基于pca的子空间集成的高维数据子空间离群点检测

Mahboobeh Riahi-Madvar, B. Nasersharif, A. A. Azirani
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引用次数: 5

摘要

高维数据的异常点检测面临着维度诅咒的挑战,其中不相关的特征可能会阻碍异常点的检测。主成分分析(PCA)被广泛用于高维异常点检测问题的降维。而没有一个单独的子空间可以完全捕获离群数据点;我们建议结合多个子空间的结果来处理这种情况。在本研究中,我们提出了一种基于pca的子空间集成(SODEP)方法的高维数据子空间离群点检测算法。利用PCA特征选择三个相关的子空间来发现不同类型的离群值,然后在投影子空间中计算离群值得分。实验结果表明,基于集成的离群点选择方法是一种很有前途的高维数据选择方法,并且比其他比较方法具有更好的效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Subspace Outlier Detection in High Dimensional Data using Ensemble of PCA-based Subspaces
Outlier detection in high dimensional data faces the challenge of curse of dimensionality where irrelevant features may prevent detection of outliers. The Principal Component Analysis (PCA) is widely used for dimensionality reduction in high dimensional outlier detection problem. While no single subspace can to thoroughly capture the outlier data points; we propose to combine the result of multiple subspaces to deal with this situation. In this research, we propose a subspace outlier detection algorithm in high dimensional data using an ensemble of PCA-based subspaces (SODEP) method. Three relevant subspaces are selected using PCA features to discover different types of outliers and subsequently, compute outlier scores in the projected subspaces. The experimental results show that our ensemble-based outlier selection is a promising method in high dimensional data and has better efficiency than other compared methods.
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