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Subspace Clustering Ensembles through Tensor Decomposition

机译:通过张量分解将子空间聚类集成

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In recent years many different subspace clusteringalgorithms and related methods have been proposed. Theypromise to not only find hidden structures in data sets, but also toselect for each structure the features, which are most prominent. Yet, most of these methods suffer from the same problem:finding a satisfactory clustering result heavily depends on anadequate configuration of the parameters. In case of insufficientparameterization, a result is potentially hard to interpret andmight contain hundreds of clusters. For traditional clustering al-gorithms different ensemble methods have been developed, whichmitigate these effects by incorporating multiple clustering outputsinto a consensus result. However, most of these methods cannotbe straightforwardly adopted to include subspace information. We propose a novel subspace clustering ensemble algorithmSubCluEns based on the minimum description length principle. It allows combining multiple results of subspace and projectedclustering algorithms into a consensus clustering.
机译:近年来,已经提出了许多不同的子空间聚类算法和相关方法。他们承诺不仅要在数据集中找到隐藏的结构,而且还要为每种结构选择最突出的特征。但是,这些方法大多数都存在相同的问题:要找到令人满意的聚类结果,很大程度上取决于参数的适当配置。在参数化不足的情况下,结果可能难以解释,并且可能包含数百个簇。对于传统的聚类算法,已经开发了不同的集成方法,该方法通过将多个聚类输出合并到共识结果中来缓解这些影响。但是,大多数方法不能直接采用来包含子空间信息。我们基于最小描述长度原理提出了一种新颖的子空间聚类集成算法SubCluEns。它允许将子空间和投影聚类算法的多个结果组合到一个共识聚类中。

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