Vector quantization and clustering: a pyramid approach

D. Tamir, Chi-Yeon Park, Wook-Sung Yoo
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引用次数: 8

Abstract

A multi-resolution K-means clustering method is presented. Starting with a low resolution sample of the input data the K-means algorithm is applied to a sequence of monotonically increasing-resolution samples of the given data. The cluster centers obtained from a low resolution stage are used as initial cluster centers for the next stage which is a higher resolution stage. The idea behind this method is that a good estimation of the initial location of the cluster centers can be obtained through K-means clustering of a sample of the input data. K-means clustering of the entire data with the initial cluster centers estimated by clustering a sample of the input data, reduces the convergence time of the algorithm.
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向量量化和聚类:金字塔方法
提出了一种多分辨率k均值聚类方法。从输入数据的低分辨率样本开始,K-means算法应用于给定数据的单调递增分辨率样本序列。从低分辨率阶段获得的星团中心用作下一阶段即高分辨率阶段的初始星团中心。这种方法背后的思想是,通过对输入数据样本的K-means聚类,可以很好地估计聚类中心的初始位置。K-means对整个数据进行聚类,通过对输入数据的一个样本进行聚类估计初始聚类中心,从而减少了算法的收敛时间。
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