Maximum-Linear-Patch based Outlier Detection for Robust Manifold Learning

C. Du, Hao Chen, Jun Li, N. Jing, Jiangjiang Wu, Songbing Wu
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Abstract

In this paper, we propose a novel outlier detection method for robust manifold learning. First, we assume that the input high-dimensional data can be represented by an integration of local linear patches, and each patch consists of samples in the local neighborhood that maintains a linear relationship. Then, we use a hierarchical divisive clustering method to seek maximum linear patches (MLPs) and present a local density based scheme to detect outliers in each MLP. In order to evaluate the performance of outlier detection, we also propose an improved outlier detection evaluation method based on manifold distance, which is suitable for robust manifold learning. Last, we give several experiments to demonstrate the effectiveness of the proposed outlier detection method and evaluation method.
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基于最大线性patch的鲁棒流形学习离群点检测
本文提出了一种新的鲁棒流形学习异常点检测方法。首先,我们假设输入的高维数据可以用局部线性斑块的积分来表示,每个斑块由保持线性关系的局部邻域的样本组成。然后,我们使用分层分裂聚类方法寻找最大线性斑块(MLP),并提出了基于局部密度的方案来检测每个MLP中的异常值。为了评估离群点检测的性能,我们还提出了一种改进的基于流形距离的离群点检测评价方法,该方法适用于鲁棒流形学习。最后,通过实验验证了所提出的离群点检测方法和评价方法的有效性。
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