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A Spectral Clustering Algorithm Based on Hierarchical Method

机译:基于分层方法的谱聚类算法

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Most of the clustering algorithms were designed to cluster the data in convex spherical sample space, but their ability was poor for clustering more complex structures. In the past few years, several spectral clustering algorithms were proposed to cluster arbitrarily shaped data in various real applications including image processing and web analysis. However, most of these algorithms were based on k-means, which is a randomized algorithm and makes the algorithm easy to fall into local optimal solutions. Hierarchical method could handle the local optimum well because it organizes data into different groups at different levels. In this paper, we propose a novel clustering algorithm called spectral clustering algorithm based on hierarchical clustering (SCHC), which combines the advantages of hierarchical clustering and spectral clustering algorithms to avoid the local optimum issues. The experiments on both synthetic data sets and real data sets show that SCHC outperforms other six popular clustering algorithms. The method is simple but is shown to be efficient in clustering both convex shaped data and arbitrarily shaped data.
机译:大多数聚类算法都是为在凸球形样本空间中聚类数据而设计的,但是它们对聚类更复杂的结构的能力较差。在过去的几年中,提出了几种光谱聚类算法,以在各种实际应用中对任意形状的数据进行聚类,包括图像处理和网络分析。然而,这些算法大多数是基于k均值的,它是一种随机算法,使该算法易于陷入局部最优解。分层方法可以很好地解决局部最优问题,因为它可以将数据组织到不同级别的不同组中。在本文中,我们提出了一种新的基于聚类的聚类算法,称为光谱聚类算法,它结合了层次聚类和光谱聚类算法的优点,避免了局部最优问题。在综合数据集和真实数据集上进行的实验表明,SCHC优于其他六种流行的聚类算法。该方法很简单,但是显示出在聚簇凸形数据和任意形数据方面都是有效的。

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