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Supervised Locality Preserving Canonical Correlation Analysis Algorithm |
HOU Shu-Dong, SUN Quan-Sen, XIA De-Shen |
School of Computer Science and Technology,Nanjing University of Science and Technology,Nanjing 210094 |
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Abstract To use locality preserving canonical correlation analysis (LPCCA) in pattern classification and acquire fine results, a supervised locality preserving canonical correlation analysis (SLPCCA) is proposed based on LPCCA incorporated the class label information. Through maximizing the weighted correlation between corresponding samples and their near neighbors belonging to the same classes, SLPCCA effectively utilizes the class label information and preserves the local manifold structure of the data. In addition, the proposed algorithm effectively fuses the discrimination information of DCCA without the restriction of total class numbers. Besides, a kernel SLPCCA (KSLPCCA) is also proposed based on kernel methods to extract nonlinear features of the data. The experimental results on ORL, Yale, AR and FERET face databases show that the proposed algorithms are better than related canonical correlation analysis methods.
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Received: 07 June 2010
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[1] Hotelling H.Relations between Two Sets of Variates.Biometrika,1936,28(3/4): 321-377 [2] Sun Quansen,Zeng Shenggen,Liu Yan,et al.A New Method of Feature Fusion and Its Application in Image Recognition.Pattern Recognition,2005,38(12): 2437-2448 [3] Sun Tingkai,Chen Songcan,Yang Jingyu,et al.A Supervised Combined Feature Extraction Method for Recognition // Proc of the IEEE International Conference on Data Mining.Pisa,Italy,2008: 1043-1048 [4] Sun Quansen,Liu Zhengdong,Heng P A,et al.A Theorem on the Generalized Canonical Projective Vectors.Pattern Recognition,2005,38(3): 449-452 [5] Hong Quan,Chen Songcan,Ni Xuelei.Sub-Pattern Canonical Correlation Analysis with Application in Face Recognition.Acta Automatica Sinica,2008,34(1): 21-30 ( in Chinese ) (洪 泉,陈松灿,倪雪蕾.子模式典型相关分析及其在人脸识别中的应用.自动化学报,2008,34(1): 21-30 ) [6] Melzer T,Reiter M,Bischof H.Appearance Models Based on Kernel Canonical Correlation Analysis.Pattern Recognition,2003,36(9): 1961-1971 [7] Sun Tingkai,Chen Songcan,Jin Zhong,et al.Kernelized Discriminative Canonical Correlation Analysis // Proc of the International Conference on Wavelet Analysis and Pattern Recognition.Beijing,China,2007: 1283-1287 [8] Hou Chenping,Zhang Changshui,Wu Yi,et al.Multiple View Semi-Supervised Dimensionality Reduction.Pattern Recognition,2010,43(3): 720-730 [9] Sun Liang,Ji Shuiwang,Ye Jieping.Canonical Correlation Analysis for Multi-Label Classification: A Least Squares Formulation,Extensions and Analysis.IEEE Trans on Pattern Analysis and Machine Intelligence,2011,33(1): 194-200 [10] Huang Hua,He Huiting.Super-Resolution Method for Face Recognition Using Nonlinear Mappings on Coherent Features.IEEE Trans on Neural Networks,2011,22(1): 121-130 [11] Blasckko M B,Shelton J A,Bartels A,et al.Semi-Supervised Kernel Canonical Correlation Analysis with Application to Human fMRI.Pattern Recognition Letters,2011,32(11): 1572-1583 [12] He Xiaofei,Yan Shuicheng,Hu Yuxiao,et al.Face Recognition Using Laplacianfaces.IEEE Trans on Pattern Analysis and Machine Intelligence,2005,27(3): 328-340 [13] Sun Tingkai,Chen Songcan.Locality Preserving CCA with Applications to Data Visualization and Pose Estimation.Image and Vision Computing,2007,25(5): 531-543 [14] Belhumeur P N,Hepanha J P,Kriegman D,et al.Eigenfaces vs.Fisherfaces: Recognition Using Class Specific Linear Projection.IEEE Trans on Pattern Analysis and Machine Intelligence,1997,19(7): 711-720 [15] Samaria F S,Harter A C.Parameterisation of a Stochastic Model for Human Face Identification // Proc of the 2nd IEEE Workshop on Applications of Computer Vision.Sarasota,USA,1994: 138-142 [16] Martinez A,Benavente R.The AR Face Database.CVC Technical Report,24.West Lafayette,USA: Purdue University,1998 [17] Phillips P J,Moon H J,Rizvi S A,et al.The FERET Evaluation Methodology for Face Recognition Algorithms.IEEE Trans on Pattern Analysis and Machine Intelligence,2000,20(10): 1090-1104 |
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