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Feature selection in robust clustering based on Laplace mixture

机译:基于拉普拉斯混合的鲁棒聚类中的特征选择

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摘要

A wrapped feature selection process is proposed in the context of robust clustering based on Laplace mixture models. The clustering approach we consider is a generalization of the K-median algorithm. The selection process makes use of the statistical model and recursively deletes features using hypothesis tests. We report simulations and applications to real data sets which illustrate the relevance of the proposed approach. We propose a strategy to select a reasonable number of remaining features. It uses the test statistic to choose the most relevant features, then an evaluation of the clustering error to discard the redundant ones from among them. This strategy appears to produce a good compromise between the selection of features and the performance of the clustering.
机译:在基于拉普拉斯混合模型的鲁棒聚类中,提出了一种包裹特征选择过程。我们考虑的聚类方法是K中值算法的推广。选择过程利用统计模型,并使用假设检验递归删除特征。我们报告了模拟和对真实数据集的应用,这些数据说明了所提出方法的相关性。我们提出一种策略,以选择合理数量的其余功能。它使用测试统计信息选择最相关的功能,然后评估聚类错误以从其中删除多余的功能。这种策略似乎在特征选择和聚类性能之间产生了很好的折衷。

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