[1]彭群生 [1],胡国飞 [2].三角网格的参数化[J].计算机辅助设计与图形学学报,2004,16(6):731-739.
[2]Tutte W T. Convex Representations of Graphs [C]// In: Proceedings of the London Mathematical Society. London, 1960: 304-320.
[3]Floater M S. Parameterization and Smooth Approx- imation of Surface Triangulations[J]. Computer Ai- ded Geometric Design, 1997, 14(3).. 231-250.
[4]Floater M S. Mean Value Coordinates[J]. Comput- er Aided Geometric Design, 2003, 20(1): 19-27.
[5]Eck M, DeRose T, Duchamp T,et al. Multiresolu- tion Analysis of Arbitrary Meshes[C]//In: Com- puter Graphics Proceedings, Annual Conference Se- ries, ACM SIG--GRAPH. Los Angeles, 1995:173 -182.
[6]Levy B, Mallet J L. Non--distorted Texture Map- ping for Sheared Triangulated Meshes [C]//In: Computer Graphics Proceedings, Annual Confer- ence Series, ACM SIGGR--APH. Orlando, 1998: 343-352.
[7]张磊[1,2],刘利刚[1,2],王国瑾[1,2].保相似的网格参数化[J].中国图象图形学报,2008,13(12):2383-2387.
[8]Hormann K, Greiner G. MIPS.. An Efficient Glob- al Parameterization Method[C]//In.. Proc Curves and Surface Design. Saint-- Malo, 1999 : 153-162.
[9]Sheller A, Sturler de E. Parameterization of Face- ted Surfaces for Meshing Using Angle--based Flat- tening[J]. Engineering with Computers, 2001, 17 (3) : 326-337.
[10]Sheffer A, Lfivy B, Mogilnitsky M, et al. ABF++: Fast and Robust Angle Based Flatten- ing[J]. ACM Transactions on Graphics, 2005, 24(2) : 311-330.
[11]Li Baojun, Zhang Xiangkui, Zhou Ping, et al. Mesh Parameterization Based on One--step In- verse Forming [J]. Computer Aided Design, 2010, 42(7) .. 633-640.
[12]Sederberg T W, Gao P, Wang G J, et al. 213 Shape Blending: an Intrinsic Solution to the Ver- tex Path Problem [C]//Proceedings of the 20th Annual Conference on Computer Graphics and In- teractive Techniques. Anaheim, 1993: 15-18.
[13]Toledo S. Taucs.. a Library of Sparse Linear Solv- ers. 2003. http://www, tau. ac. il/stoledo/taucs/.
[14]Cartney Mc J, Hinds B K, Seow I3 L, et al. An Energy Based Model for the Flattening of Woven Fabrics[J]. Journal of Materials Processing Tech- nology, 2000, 107(1) : 799-814. |