2001
DOI: 10.1109/34.908964
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The quotient image: class-based re-rendering and recognition with varying illuminations

Abstract: AbstractÐThe paper addresses the problem of ªclass-basedº image-based recognition and rendering with varying illumination. The rendering problem is defined as follows: Given a single input image of an object and a sample of images with varying illumination conditions of other objects of the same general class, re-render the input image to simulate new illumination conditions. The class-based recognition problem is similarly defined: Given a single image of an object in a database of images of other objects, so… Show more

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Cited by 526 publications
(258 citation statements)
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“…The proposed frontal-view classification algorithm was trained using an SVM on 2D images generated from the 3D faces in the USF 3D database [7]. By rotating the 3D models and projecting them into the image plane, we can synthesize the 2D face images at different viewing angles.…”
Section: A Frontal-view Classification Using Dense Sift Descriptorsmentioning
confidence: 99%
“…The proposed frontal-view classification algorithm was trained using an SVM on 2D images generated from the 3D faces in the USF 3D database [7]. By rotating the 3D models and projecting them into the image plane, we can synthesize the 2D face images at different viewing angles.…”
Section: A Frontal-view Classification Using Dense Sift Descriptorsmentioning
confidence: 99%
“…Human face image belongs to a special class. The facial feature position of different person only varies in a local area [14][15]. If we know the position and orientation of a face, we can use the spatial constraint among facial features to obtain the approximate position of each facial feature.…”
Section: Low-level Feature Based Face Tracking In Advancementioning
confidence: 99%
“…In order to deal with the illumination variations on the faces, many methods have been exploited [1,7,11,13,16]. Recently, Basri et al [1] and Ramamoorthi et al [13] presented that the appearance of a convex Lambertian object can be well represented with a 9-D linear subspace.…”
Section: Introductionmentioning
confidence: 99%