PCA与自动修剪小波包PCA在光照耐受人脸识别中的比较

Ramamurthy Bhagavatula, M. Savvides
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引用次数: 5

摘要

面部识别/验证R. Chellappa et al.,(1995),是生物识别领域一个持续发展的研究领域。应对这一挑战的第一个方法是主成分分析(PCA) [M]。A. Turk et al., (1991), T. Chen et al.,(2002)。典型的PCA是在原始空间域中进行的。然而,PCA对原始空间域内的光照效果具有较高的敏感性。我们提出,通过使用小波包分解M. Vetterli等人,(1995)来创建原始数据的局部空间频率子空间,我们可以在这些子空间中执行PCA,从而可以更好地泛化光照变化。我们报告了CMU PIE数据库T. Sim等人(2003)的结果,通过比较原始空间域中的重构误差与空间子空间中的重构误差(保持相同数量的特征向量)。可以看出,空间-频率子空间的总重构误差小于原始空间的总重构误差,并且自动修剪小波包PCA在不同光照下具有更好的人脸识别性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
PCA vs. automatically pruned wavelet-packet PCA for illumination tolerant face recognition
Facial recognition/verification R. Chellappa et al., (1995), is a continuing and growing area of research in the field of biometrics. One of the first approaches to this challenge was principal component analysis (PCA) [M. A. Turk et al., (1991), T. Chen et al., (2002)]. Typically PCA is performed in the original spatial domain. However, PCA has a high sensitivity to illumination effects in the original spatial domain. We propose that by using wavelet packet decomposition M. Vetterli et al., (1995), to create localized space-frequency subspaces of the original data, we can perform PCA in these subspaces which can generalize better across illumination variations. We report results on the CMU PIE database T. Sim et al., (2003), by comparing reconstruction error in the original spatial domain to that of the reconstruction error in the spatial subspaces (keeping same number of eigenvectors). It is seen that the total reconstruction error of the space-frequency subspaces is smaller than that of the original space and the automatically pruned wavelet packet PCA produced better face recognition performance across illumination.
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