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Manifold-based constraint Laplacian score for multi-label feature selection

机译:基于流形的约束拉普拉斯分数用于多标签特征选择

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摘要

In recent years, multi-label learning has been increasingly applied to various application areas. As an important pre-processing technique for multi-label learning, multi-label feature selection selects meaningful features to improve classification performance. In this paper, a feature selection method named manifold-based constraint Laplacian score (MCLS) is presented. In MCLS, manifold learning is used to transform logical label space to Euclidean label space, and the similarity between samples is constrained by the corresponding numerical labels. The final selection criterion integrates the influence of both the supervision information and local properties of the data. Experimental results demonstrate the effectiveness of the proposed method. (c) 2018 Elsevier B.V. All rights reserved.
机译:近年来,多标签学习已越来越多地应用于各种应用领域。作为用于多标签学习的重要预处理技术,多标签特征选择选择有意义的特征以提高分类性能。提出了一种基于流形约束拉普拉斯分数(MCLS)的特征选择方法。在MCLS中,流形学习用于将逻辑标签空间转换为欧几里得标签空间,并且样本之间的相似性受相应的数字标签约束。最终选择标准综合了监管信息和数据本地属性的影响。实验结果证明了该方法的有效性。 (c)2018 Elsevier B.V.保留所有权利。

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