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Magnetotactic Bacteria Constrained Optimization Algorithm

机译:趋磁细菌约束优化算法

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摘要

Many problems encountered in the field of science and engineering can be ultimately attributed to constrained optimization problems (COPs). During the past decades, solving COPs with evolutionary algorithms have received considerable attentions among researchers. A novel approach to deal with numerical constrained optimization problems, which incorporates a Magnetotactic Bacteria Optimization Algorithm (MBOA) and an adaptive constraint-handling technique, named COMBOA, is presented in this paper. COMBOA mainly consists of an improved MBOA and archiving-based adaptive tradeoff model (ArATM) used as the constraint-handling technique. Additionally, the adaptive constraint-handling technique consists of three main situations. In detail, at each situation, one constraint-handling mechanism is designed based on current population state. It is compared with several state-of-the-art algorithms on 13 well-known benchmark functions. The experiment results show that the COMBOA is effective in solving constrained optimization problems. It shows better or competitive performance compared with other state-of-the-art algorithms referred to in this paper in terms of the quality of the solutions.
机译:科学和工程领域遇到的许多问题最终都可以归因于约束优化问题(COPs)。在过去的几十年中,使用进化算法求解COP已引起研究人员的极大关注。本文提出了一种解决数值约束优化问题的新方法,该方法结合了趋磁细菌优化算法(MBOA)和自适应约束处理技术,称为COMBOA。 COMBOA主要由一种改进的MBOA和用作约束处理技术的基于归档的自适应权衡模型(ArATM)组成。另外,自适应约束处理技术包括三种主要情况。详细地,在每种情况下,根据当前人口状态设计一种约束处理机制。在13个著名的基准函数上,它与几种最新的算法进行了比较。实验结果表明,COMBOA在解决约束优化问题方面是有效的。就解决方案的质量而言,与本文中提到的其他最新算法相比,它表现出更好的性能或具有竞争力的性能。

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