DocumentCode
1917709
Title
Face recognition by fast independent component analysis and genetic algorithm
Author
Yi-qiong, Xu ; Bi-Cheng, Li ; Bo Wang
Author_Institution
Dept. of Inf. Sci., Inf. Eng. Univ., Zhengzhou, China
fYear
2004
fDate
14-16 Sept. 2004
Firstpage
194
Lastpage
198
Abstract
In this paper, ICA is presented as an efficient feature extraction algorithm used in automatic face recognition task. In a task such as face recognition, important information may be contained in the high-order relationship among pixels. ICA is sensitive to high-order statistic in the data and finds not-necessarily orthogonal bases, so it may better identify and reconstruct high-dimensional face image data. ICA algorithms are time-consuming and sometimes converge difficultly. So a modified FastICA algorithm is developed in this paper, which only need to computer Jacobian matrix once time in one iteration and achieves the correspondent effect of Fast-ICA. After obtaining all independent components, a genetic algorithm is introduced to select optimal independent components (ICs). In this paper, ICA is compared with principle component analysis (PCA) based feature extraction method. The experiment results show that modified FastICA algorithm fast convergence speed and genetic algorithm optimize recognition performance. ICA based features extraction method is robust to variations and promising for face recognition.
Keywords
Jacobian matrices; face recognition; feature extraction; genetic algorithms; higher order statistics; image reconstruction; independent component analysis; principal component analysis; Jacobian matrix; automatic face recognition; feature extraction; genetic algorithm; high-dimensional face image data reconstruction; high-order relationship; high-order statistic; independent component analysis; modified FastICA algorithm; optimal independent components; principle component analysis; Convergence; Face recognition; Feature extraction; Genetic algorithms; Image converters; Image reconstruction; Independent component analysis; Jacobian matrices; Principal component analysis; Statistics;
fLanguage
English
Publisher
ieee
Conference_Titel
Computer and Information Technology, 2004. CIT '04. The Fourth International Conference on
Print_ISBN
0-7695-2216-5
Type
conf
DOI
10.1109/CIT.2004.1357196
Filename
1357196
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