BIN_MRFOA:二元优化的新型蝠鲼营养优化算法

Gülnur YILDIZDAN
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引用次数: 0

摘要

优化问题出现在三种不同的结构中:连续结构、离散结构和混合结构。元启发式算法是当今解决优化问题的首选算法,它主要是针对连续问题提出的,并且随着后续的修改而离散化。本文提出了一种新的用于求解连续优化问题的蝠鲼觅食优化算法的二进制版本(Bin_MRFOA),并将其用于求解二元优化问题。首先在10个经典基准函数上对Bin_MRFOA进行了测试,并通过比较使用8种不同传递函数获得的变量来检验传递函数对性能的影响。然后最成功的Bin_MRFOA变体在18个CEC2005基准函数上运行。将结果与文献中的算法进行比较,并使用非参数检验Wilcoxon符号秩检验和Friedman检验进行解释。结果表明,与文献相比,Bin_MRFOA算法是一种成功的、有竞争力的、更好的算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
BIN_MRFOA: İkili Optimizasyon İçin Yeni Bir Manta Vatozu Beslenme Optimizasyonu Algoritması
Optimization problems occur in three different structures: continuous, discrete, and hybrid. Metaheuristic algorithms, which are frequently preferred in the solution of optimization problems today, are mostly proposed for continuous problems and are discretized with subsequent modifications. In this study, a novel binary version (Bin_MRFOA) of the manta ray foraging optimization algorithm, which was frequently used in the solution of continuous optimization problems before, was proposed to be used in the solution of binary optimization problems. The Bin_MRFOA was first tested on ten classical benchmark functions, and the effect of the transfer function on performance was examined by comparing the variants obtained using eight different transfer functions. Then the most successful Bin_MRFOA variant was run on the eighteen CEC2005 benchmark functions. The results were compared with the algorithms in the literature and interpreted with Wilcoxon signed-rank and Friedman tests, which are nonparametric tests. The results revealed that Bin_MRFOA is a successful, competitive, and preferable algorithm compared to the literature.
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