Integrating Grasshopper Optimization Algorithm with Local Search for Solving Data Clustering Problems

M. El-Shorbagy, A. Ayoub
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引用次数: 6

Abstract

This paper proposes a hybrid approach for solving data clustering problems. This hybrid approach used one of the swarm intelligence algorithms (SIAs): grasshopper optimization algorithm (GOA) due to its robustness and effectiveness in solving optimization problems. In addition, a local search (LS) strategy is applied to enhance the solution quality and access to optimal data clustering. The proposed algorithm is divided into two stages, the first of which aims to use GOA to prevent getting trapped in local minima and to find an approximate solution. While the second stage aims by LS to increase LS performance and obtain the best optimal solution. In other words, the proposed algorithm combines the exploitation capability of GOA and the discovery capability of LS, and integrates the merits of both GOA and LS. In addition, 7 well-known datasets that commonly used in several studies are used to validate the proposed technique. The results of the proposed methodology are compared to previous studies; where statistical analysis, for the various algorithms, indicated the superiority of the proposed methodology over other algorithms and its ability to solve this type of problem.
结合Grasshopper优化算法与局部搜索求解数据聚类问题
本文提出了一种解决数据聚类问题的混合方法。该混合方法采用了群智能算法中的一种:蝗虫优化算法(grasshopper optimization algorithm, GOA),该算法具有鲁棒性和求解优化问题的有效性。此外,还采用了局部搜索(LS)策略来提高解的质量和获得最优数据聚类。本文提出的算法分为两个阶段,第一个阶段的目标是利用GOA来防止陷入局部极小值,并找到一个近似解。第二阶段的目标是通过LS提高LS的性能,得到最优解。也就是说,该算法结合了GOA的挖掘能力和LS的发现能力,并将GOA和LS的优点结合起来。此外,还使用了几个研究中常用的7个知名数据集来验证所提出的技术。将建议的方法的结果与以前的研究进行比较;其中,对各种算法的统计分析表明,所提出的方法优于其他算法及其解决这类问题的能力。
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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