A clustering algorithm for data-sets with a large number of classes
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摘要
A goal of a clustering algorithm is to minimise a cost metric, but existing methods have a tendency to reach a local minimum of the metric. This paper introduces a new clustering algorithm which can jump out of a local minimum for a clustering problem with a large number of classes. This algorithm is developed from an interactive one which employs four operations to change the cluster distribution; knowledge about how to get a lower local minimum of the metric has been implanted into the new algorithm. Without interactive operation the new algorithm can try more changes to a cluster distribution, thereby enhancing its chance of reaching a better result. Because a machine can select an operation much faster than a human operator the new algorithm also needs less time to reach the final clustering result. All these points have been demonstrated by experiment.
论文关键词:Clustering problems,Metric,Local minima,K-MEANS,Overlap classes
论文评审过程:Received 6 March 1990, Revised 30 August 1990, Accepted 19 October 1990, Available online 19 May 2003.
论文官网地址:https://doi.org/10.1016/0031-3203(91)90076-H