黄章近：章要老均幻静态州分格瓦的连陵世分析构漫 567 Tyn k.Gireprey IA.Levin D A 4-psint irterpobtory shdvin scheme te crv dedn ampeer Aided Georeme nesg. 197414257-2城 刊darcn,ktcs.Smng起iie islapolalias prceo&Cee由ciie Apprusinirn191k4投k (b:L3-Sabdvaios.In:Papc.ufthe 5GKAPH 200.Nem Yurk:ACM ITex 2000112 llaor MF.Dodgsan NA Terary nd three-pint urianate afddisicon schemes In:Coben A.Nemin II Schundee 1.1.ede Carve ad Fating Sairt-Mal 0.:Nadbem,. Haoar M,Ivriamazis I,Sabn MA.An irterpubting 4-pirtery siry wbdivinn ahare.Corrpulr Aidd g1Dn线，Giepory JA,chmD.A山s6cdn6 m bitary sabeybiee shweme fue curve de.Conrueave Apprusis, 1991.0227-147 lyn Levis D,Micthelli CA Ueng panneler to ien:amataren of carv and uf grerad by subdivicmn. Dyn N。Analyas ef+e过xrxe ard smoodheis与e fermaltime of Laarert polyaortiab.In bke A,Qu域E,Floeler M5.Gds -Veil.3002.5-6 Kamasi L Chofyns triforn urisaral:acfiaenenl xcheres und prediclins their bctaviue.Ludgon NA,Fouler M5,Saben MA.oda Poe of the MINGLE 2006.123-134 [12]Ierisinicas IP.Dodgsen NA,Hoson MF.Sait MA.On the gounerry of recursiv:subdisision.l'l Joutal of Shue Modelng. 2002511123-42 置章进(1D一1.男.发北天门人特十生， 主翼娇究板填为计单明销财儿匀位计，计 草机田B学， 黄章进:单变量均匀静态细分格式的连续性分析和构造 567 [3] Dyn N, Gregory JA, Levin D. A 4-point interpolatory subdivision scheme for curve design. Computer Aided Geometric Design, 1987,4(4):257−268. [4] Deslauriers G, Debuc S. Symmetric iterative interpolation processes. Constructive Approximation, 1989,5(1):49−68. [5] Kobbelt L. 3 -Subdivision. In: Proc. of the SIGGRAPH 2000. New York: ACM Press, 2000. 103−112. [6] Hassan MF, Dodgson NA. Ternary and three-point univariate subdivision schemes. In: Cohen A, Merrien JL, Schumaker LL, eds. Curve and Surface Fitting: Saint-Malo 2002. Brentwood: Nashboro Press, 2003. 199−208. [7] Hassan MF, Ivrissimitzis IP, Sabin MA. An interpolating 4-point C2 ternary stationary subdivision scheme. Computer Aided Geometric Design, 2002,19(1):1−18. [8] Dyn N, Gregory JA, Levin D. Analysis of uniform binary subdivision scheme for curve design. Constructive Approximation, 1991,7(2):127−147. [9] Dyn N, Levin D, Micchelli CA. Using parameters to increase smoothness of curves and surfaces generated by subdivision. Computer Aided Geometric Design, 1990,7(2):129−140. [10] Dyn N. Analysis of convergence and smoothness by the formalism of Laurent polynomials. In: Iske A, Quak E, Floater MS, eds. Tutorials on Multiresolution in Geometric Modelling. New York: Springer-Verlag, 2002. 51−64. [11] Romani L. Classifying uniform univariate refinement schemes and predicting their behaviour. In: Dodgson NA, Floater MS, Sabin MA, eds. Proc. of the MINGLE 2003. 123−134. [12] Ivrissimitzis IP, Dodgson NA, Hassan MF, Sabin MA. On the geometry of recursive subdivision. Int’l Journal of Shape Modeling, 2002,8(1):23−42. 黄章进(1980－),男,湖北天门人,博士生, 主要研究领域为计算机辅助几何设计,计 算机图形学