Solution of design optimization problems via metaheuristic search methods

Betül Üstüner, E. Doğan
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引用次数: 1

Abstract

Metaheuristic algorithms inspired by natural phenomena are frequently used in solving optimization problems recently. Just as every problem has its characteristics, every algorithm has its unique structure. Therefore, problem-specific algorithm selection is an important issue. In addition, metaheuristic algorithms are very open to development. Therefore, improved/modified versions of algorithms are common. Working with benchmarking problems and engineering design problems is the best way to compare the performance and reliability of metaheuristic algorithms. In this study, the performances of firefly (FA), particle swarm optimization (PSO), bat algorithm (BA), ant colony optimization (ACO), glow worms (GSO), and hunting search (HuS) algorithms are compared. An enhanced version of the firefly algorithm (RFA) is also recommended and included in the comparison. A benchmark and five engineering design problems were selected for comparison purposes. All algorithms are set to twenty thousand iterations. The results show that the metaheuristic algorithm that gives the best results varies according to the nature of the problem. Moreover, although it does not change the ranking of the algorithm that gives the best result according to the problem, it shows that RFA gives better results in every problem than FA.
用元启发式搜索方法求解设计优化问题
受自然现象启发的元启发式算法是近年来求解优化问题的常用算法。正如每个问题都有其特点一样,每个算法都有其独特的结构。因此,针对具体问题的算法选择是一个重要的问题。此外,元启发式算法的开发是非常开放的。因此,改进/修改版本的算法是常见的。处理基准问题和工程设计问题是比较元启发式算法的性能和可靠性的最佳方法。在本研究中,比较了萤火虫(FA)、粒子群优化(PSO)、蝙蝠算法(BA)、蚁群优化(ACO)、萤火虫(GSO)和狩猎搜索(HuS)算法的性能。还推荐了萤火虫算法(RFA)的增强版本,并将其包含在比较中。选取一个基准和五个工程设计问题进行比较。所有算法都设置为2万次迭代。结果表明,给出最佳结果的元启发式算法会根据问题的性质而有所不同。此外,虽然它没有根据问题改变给出最佳结果的算法的排名,但它表明RFA在每个问题上都比FA给出更好的结果。
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