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Ensemble constrained Laplacian score for efficient and robust semi-supervised feature selection

机译:集合约束拉普拉斯分数,可实现高效,鲁棒的半监督特征选择

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摘要

In this paper, we propose an efficient and robust approach for semi-supervised feature selection, based on the constrained Laplacian score. The main drawback of this method is the choice of the scant supervision information, represented by pairwise constraints. In fact, constraints are proven to have some noise which may deteriorate learning performance. In this work, we try to override any negative effects of constraint set by the variation of their sources. This is achieved by an ensemble technique using both a resampling of data (bagging) and a random subspace strategy. Experiments on high-dimensional datasets are provided for validating the proposed approach and comparing it with other representative feature selection methods.
机译:在本文中,我们基于约束拉普拉斯分数为半监督特征选择提出了一种有效且鲁棒的方法。这种方法的主要缺点是对监督信息的选择较少,以成对约束表示。实际上,事实证明,约束条件有一些噪音,可能会使学习性能下降。在这项工作中,我们尝试通过改变其来源来消除约束集的任何负面影响。这是通过使用重采样数据(装袋)和随机子空间策略的集成技术来实现的。提供了有关高维数据集的实验,以验证所提出的方法并将其与其他代表性特征选择方法进行比较。

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