Clustering and differential evolution for multimodal optimization

B. Bošković, J. Brest
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引用次数: 14

Abstract

This paper presents a new differential evolution algorithm for multimodal optimization that uses self-adaptive parameter control, clustering and crowding methods. The algorithm includes a new clustering mechanism that is based on small subpopulations with the best strategy and, as such, improves the algorithm's efficiency. Each subpopulation is generated according to the best individual from a population that is not added to any other subpopulation. These small subpopulations are also used to determine population size and to replace ‘bad’ individuals. Because of the small subpopulation size and crowding mechanism, bad individuals prevent the best individuals from converging to the optimum. Therefore, the algorithm is trying to replace bad individuals with the individuals that are close to the best individuals. The population size expansion is used within the algorithm according to the number of generated subpopulations and located optima. The proposed algorithm was tested on benchmark functions for CEC'2013 special session and competition on niching methods for multimodal function optimization. The performance of the proposed algorithm was comparable with the state-of-the-art algorithms.
多模态优化的聚类与差分进化
本文提出了一种基于自适应参数控制、聚类和拥挤方法的多模态优化差分进化算法。该算法包含了一种新的聚类机制,该机制基于具有最佳策略的小子种群,从而提高了算法的效率。每个子种群都是根据未加入任何其他子种群的种群中的最佳个体生成的。这些小的亚种群也被用来确定种群规模,并取代“坏”个体。由于亚种群规模小和拥挤机制,不良个体阻碍了最佳个体向最优收敛。因此,该算法试图用接近最佳个体的个体替换坏个体。根据生成的子种群和定位的最优种群的数量,在算法中使用种群规模扩展。在CEC 2013特别会议的基准函数和多模态优化小生境方法竞赛上对该算法进行了测试。该算法的性能可与最先进的算法相媲美。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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