基于Salp群算法的最大熵聚类混合方法

Jiongzhi Liu, Shengbing Xu, Wei Cai, Yinyun Lin
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引用次数: 0

摘要

针对最大熵聚类算法(MEC)对初始聚类中心敏感的问题,提出了一种基于Salp群算法(MEC- ssa)的最大熵聚类混合算法。首先,随机选择m个数据样本作为salp种群,以获得最优初始聚类中心。其次,以DB指数为适应度函数,采用SSA方法得到MEC的最优初始聚类中心;最后,通过MEC方法得到较好的集群中心。MEC- ssa可以缓解MEC对初始聚类中心的敏感性。在UCI数据中进行的进一步实验表明,SSA有助于提高MEC的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A hybrid approach for Maximum Entropy clustering using Salp Swarm Algorithm
To address the problem that Maximum Entropy Clustering Algorithm(MEC) is sensitive to the initial clustering centers, we propose a hybrid approach for Maximum Entropy Clustering using Salp Swarm Algorithm (MEC-SSA). First, there are m data samples that are randomly selected as salp populations to get the optimal initial cluster centers. Secondly, the optimal initial clustering centers of MEC are obtained by SSA using DB index as its fitness function. Finally, we can get the better cluster centers by MEC approach. MEC-SSA can alleviate the sensitivity of MEC for initial clustering centers. Further experiments conducted in UCI data show that SSA helps to improve the performance of MEC.
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