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Improving the Performance of Metaheuristics: An Approach Combining Response Surface Methodology and Racing Algorithms

机译:改进元启发式方法的性能:结合响应面方法和竞速算法的方法

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The setup of heuristics and metaheuristics, that is, the fine-tuning of their parameters, exercises a great influence in both the solution process, and in the quality of results of optimization problems. The search for the best fit of these algorithms is an important task and a major research challenge in the field of metaheuristics. The fine-tuning process requires a robust statistical approach, in order to aid in the process understanding and also in the effective settings, as well as an efficient algorithm which can summarize the search process. This paper aims to present an approach combining design of experiments (DOE) techniques and racing algorithms to improve the performance of different algorithms to solve classical optimization problems. The results comparison considering the default metaheuristics and ones using the settings suggested by the fine-tuning procedure will be presented. Broadly, the statistical results suggest that the fine-tuning process improves the quality of solutions for different instances of the studied problems. Therefore, by means of this study it can be concluded that the use of DOE techniques combined with racing algorithms may be a promising and powerful tool to assist in the investigation, and in the fine-tuning of different algorithms. However, additional studies must be conducted to verify the effectiveness of the proposed methodology.
机译:启发式方法和元启发式方法的设置(即参数的微调)在求解过程和优化问题的结果质量方面都具有很大的影响。在元启发法领域中,寻求最适合这些算法的任务是一项重要任务,也是一项重大研究挑战。微调过程需要鲁棒的统计方法,以帮助理解过程以及有效设置,以及可以概括搜索过程的有效算法。本文旨在提出一种结合实验设计(DOE)技术和竞速算法的方法,以提高不同算法的性能,以解决经典的优化问题。将介绍考虑默认元启发式算法和使用微调过程建议的设置的结果比较。从广义上讲,统计结果表明,微调过程可以提高所研究问题的不同情况下解决方案的质量。因此,通过这项研究可以得出结论,将DOE技术与赛车算法结合使用可能是一种有前途且有力的工具,可协助进行调查以及对不同算法进行微调。但是,必须进行其他研究以验证所提出方法的有效性。

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