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L_1 Graph Based on Sparse Coding for Feature Selection

机译:基于稀疏编码的L_1图用于特征选择

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摘要

In machine learning and pattern recognition, feature selection has been a very active topic in the literature. Unsupervised feature selection is challenging due to the lack of label which would supply the categorical information. How to define an appropriate metric is the key for feature selection. In this paper, we propose a "filter" method for unsupervised feature selection, which is based on the geometry properties of ℓ_1 graph. ℓ_1 graph is constructed through sparse coding. The graph establishes the relations of feature subspaces and the quality of features is evaluated by features' local preserving ability. We compare our method with classic unsupervised feature selection methods (Laplacian score and Pearson correlation) and supervised method (Fisher score) on benchmark data sets. The classification results based on support vector machine, k-nearest neighbors and multi-layer feed-forward networks demonstrate the efficiency and effectiveness of our method.
机译:在机器学习和模式识别中,特征选择一直是文献中非常活跃的话题。由于缺少提供分类信息的标签,无监督特征选择具有挑战性。如何定义适当的度量标准是选择功能的关键。在本文中,我们基于ℓ_1图的几何特性,提出了一种用于非监督特征选择的“过滤器”方法。 ℓ_1图是通过稀疏编码构造的。该图建立了特征子空间的关系,并通过特征的局部保存能力来评估特征的质量。我们将我们的方法与经典无监督特征选择方法(拉普拉斯评分和皮尔森相关性)和监督方法(费舍尔评分)在基准数据集上进行了比较。基于支持向量机,k最近邻和多层前馈网络的分类结果证明了该方法的有效性。

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