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A Hierarchical Clustering based Heuristic for Automatic Clustering

机译:基于分层群集的自动聚类启发式

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Determining an optimal number of clusters and producing reliable results are two challenging and critical tasks in cluster analysis. We propose a clustering method which produces valid results while automatically determining an optimal number of clusters. Our method achieves these results without user input pertaining directly to a number of clusters. The method consists of two main components: splitting and merging. In the splitting phase, a divisive hierarchical clustering method (based on the DIANA algorithm) is executed and interrupted by a heuristic function once the partial result is considered to be "adequate". This partial result, which is likely to have too many clusters, is then fed into the merging method which merges clusters until the final optimal result is reached. Our method's effectiveness in clustering various data sets is demonstrated, including its ability to produce valid results on data sets presenting nested or interlocking shapes. The method is compared with cluster validity analysis to other methods to which a known optimal number of clusters is provided and to other automatic clustering methods. Depending on the particularities of the data set used, our method has produced results which are roughly equivalent or better than those of the compared methods.
机译:确定群集的最佳数量并产生可靠的结果是集群分析中的两个具有挑战性和关键任务。我们提出了一种聚类方法,它产生有效结果,同时自动确定最佳簇数。我们的方法在没有用户输入的情况下直接与许多簇相关的结果实现了这些结果。该方法包括两个主要组件:分裂和合并。在分离阶段,一旦部分结果被认为是“足够”,通过启发式函数执行和中断分隔分层聚类方法(基于戴安纳算法)。然后,这种可能具有太多群集的部分结果被馈送到合并方法中,该方法合并群集直到达到最终的最佳结果。我们的方法在聚类各种数据集中的效力,包括在呈现嵌套或互锁形状的数据集上生成有效结果的能力。将该方法与集群有效性分析进行比较,对提供了已知的最佳数量的群集的其他方法以及其他自动聚类方法。根据所使用的数据集的特殊性,我们的方法产生了大致等同的结果或比比较方法的结果。

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