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A hybrid strategy for krill herd algorithm with harmony search algorithm to improve the data clustering1

机译:磷虾群算法与和声搜索算法的混合策略以改善数据聚类1

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摘要

Krill herd (KH) is a stochastic nature-inspired optimization algorithm, it has been successfully used to solve many involved optimization problems. Occasionally, poor exploration (diversification) capability affects the performance of krill herd algorithm (KHA). In this paper, we proposed a new hybridization strategy, namely, hybrid the krill herd algorithm with the harmony search (HS) algorithm (Harmony-KHA), to improve the data clustering technique. This hybridization strategy seeks to enhance the global (diversification) search capability of the KH algorithm to obtain the best global optima. The proposed algorithm are conducted through the addition of the global search operator from the HS algorithm in order to improve the exploration around the optimal solution in KH and thus kill individuals move towards the global best solution. The proposed algorithm is applied to keep the best krill individuals during the updating positions of the krill individuals. Experiments were conducted using four standard datasets from the UCI Machine Learning Repository, which is commonly used in the domain of data clustering. The results showed that the proposed hybrid the KH algorithm with the HS algorithm (Harmony-KHA) is produced very accurate clusters especially in the large dataset. Furthermore, the Harmony-KHA obtained a high convergence rate and it can overcome the other comparative algorithms. The proposed algorithm is compared with other well-known based on data clustering algorithms including the original KH algorithm.
机译:磷虾群(KH)是一种受自然启发的随机优化算法,已成功用于解决许多涉及的优化问题。有时,不良的探索(多样化)能力会影响磷虾群算法(KHA)的性能。本文提出了一种新的混合策略,即将磷虾群算法与和声搜索(HS)算法(Harmony-KHA)混合,以改进数据聚类技术。这种杂交策略试图增强KH算法的全局(多样化)搜索能力,以获得最佳的全局最优值。通过从HS算法中添加全局搜索算子来执行所提出的算法,以改进围绕KH最优解的探索,从而杀死个体向全局最优解的迁移。所提出的算法被应用于在磷虾个体的更新位置期间保持最佳磷虾个体。使用UCI机器学习存储库中的四个标准数据集进行了实验,这些数据集通常用于数据集群领域。结果表明,提出的KH算法与HS算法(Harmony-KHA)的混合产生了非常准确的聚类,尤其是在大型数据集中。此外,Harmony-KHA算法具有较高的收敛速度,可以克服其他比较算法。将该算法与其他知名的基于数据聚类算法(包括原始KH算法)进行了比较。

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