Computer Science ›› 2019, Vol. 46 ›› Issue (8): 303-309.doi: 10.11896/j.issn.1002-137X.2019.08.050
• Graphics ,Image & Pattern Recognition • Previous Articles Next Articles
CHENG Zhi-hao, PAN Xiang, ZHENG He-rong
CLC Number:
| [1]VAN KAICK O,ZHANG H,HAMARNEH G,et al.A Survey on Shape Correspondence[J].Computer Graphics Forum,2011,30(6):1681-1707. [2]SMEETS D,KEUSTERMANS J,VANDERMEULEN D,et al.meshSIFT:Local Surface Features for 3D Face Recognition under Expression Variations and Partial Data[J].Computer Vision &Image Understanding,2013,117(2):158-169. [3]KUANG Z Z,LI Z M,TIAN W W,et al.Modal Heat Feature and Non-rigid 3D Model Retrieval[J].Journal of Computer-Aided Design & Computer Graphics,2015,27(8):1426-1433.(in Chinese) 匡振中,李宗民,田伟伟,等.热模态特征与非刚体模型检索[J].计算机辅助设计与图形学学报,2015,27(8):1426-1433. [4]BOSCAINI D,MASCI J,RODOLÀ E,et al.Anisotropic Diffusion Descriptors[J].Computer Graphics Forum,2016,35(2):431-441. [5]LI N,WANG S,ZHONG M,et al.Generalized Local-to-global Shape Feature Detection based on Graph Wavelets[J].IEEE Transactions on Visualization & Computer Graphics,2015,22(9):1-1. [6]SAHILLIOGˇLU Y,YEMEZ Y.Partial 3-D Correspondence from Shape Extremities[J].Computer Graphics Forum,2015,33(6):63-76. [7]WANG J R,FENG J Q,MIAO Y W.Shape Sparse Correspondence for Nearly-Isometric Meshes Based on Green’s Function Representation[J].Journal of Computer-Aided Design & Computer Graphics,2013,25(5):714-723.(in Chinese) 王金荣,冯结青,缪永伟.基于格林函数表示的近似等距网格之间稀疏对应[J].计算机辅助设计与图形学学报,2013,25(5):714-723. [8]BOSCAINI D,MASCI J,MELZI S,et al.Learning class-specific descriptors for deformable shapes using localized spectral convolutional networks[C]∥Eurographics Symposium on Geometry Processing.Graz:Eurographics Association,2015:13-23. [9]FANG Y,XIE J,DAI G,et al.3D deep shape descriptor[C]∥ IEEE Conference on Computer Vision and Pattern Recognition.Boston:IEEE Computer Society,2015:2319-2328. [10]BU S,HAN P,LIU Z,et al.Local deep feature learning framework for 3D shape[J].Computers & Graphics,2015,46:117-129. [11]LI C,STEVENS A,CHEN C,et al.Learning Weight Uncertainty with Stochastic Gradient MCMC for Shape Classification[C]∥IEEE Conference on Computer Vision and Pattern Recognition.Las Vegas:IEEE,2016:5666-5675. [12]HUANG Q X,LEONIDAS G.Consistent Shape Maps via Semidefinite Programming[J].Computer Graphics Forum,2013,32(5):177-186. [13]COSMO L,RODOLÀ E,ALBARELLI A,et al.Consistent Partial Matching of Shape Collections via Sparse Modeling[J].Computer Graphics Forum,2017,36(1):209-221. [14]ALHASHIM I,XU K,ZHUANG Y,et al.Deformation-driven topology-varying 3D shape correspondence[J].ACM Transactions on Graphics,2015,34(6):1-13. [15]GUO K,XU F,WANG Y,et al.Robust Non-rigid Motion Tracking and Surface Reconstruction Using L0 Regularization[C]∥IEEE International Conference on Computer Vision.Santiago:IEEE,2015:3083-3091. [16]SUMNER R W,SCHMID J,PAULY M.Embedded deformation for shape manipulation[J].ACM Transactions on Graph,2007,26(3):80-87. [17]PAN X,WANG X C,ZHANG S Y.3D Partial Correspondence Based on Isometric Bipartite Graph[J].Journal of Computer-Aided Design & Computer Graphics,2016,28(3):480-487.(in Chinese) 潘翔,王学成,张三元.基于等距二分图的三维模型局部对齐[J].计算机辅助设计与图形学学报,2016,28(3):480-487. [18]BRONSTEIN A M,BRONSTEIN M M,KIMMEL R.Efficient computation of isometry-invariant distances between surfaces[J].Siam Journal on Scientific Computing,2006,28(5):1812-1836. [19]STARCK J,HILTON A.Surface capture for performance-based animation[J].IEEE Computer Graphics & Applications,2007,27(3):21-31. [20]MADSEN K,NIELSEN H,TINGLEFF O.Methods for Non- Linear Least Squares Problems[M].Denmark:Technical University of Denmark,2004:50-60. [21]BOGO F,ROMERO J,PONSMOLL G,et al.Dynamic FAUST:Registering Human Bodies in Motion[C]∥IEEE Conference on Computer Vision and Pattern Recognition.Honolulu:IEEE,2017:5573-5582. |
| [1] | ZHENG Lei, WU Jun-wei, LIN Jun-mian, PAN Xiang. Marker-constrained Interactive Segmentation of 3D Animated Meshes [J]. Computer Science, 2020, 47(11A): 271-275. |
|
||
Home