BDPCA Plus LDA: A Novel Fast Feature Extraction Technique for Face Recognition 授課教授 : 連震杰 老師 組員 : 黃彥綸 何域禎 W. Zuo, D. Zhang, J. Yang, K. Wang, “BBPCA plus.

Slides:



Advertisements
Similar presentations
Face Recognition: A Convolutional Neural Network Approach
Advertisements

Principal Component Analysis Based on L1-Norm Maximization Nojun Kwak IEEE Transactions on Pattern Analysis and Machine Intelligence, 2008.
DIMENSIONALITY REDUCTION: FEATURE EXTRACTION & FEATURE SELECTION Principle Component Analysis.
Structured Sparse Principal Component Analysis Reading Group Presenter: Peng Zhang Cognitive Radio Institute Friday, October 01, 2010 Authors: Rodolphe.
On the Dimensionality of Face Space Marsha Meytlis and Lawrence Sirovich IEEE Transactions on PAMI, JULY 2007.
Face Recognition CPSC UTC/CSE.
Face Recognition By Sunny Tang.
Face Recognition and Biometric Systems
As applied to face recognition.  Detection vs. Recognition.
A Comprehensive Study on Third Order Statistical Features for Image Splicing Detection Xudong Zhao, Shilin Wang, Shenghong Li and Jianhua Li Shanghai Jiao.
São Paulo Advanced School of Computing (SP-ASC’10). São Paulo, Brazil, July 12-17, 2010 Looking at People Using Partial Least Squares William Robson Schwartz.
Face Recognition Committee Machine Presented by Sunny Tang.
Dimensionality Reduction Chapter 3 (Duda et al.) – Section 3.8
Face Recognition Under Varying Illumination Erald VUÇINI Vienna University of Technology Muhittin GÖKMEN Istanbul Technical University Eduard GRÖLLER Vienna.
Principal Component Analysis
CS 790Q Biometrics Face Recognition Using Dimensionality Reduction PCA and LDA M. Turk, A. Pentland, "Eigenfaces for Recognition", Journal of Cognitive.
CONTENT BASED FACE RECOGNITION Ankur Jain 01D05007 Pranshu Sharma Prashant Baronia 01D05005 Swapnil Zarekar 01D05001 Under the guidance of Prof.
Eigenfaces As we discussed last time, we can reduce the computation by dimension reduction using PCA –Suppose we have a set of N images and there are c.
Face Recognition using PCA (Eigenfaces) and LDA (Fisherfaces)
FACE RECOGNITION, EXPERIMENTS WITH RANDOM PROJECTION
Face Recognition: A Comparison of Appearance-Based Approaches
A Hybrid Color and Frequency Features Method for Face Recognition 程式開發:賴博文 報告者:邱威智 ISMP 郭淑美老師實驗室 成員: 賴博文 鄭鈺勳 邱威智.
Smart Traveller with Visual Translator for OCR and Face Recognition LYU0203 FYP.
Biometrics & Security Tutorial 6. 1 (a) Understand why use face (P7: 3-4) and face recognition system (P7: 5-10)
Comparing Kernel-based Learning Methods for Face Recognition Zhiguo Li
Face Recognition: An Introduction
Face Detection and Recognition
CS 485/685 Computer Vision Face Recognition Using Principal Components Analysis (PCA) M. Turk, A. Pentland, "Eigenfaces for Recognition", Journal of Cognitive.
Face Recognition Using EigenFaces Presentation by: Zia Ahmed Shaikh (P/IT/2K15/07) Authors: Matthew A. Turk and Alex P. Pentland Vision and Modeling Group,
PCA & LDA for Face Recognition
Recognition Part II Ali Farhadi CSE 455.
Face Recognition and Feature Subspaces
Face Recognition and Feature Subspaces
1 Graph Embedding (GE) & Marginal Fisher Analysis (MFA) 吳沛勳 劉冠成 韓仁智
Mining Discriminative Components With Low-Rank and Sparsity Constraints for Face Recognition Qiang Zhang, Baoxin Li Computer Science and Engineering Arizona.
Feature extraction 1.Introduction 2.T-test 3.Signal Noise Ratio (SNR) 4.Linear Correlation Coefficient (LCC) 5.Principle component analysis (PCA) 6.Linear.
General Tensor Discriminant Analysis and Gabor Features for Gait Recognition by D. Tao, X. Li, and J. Maybank, TPAMI 2007 Presented by Iulian Pruteanu.
Local Non-Negative Matrix Factorization as a Visual Representation Tao Feng, Stan Z. Li, Heung-Yeung Shum, HongJiang Zhang 2002 IEEE Presenter : 張庭豪.
Using Support Vector Machines to Enhance the Performance of Bayesian Face Recognition IEEE Transaction on Information Forensics and Security Zhifeng Li,
Classification Course web page: vision.cis.udel.edu/~cv May 12, 2003  Lecture 33.
Face Recognition: An Introduction
1 Terrorists Face recognition of suspicious and (in most cases) evil homo-sapiens.
单击此处编辑母版标题样式 Class-oriented Regression Embedding 报告人:陈 燚 2011 年 8 月 25 日.
CSE 185 Introduction to Computer Vision Face Recognition.
1 A Compact Feature Representation and Image Indexing in Content- Based Image Retrieval A presentation by Gita Das PhD Candidate 29 Nov 2005 Supervisor:
Berkay Topcu Sabancı University, 2009
Optimal Component Analysis Optimal Linear Representations of Images for Object Recognition X. Liu, A. Srivastava, and Kyle Gallivan, “Optimal linear representations.
Design of PCA and SVM based face recognition system for intelligent robots Department of Electrical Engineering, Southern Taiwan University, Tainan County,
A NOVEL METHOD FOR COLOR FACE RECOGNITION USING KNN CLASSIFIER
Face recognition via sparse representation. Breakdown Problem Classical techniques New method based on sparsity Results.
Speech Lab, ECE, State University of New York at Binghamton  Classification accuracies of neural network (left) and MXL (right) classifiers with various.
PCA vs ICA vs LDA. How to represent images? Why representation methods are needed?? –Curse of dimensionality – width x height x channels –Noise reduction.
2D-LDA: A statistical linear discriminant analysis for image matrix
Face Recognition and Feature Subspaces Devi Parikh Virginia Tech 11/05/15 Slides borrowed from Derek Hoiem, who borrowed some slides from Lana Lazebnik,
3D Face Recognition Using Range Images Literature Survey Joonsoo Lee 3/10/05.
Face detection and recognition Many slides adapted from K. Grauman and D. Lowe.
1 Bilinear Classifiers for Visual Recognition Computational Vision Lab. University of California Irvine To be presented in NIPS 2009 Hamed Pirsiavash Deva.
Face Recognition based on 2D-PCA and CNN
Deeply learned face representations are sparse, selective, and robust
Recognition with Expression Variations
CS 2750: Machine Learning Dimensionality Reduction
Face Recognition and Feature Subspaces
Recognition: Face Recognition
Recovery from Occlusion in Deep Feature Space for Face Recognition
Outline Peter N. Belhumeur, Joao P. Hespanha, and David J. Kriegman, “Eigenfaces vs. Fisherfaces: Recognition Using Class Specific Linear Projection,”
PCA vs ICA vs LDA.
Singular Value Decomposition
Lecture 21 SVD and Latent Semantic Indexing and Dimensional Reduction
Outline A. M. Martinez and A. C. Kak, “PCA versus LDA,” IEEE Transactions on Pattern Analysis and Machine Intelligence, vol. 23, no. 2, pp , 2001.
Face Recognition: A Convolutional Neural Network Approach
Presentation transcript:

BDPCA Plus LDA: A Novel Fast Feature Extraction Technique for Face Recognition 授課教授 : 連震杰 老師 組員 : 黃彥綸 何域禎 W. Zuo, D. Zhang, J. Yang, K. Wang, “BBPCA plus LDA: a novel fast feauture extraction technique for face recognition,” IEEE Transactions on Systems, Man, and Cybernetics, vol. 36, no. 4, pp , Aug

Outline Introduction Principal Component Analysis (PCA) Bidirectional Principal Component Analysis(BDPCA) Image Reconstruction BDPCA plus LDA Technique Experiments

Introduction Geometric-based approaches  Feature detection  High recognition rate.  Feature location is difference from people to people.

Introduction Holistic-based approaches  Robust recognition performance under noise, blurring, and partial occlusion.  EX:PCA(extract eigenfaces) 、 LDA(has SSS problem)

Q&A Q:What is small sample size (SSS) problem? A:In LDA the rank of Sw must be, then exist. For example, the ORL database image is 112x92 size, Sw :(112x92)x(112x92), and has 40 classifications, it must has pictures for training, but there is no a so large database.

Q&A Q:How to solve the SSS problem? A:Before using LDA, we first do image dimensionality reduction, such as PCA, BDPCA.

PCA Feature extraction:eigenfaces method Data compression Image dimensionality reduction Fail to classfication=>LDA

Flowchart Find LDA projector Mapping data to BDPCA subspace Mapping data to LDA subspace KNN to get the face recognition rate TestingTraining Mapping data to LDA subspace Mapping data to BDPCA subspace Find BDPCA projector Image dimensionality reduction

BDPCA Bidirectional PCA(BDPCA) row projection matrix column projection matrix Y: Feature matrix

Image Reconstruction PCABDPCAOriginal image Training Testing

MSE curves TrainingTesting

BDPCA plus LDA Technique Generalized eigendecomposition Mapping Y into its 1D representation y Between-class scatter matrix of y Within-class scatter matrix of y The LDA projector The final feature vector

Advantage PCA mxn (mxn)x1 (mxn)x(mxn) BDPCA mxn nxnmxm Y

CPU time On ORL face database

Experiments To test the efficacy of BDPCA + LDA, we make use of two face databases, the ORL face database and the FERET database. Since our aim is to evaluate the efficacy of feature extraction methods, we use a simple classifier, the nearest neighbor classifier.

Comparisons of the recognition rates ORL databaseFERET database

Conclusions The BDPCA +LDA has a much faster speed for facial feature extraction. The BDPCA + LDA needs less memory requirement because its projector is much smaller than that of the PCA + LDA. The BDPCA + LDA has a higher recognition accuracy over the PCA + LDA.