基于红外光的脸部识别.ppt
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1、#1,U of H,COSC 6397,Face Recognition in the Infrared Spectrum,Prof. Ioannis Pavlidis,#2,Primary Applications,Biometric Identification Passwords/PINs. Tokens (like ID cards). You can be your own password. Surveillance Off-the-shelf facial recognition system that identifies humans as they pass through
2、 a cameras field of view.,#3,Novel Applications,Wearable Recognition Systems Adapt to a specific user and be more intimately and actively involved in the users activities. Face recognition software can help you remember the name of the person you are looking at. Useful for Alzheimers patients.,Smart
3、 Systems Key goal is to give machines perceptual abilities that allow them to function naturally with people. Critical for a variety of human-machine interfaces.,#4,Why Infrared?,Thermal cameras sense emitted radiation,Visible cameras sense reflected light,Visible light has no effect on images taken
4、 in the thermal infrared spectrum. Even images taken in total darkness are clear in the thermal infrared.,#5,Why Infrared? (Contd.),Illumination Invariance Major problem in visible domain. Uniqueness and Repeatability Sense thermal patterns of blood vessels under the skin, which transport warm blood
5、 throughout the body. Remain relatively unaffected by aging. Even identical twins have different thermograms. Immune from Forgery Disguises can be easily detected.,#6,Previous Work,Lot of research was done in the visible band but little attention was given in the infrared spectrum. Recent reduction
6、in the cost of infrared cameras and availability of large data sets encouraged active research in infrared face recognition. Low-Level Models Directly analyze the image pixels and impose probabilities on the features. Examples are PCA, ICA, and FDA. Not good in challenging conditions. High-Level Mod
7、els Synthesize images from 3D templates of known objects and impose probabilities on transformations. Template matching approaches. Computationally expensive. Our Proposal Intermediate model which takes advantage of both Low-Level and High-Level models.,#7,Principal Component Analysis,A D = H x W pi
8、xel image of a face, represented as a vector occupies a single point in D2-dimensional image space. Images of faces being similar in overall configuration, will not be randomly distributed in this huge image space. Therefore, they can be described by a low dimensional subspace. Main idea of PCA (cut
9、ler96): To find vectors that best account for variation of face images in entire image space. These vectors are called eigen vectors. Construct a face space and project the images into this face space (eigenfaces).,#8,Eigenfaces Approach - Training,Training set of images represented by 1,2,3,M The a
10、verage training set is defined by = (1/M) Mi=1 i Each face differs from the average by vector i = i A covariance matrix is constructed as: C = AAT, where A=1,M Finding eigenvectors of N2 x N2 matrix is intractable. Hence, find only M meaningful eigenvectors. M is typically the size of the database.,
11、#9,Eigenfaces Approach - Training,Consider eigenvectors vi of ATA such that ATAvi = ivi Pre-multiplying by A, AAT(Avi) = i(Avi) The eigenfaces are ui = Avi A face image can be projected into this face space by k = UT(k ); k=1,M,#10,Eigenfaces Approach - Testing,The test image, , is projected into th
12、e face space to obtain a vector, : = UT( ) The distance of to each face class is defined by k2 = |-k|2; k = 1,M A distance threshold,c, is half the largest distance between any two face classes: c = maxj,k |j-k|; j,k = 1,M,#11,Eigenfaces Approach - Testing,Find the distance, , between the original i
13、mage, , and its reconstructed image from the eigenface space, f, 2 = | f |2 , where f = U * + Recognition process: IF cthen input image is not a face image; IF c AND kc for all k then input image contains an unknown face; IF c AND k*=mink k c then input image contains the face of individual k*,#12,L
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