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Modified K-means clustering algorithm based on good point set and Leader method
ZHANG Yan-ping ZHANG Juan HE Cheng-gang CHU Wei-cui ZHANG Li-na
Journal of Computer Applications
2011, 31 (05):
1359-1362.
DOI: 10.3724/SP.J.1087.2011.01359
Traditional K-means algorithm is sensitive to the initial start center. To solve this problem, a method was proposed to optimize the initial center points through adopting the theory of good point set and Leader method. According to the different combination ways, the new algorithms were called KLG and KGL respectively. Better points could be obtained by the theory of good point set rather than random selection. The Leader method could reflect the distribution characteristics of the data object. The experimental results conducted on the UCI database show that the KLG and KGL algorithms significantly outperform the traditional and other initialization K-means algorithms.
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