2014 22nd International Conference on Pattern Recognition 2014
DOI: 10.1109/icpr.2014.42
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Benchmarking 3D Pose Estimation for Face Recognition

Abstract: 3D-Model-Aided 2D face recognition (MaFR) has attracted a lot of attention in recent years. By registering a 3D model, facial textures of the gallery and the probe can be lifted and aligned in a common space, thus alleviating the challenge of pose variations. One obstacle preventing accurate registration is the 3D-2D pose estimation, which is easily affected by landmarks. In this work, we present the performance that state-of-theart pose estimation algorithms could reach using state-of-theart automatic landmar… Show more

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Cited by 9 publications
(3 citation statements)
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“…The literature on 3D face reconstruction is vast and the algorithm input ranges from depth map [KKT*14] and single image [TTHMM17,KZT*18,RSOEK17,DSK17,ZWC*20,CCZ*19, FWS*18,SSL*20,CLL*21,XYC*20,GSL*20] to multi‐view images [BCLT21, BCR*20, WBC*19,DYX*19, SBFB19, CLC*22] and videos [GZC*16,TBG*19]. Since our main focus is 3D face reconstruction from sparse‐view images using neural SDFs as the geometric representation, in this section, we briefly review 3D morphable models, multi‐view 3D face reconstruction methods, and the most relevant implicit neural representations.…”
Section: Related Workmentioning
confidence: 99%
“…The literature on 3D face reconstruction is vast and the algorithm input ranges from depth map [KKT*14] and single image [TTHMM17,KZT*18,RSOEK17,DSK17,ZWC*20,CCZ*19, FWS*18,SSL*20,CLL*21,XYC*20,GSL*20] to multi‐view images [BCLT21, BCR*20, WBC*19,DYX*19, SBFB19, CLC*22] and videos [GZC*16,TBG*19]. Since our main focus is 3D face reconstruction from sparse‐view images using neural SDFs as the geometric representation, in this section, we briefly review 3D morphable models, multi‐view 3D face reconstruction methods, and the most relevant implicit neural representations.…”
Section: Related Workmentioning
confidence: 99%
“…In the first category of methods, 2D coordinates of FPs (denotated as x a ) are first estimated using an automatic detector [3,35,21,2,28,37,39], then a projection matrix P is estimated to minimize a reprojection error between x a and the projected 2D locations computed by P•y a , where y a is a vector containing the coordinates of corresponding 3D fiducial points on Y 3D . Weakprospective projection model, golden standard approaches [10], POSIT [5], and other approaches [6] can be used to estimate the P based on x a and y a . Because this category of methods assumes the facial landmarks are detected, their performance relies heavily on automatic landmark detectors.…”
Section: Related Workmentioning
confidence: 99%
“…Face alignment is essential for many facial analysis tasks such as facial expression detection [11,28], attribute recognition [9], face image processing [25], face recognition and verification [22,5,21,10,12]. Significant improvements have been achieved in face alignment with the emergence of discriminative regression methods [24,17,13].…”
Section: Introductionmentioning
confidence: 99%