对这些参数的组合进行了分析,结果表明MR*MI组合对性能的影响最为显著。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
AN EFFECT ANALYSIS OF THE PARALLEL MIGRATING BIRDS OPTIMIZATION ALGORITHM PARAMETERS
Migration is the process of sending selected solutions from a sub-population to the neighboring sub-population at specified intervals in parallel metaheuristic algorithms (PMAs). Topology, migration rate (MR), migration interval (MI), migration policy and communication model are the factors which characterize the nature of migration. Identification of relationship between migration parameters and an accurate selection of such parameter values increase the performance of PMAs. The number of sub-populations (NS) denotes the number of different populations in which algorithm can perform simultaneous searches. In this study, Migrating Birds Optimization (MBO) Algorithm, no migration performed, was applied for four different NS values. Additionally, Parallel Migrating Birds Optimization (PMBO) Algorithm is executed using five MR values, five MI values and four NS values and obtained fitness values are provided. According to the results, PMBO algorithm outperforms MBO in 99% of case studies. Therefore, the contribution of migration to the performance of the algorithm is evidently demonstrated. Furthermore, the values obtained during the iterations are shown on graph to investigate the effect of MI and MR changes on search performance of algorithms. As MI decreases, it is confirmed that the algorithm produces good results in early steps of iterations, making faster searches. MR has a greater effect on performance if MI is kept low. If MI increases, the changes in MR have less affect. Additionally, the effect of MI, MR, NS values and their correlation on fitness value is analyzed with analysis of variance (ANOVA). According to the analysis, MI is identified to be the most significant factor. The least significant factor is NS. Combinations of such parameters are analyzed and it was shown that MR*MI combination has the most significant effect on performance.
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