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Estimation of the Number of Clusters based on Simplical Depth

机译:基于更简单的深度估计簇数

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The estimation of the cluster numbers is one of the most significant open research problem in clustering domain. The clustering accuracy highly depends on the accurate number of clusters. We propose a method based on simplical depth, namely SDM, in this paper to estimate the number of clusters. We use the recursive feature elimination process to select two most significant features from a given dataset. We perform an initial partition on the selected features for exploring the compactness of clusters. We use simplicial depth method to estimate depth values of the data points in each cluster. From the initial partition, the number of clusters with the highest depth value is considered as the estimated number of clusters. To evaluate the performance of proposed method, we use five state-of-the-art methods on both synthetic and real datasets. We observe that the accuracy of cluster number estimation with simplical depth based method is better than others in most of the cases, which is the key element for the robust and compact clustering solution.
机译:群集编号的估计是聚类域中最重要的开放研究问题之一。聚类精度高度取决于准确的簇数。我们提出了一种基于简单深度的方法,即SDM,在本文中,以估计群集的数量。我们使用递归功能消除过程来选择来自给定数据集的两个最重要的功能。我们在所选功能上执行初始分区,以探索群集的紧凑性。我们使用简单的深度方法来估计每个群集中的数据点的深度值。从初始分区,具有最高深度值的簇数被视为估计的群集数。为了评估所提出的方法的性能,我们在合成和真实数据集上使用五种最先进的方法。我们观察到,大多数情况下,基于良好的深度的方法的簇数估计的准确性比其他情况更好,这是鲁棒和紧凑群集解决方案的关键元件。

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