JOURNAL ARTICLE

Face recognition using Kernel-based Fisher Discriminant Analysis

Abstract

Fisher Linear Discriminant Analysis (FLDA) has been successfully applied to face recognition, which is based on a linear projection from the image space to a low dimensional space by maximizing the between-class scatter and minimizing the within-class scatter. However, face image data distribution in practice is highly complex because of illumination, facial expression and pose variations. We present the use of Kernel based Fisher Discriminant Analysis for face recognition. The kernel trick is used firstly to project the input data into an implicit space called feature space by nonlinear kernel mapping, then Fisher Linear Discriminant Analysis is adopted to this feature space, thus a nonlinear discriminant can be yielded in the input data. Another similar Kernel-based method is Kernel PCA, in which PCA is used in the feature space. The experiments are performed with the polynomial kernel, and this method is compared with Kernel PCA and FLDA. Extensive experimental results show that the correct recognition rate of this method is higher than that of Kernel PCA and FLDA.

Keywords:
Kernel Fisher discriminant analysis Linear discriminant analysis Pattern recognition (psychology) Kernel principal component analysis Kernel (algebra) Artificial intelligence Fisher kernel Kernel method Facial recognition system Polynomial kernel Feature vector Optimal discriminant analysis Discriminant Projection (relational algebra) Computer science Radial basis function kernel Kernel embedding of distributions Multiple discriminant analysis Principal component analysis Feature (linguistics) Mathematics Support vector machine Algorithm

Metrics

129
Cited By
14.66
FWCI (Field Weighted Citation Impact)
53
Refs
0.99
Citation Normalized Percentile
Is in top 1%
Is in top 10%

Citation History

Topics

Face and Expression Recognition
Physical Sciences →  Computer Science →  Computer Vision and Pattern Recognition
Remote-Sensing Image Classification
Physical Sciences →  Engineering →  Media Technology
Image and Video Stabilization
Physical Sciences →  Computer Science →  Computer Vision and Pattern Recognition

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