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A Fast Implementation of PCA-L1 Using Gram-Schmidt Orthogonalization

机译:使用Gram-Schmidt正交化快速实现PCA-L1

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摘要

PCA-L1 (principal component analysis based on L1 -norm maximization) is an approximate solution of L1-PCA (PCA based on the L1-norm), and has robustness against outliers compared with traditional PCA. However, the more dimensions the feature space has, the more calculation time PCA-L1 consumes. This paper focuses on an initialization procedure of PCA-L1 algorithm, and proposes a fast method of PCA-L1 using Gram-Schmidt orthogonalization. Experimental results on face recognition show that the proposed method works faster than conventional PCA-L1 without decrease of recognition accuracy.
机译:PCA-L1(基于L1范数最大化的主成分分析)是L1-PCA(基于L1范数的PCA)的近似解决方案,并且与传统PCA相比,具有针对异常值的鲁棒性。但是,特征空间的尺寸越大,PCA-L1的计算时间就越多。本文着重介绍PCA-L1算法的初始化过程,并提出了一种使用Gram-Schmidt正交化的PCA-L1快速方法。在人脸识别方面的实验结果表明,该方法在不降低识别精度的情况下,比常规PCA-L1的工作速度更快。

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