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A new density-based subspace selection method using mutual information for high dimensional outlier detection

机译:一种新的基于密度的子空间选择方法,该方法使用相互信息进行高维异常检测

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Outlier detection in high dimensional data faces the challenge of curse of dimensionality, where irrelevant features may prevent detection of outliers. In this research, we propose a novel efficient unsupervised density-based subspace selection for outlier detection in the projected subspace. First, the Maximum-Relevance-to-Density algorithm(MRD) is proposed to select the relevant subspace based on the mutual information. Then, applying the concept of redundancy among features, we present an efficient relevant subspace selection method called minimum-Redundancy-Maximum-Relevance-to-Density (mRMRD). Finally, the degree of outlierness of data points in the corresponding relevant subspace is computed based on Local Outlier Factor(LOF). Experimental results on both real and synthetic data demonstrate that the proposed algorithms - based on MRD and mRMRD criteria increase the accuracy of outlier detection while reducing computational complexity and execution time. Moreover, as the dimensionality increases, the accuracy of outlier detection on mRMRD-based relevant subspace is higher than MRD-based relevant subspace. This verifies that the proposed mRMRD-based subspace selection algorithm can efficiently select the subspace by considering the relevance between features. (C) 2021 Elsevier B.V. All rights reserved.
机译:高维数据中的异常检测面临着维度诅咒的挑战,其中无关的功能可能会阻止异常值的检测。在这项研究中,我们提出了一种新的高效无监督的基于密度的子空间选择,用于预计子空间中的异常检测。首先,提出了基于相互信息选择相关子空间的最大相关与密度算法(MRD)。然后,在特征之间应用冗余的概念,我们提出了一种有效的相关子空间选择方法,称为最小冗余 - 最大关联 - 密度(MRMRD)。最后,基于本地异常因素(LOF)计算相应的相关子空间中数据点的差异程度。实验结果对真实和合成数据的实验结果表明,基于MRD和MRMRD标准的基于MRD和MRMRD标准的准确性,同时降低计算复杂性和执行时间。此外,随着维度的增加,基于MRMRD的相关子空间的异常检测的准确性高于基于MRD的相关子空间。这验证了所提出的MRMRD的子空间选择算法可以通过考虑功能之间的相关性,有效地选择子空间。 (c)2021 Elsevier B.v.保留所有权利。

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