[1] Yang Rong, Feng Youqian, Yuan Xiujiu. Using existing
models to repair incomplete 3D models[J]. Journal of
Computer Aided Design and Graphics, 2015(01): 98-105.
(in Chinese)
杨荣, 冯有前, 袁修久. 利用现有模型修复不完整三维
模型[J]. 计算机辅助设计与图形学学报, 2015(01):
98-105.
[2] Bao Jiarui, Liang Ronghua, Wu Fuli, et al. Complicated
hole repair of 3-dimensional skull surface model[J].
Journal of Image and Graphics,2013,18(9): 1156-1163. (in
Chinese)
包佳蕊,梁荣华,吴福理, 等. 3 维颅骨表面模型的复杂孔
洞修补[J].中国图象图形学报,2013,18(9): 1156-1163.
[3] Davis J, Marschner S, Garr M, Levoy M. Filling holes in
complex surfaces using volumetric diffusion [C] // The First
International Symposium on 3D Data. Padua, Italy: IEEE,
2002: 428-438.
[4] Nooruddin F S, Turk G. Simplification and Repair of
Polygonal Models using Volumetric Techniques[J]. IEEE
Transactions on Visualization and Computer Graphics,
2003, 9(2): 191-205.
[5] Ju T. Robust Repair of Polygonal Models[J]. ACM
Transactions on Graphics, 2004, 23(3): 888-895.
[6] Centin M, Pezzotto N, Signoroni A. Poisson-driven
seamless completion of triangular meshes[J]. Computer
Aided Geometric Design, 2015, 35-36(may): 42-55
[7] Lin Hongbin, Wang Wei. Feature preserving holes filling of
scattered point cloud based on tensor voting[C]//IEEE
International Conference on Signal & Image Processing.
IEEE, 2017.
[8] Liepa P. Filling Holes in Meshes[C]// Proceedings of the
2003 Eurographics/ACM SIGGRAPH symposium on
Geometry processing. Switzerland: Eurographics
Association, 2003: 200-205.
[9] Jun Y. A piecewise Hole Filling Algorithm in Reverse
Engineering[J]. Computer-Aided Design, 2005, 37(2):
263-270.
[10] Zhao W, Gan S, Lin H. A robust Hole-filling Algorithm for
Triangular Mesh[J]. The Visual Computer, 2007, 23(12):
987-997.
[11] Li Yuewen, Geng Guohua, Wei Xiaoran. A Hole Repair
Algorithm Based on Poisson Equation[J]. Computer
Engineering, 2017, 43(10): 209-215,221.
李月雯,耿国华,魏潇然.基于泊松方程的孔洞修补算法[J].
计算机工程,2017,43(10): 209-215,221.
[12] Wang L C, Hung Y C. Hole filling of triangular mesh
segments using systematic grey prediction[J].
Computer-Aided Design, 2012, 44(12): 1182-1189.
[13] Quinsat Y, Lartigue C. Filling holes in digitized point cloud
using a morphing-based approach to preserve volume
characteristics[J]. International Journal of Advanced
Manufacturing Technology, 2015, 81(1-4): 411-421.
[14] Wu Xiaojing, Shou Huahao, Shao Maozhen. Repairing
triangle mesh holes with inner normal vector and quadratic
error metric [J]. Journal of Computer Aided Design and
Graphics, 2020, 32(2): 239-245. (in Chinese)
吴晓婧,寿华好,邵茂真.用内法向量与二次误差度量修补
三 角 网 格 孔 洞 [J]. 计 算 机 辅 助 设 计 与 图 形 学 学
报,2020,32(2): 239-245.
[15] Wen Peizhi, Lei Yongqing, Sun Menglong. Defect and hole
identification and repair method of 3D reconstruction mesh
model[J]. Application Research of Computers, 2020, 37(4):
1234-1238. (in Chinese)
温佩芝, 雷永庆, 孙梦龙. 三维重建网格模型的缺陷孔
洞识别与修复方法[J].计算机应用研究, 2020, 37(4):
1234-1238. [16] GENG Guohua, DENG Qingqiong, ZHAO Wanrong, et al.
A method of repairing 3D skull loss based on multiple
cases[J]. Journal of System Simulation, 2016, 28(10):
2335-2341. (in Chinese)
耿国华, 邓擎琼, 赵万荣等. 一种基于多样例的三维颅
骨 缺 失 修 补 方 法 [J]. 系 统 仿 真 学 报 , 2016,
28(10):2335-2341.
[17] He Y, Gao N, Ru S, et al. A local modeling approach of
craniofacial shape correlation based on PLSR[C]// 2017
2nd International Conference on Image, Vision and
Computing. IEEE, 2017.
[18] Wang Lin, Zhao Junli, Duan Fuqing, et al. Overview of
craniofacial restoration methods[J]. Computer Engineering,
2019, 45(12): 8-18. (in Chinese)
王琳,赵俊莉,段福庆, 等.颅面复原方法综述[J]. 计算机
工程, 2019, 45(12): 8-18.
[19] Junli Zhao, XinQi, Chengfeng Wen, et al. Automatic and
Robust Skull Registration based on Discrete
Uniformization[C]//International Conference on Computer
Vision 2019, IEEE, 2019.10.27-2019.11.
[20] Xin Zheng, Junli Zhao*, Zhihan Lv, et al. Skull similarity
comparison based on SPCA[J]. Multimedia Tools and
Applications (2020): 1-24.
[21] Junli Zhao, Zhenkuan Pan, Fuqing Duan, et al. A Survey
on 3D Face Recognition based on Geodesics [J]. Journal of
Information Hiding and Multimedia Signal Processing,
2019, 10(2): 368-386
[22] Zhao J L, Wu Z K, Pan Z K, et al. 3D Face Similarity
Measure by Fréchet Distances of Geodesics[J]. Journal of
Computer Science & Technology, 2018, 33(1): 207-222.
[23] Ying Xiang, Huang Caibao, Fu Xuzhou, et al. Parallelizing
discrete geodesic algorithms with perfect efficiency[J].
Computer-Aided Design, 2019, 115: 161-171.
[24] Wang X, Fang Z, Wu J, et al. Discrete geodesic graph
(DGG) for computing geodesic distances on polyhedral
surfaces[J]. Computer Aided Geometric Design, 2017,
52(MAR.-APR.): 262-284.
[25] Huang R, Zhao J, Duan F, et al. Automatic craniofacial
registration based on radial curves[J]. Computers &
Graphics, 2019, 82: 264-274.
[26] Wang S, Han Z, Liu F, et al. Nonlinear system
identification using least squares support vector machine
tuned by an adaptive particle swarm optimization[J].
International Journal of Machine Learning & Cybernetics,
2015, 6(6): 981-992.
[27] Yan Li, Liang Chang, Xuejun Qiao, et al. Craniofacial
reconstruction based on least square support vector
regression[C]//IEEE International Conference on Systems,
Man, and Cybernetics (SMC), San Diego, CA, USA: IEEE.
2014: 1147-1151.
[28] Facchinei F, Kanzow C, Sagratella S. Solving
quasi-variational inequalities via their KKT conditions[J].
Mathematical Programming, 2014, 144(1-2): 369-412.
[29] Berar M, Desvignes M, Gérard Bailly, et al. 3D
Semi-Landmarks Based Statistical Face Reconstruction[J].
Journal of Computing & Information Technology, 2006,
14(1): 31-43.
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