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A study of outliers for robust independent component analysis

机译:鲁棒独立成分分析的离群值研究

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The impact of outliers on the signal separation performance of an independent component analysis (ICA) algorithm is an important characteristic in assessing the algorithm's utility in real-world applications. If an ICA estimator has the property of B-robustness, the influence of an extreme point is bounded, leading to good separation performance in the presence of outliers. In recent work, major ICA estimators, such as FastICA, have been proven not to be B-robust. We seek to enhance the non-B-robust FastICA estimator by the introduction of K-means clustering for outlier mitigation. We compare our algorithm with the B-robust /spl beta/-divergence algorithm by conducting a simulation to reproduce published results. The paper demonstrates the utility of the K-means clustering algorithm to mitigate a class of outliers such that our ICA separation performance is at least equal to that of published results for the B-robust /spl beta/-divergence estimator.
机译:离群值对独立分量分析(ICA)算法的信号分离性能的影响是评估该算法在实际应用中的效用的重要特征。如果ICA估计量具有B稳健性,则极限点的影响是有限的,从而在存在离群值时导致良好的分离性能。在最近的工作中,已经证明主要的ICA估计器(例如FastICA)不是B稳健的。我们试图通过引入K均值聚类以减少异常值来增强非B稳健的FastICA估计量。通过进行模拟以重现已发布的结果,我们将我们的算法与B-robust / spl beta / -divergence算法进行了比较。本文证明了K-means聚类算法可缓解一类离群值,从而使我们的ICA分离性能至少等于B-robust / spl beta / -diversity估计值的已发表结果。

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