Title :
DWT/PCA Face Recognition using Automatic Coefficient Selection
Author :
Nicholl, Paul ; Amira, Abbes
Author_Institution :
Queen´´s Univ., Belfast
Abstract :
In PCA-based face recognition, there is often a trade-off between selecting the most relevant parts of a face image for recognition and not discarding information which may be useful. The work presented in this paper proposes a method to automatically determine the most discriminative coefficients in a DWT/PCA-based face recognition system, based on their inter-class and intra-class standard deviations. In addition, the eigenfaces used for recognition are generally chosen based on the value of their associated eigenvalues. However, the variance indicated by the eigenvalues may be due to factors such as variation in illumination levels between training set faces, rather than differences that are useful for identification. The work presented proposes a method to automatically determine the most discriminative eigenfaces, based on the inter-class and intra-class standard deviations of the training set eigenface weight vectors. The results obtained using the AT&T database show an improvement over existing DWT/PCA coefficient selection techniques.
Keywords :
discrete wavelet transforms; eigenvalues and eigenfunctions; face recognition; principal component analysis; AT&T database; DWT; PCA; automatic coefficient selection; discrete wavelet transform; eigenvalues; face recognition; illumination levels; principal component analysis; Application software; Automatic testing; Discrete wavelet transforms; Eigenvalues and eigenfunctions; Electronic equipment testing; Face recognition; Fingerprint recognition; Hidden Markov models; Independent component analysis; Principal component analysis; discrete wavelet transform; face recognition; principal component analysis;
Conference_Titel :
Electronic Design, Test and Applications, 2008. DELTA 2008. 4th IEEE International Symposium on
Conference_Location :
Hong Kong
Print_ISBN :
978-0-7695-3110-6
DOI :
10.1109/DELTA.2008.39