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A Weighted K-means Algorithm Based on Differential Evolution

机译:基于差分演进的加权K均值算法

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摘要

The k-means algorithm is constrained by the initial clustering centers and abnormal data, and unstable clustering results are easy to occur. In order to solve this problem, this dissertation firstly analyzes the research status of the differential evolution algorithm, introduces the basic idea and advantages of the differential evolution algorithm, proposes a weighted evolution algorithm based on differential evolution, adopts the differential evolution algorithm with strong global search ability, Initial clustering centers. According to the different influence degree of samples on clustering analysis, weights are introduced to design a weighted Euclidean distance to reduce the adverse effects of uncertainties such as outliers and to obtain a stable clustering result The experimental results show that the initial clustering center selected by the algorithm is closer to the final clustering center, and the computational efficiency of the algorithm is improved while ensuring the clustering accuracy.
机译:K-means算法受初始聚类中心和异常数据约束,并且易于发生不稳定的聚类结果。为了解决这个问题,本文首先分析了差分演化算法的研究状态,介绍了差分演进算法的基本思想和优点,提出了一种基于差分演化的加权演化算法,采用强大的全局差分演化算法搜索能力,初始聚类中心。根据对聚类分析的不同影响程度,引入重量以设计加权欧几里德距离,以降低不确定性(如异常值)的不利影响,并获得稳定的聚类结果,实验结果表明所选的初始聚类中心算法更接近最终聚类中心,并且在确保聚类精度的同时提高了算法的计算效率。

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