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Smooth surface and triangular mesh: comparison of the area, the normals and the unfolding.

, and . Symposium on Solid Modeling and Applications, page 147-158. ACM, (2002)

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3D assisted face recognition via progressive pose estimation., , , , , and . ICIP, page 728-732. IEEE, (2014)3D face recognition with asymptotic cones based principal curvatures., , , , , and . ICB, page 466-472. IEEE, (2015)On the approximation of a smooth surface with a triangulated mesh., and . Comput. Geom., 23 (3): 337-352 (2002)Expression-robust 3D face recognition via weighted sparse representation of multi-scale and multi-component local normal patterns., , , , and . Neurocomputing, (2014)3D Facial Expression Recognition Based on Histograms of Surface Differential Quantities., , and . ACIVS, volume 6915 of Lecture Notes in Computer Science, page 483-494. Springer, (2011)Free-space optical communications with peak and average constraints: High SNR capacity approximation., , and . IWOW, page 73-77. IEEE, (2015)Towards 3D Face Recognition in the Real: A Registration-Free Approach Using Fine-Grained Matching of 3D Keypoint Descriptors., , , , and . Int. J. Comput. Vis., 113 (2): 128-142 (2015)Free-Space Optical Communications: Capacity Bounds, Approximations, and a New Sphere-Packing Perspective., , and . IEEE Trans. Commun., 64 (3): 1176-1191 (2016)On the angular defect of triangulations and the pointwise approximation of curvatures., , and . Comput. Aided Geom. Des., 20 (6): 319-341 (2003)A group of facial normal descriptors for recognizing 3D identical twins., , , , and . BTAS, page 271-277. IEEE, (2012)