[1] Zhao Xiuyang, Zhang Caiming, Yang Bo, Li Pingping.Adaptive knot placement using a GMM-based continuous optimizationalgorithm in B-spline curve approximation[J].Computer-Aided Design,2011, 43:598–604 [2] Caiming Zhang , Huijian Han and Fuhua Cheng, Determining Knots by Minimizing Energy, Journal of Computer Science and Technology, 2006, Vol. 21(6), 261-264;SCI&EI 021-
3] Caiming Zhang , Huijian Han, Yi Liu, Determining Boundary Interpolation Conditions in Constructing Triangular Patch, Journal of Information and Computational Science ,Volume 2 Number 3, September 2005, 597-604 EI收錄
[4] Zhang Caiming ,Ji Xiuhua and Yang Xingqiang, ”Constructing triangular patch by basic approximation operator plus additional interpolation operator”, Science in China F, 2005, Vol.48, No.2, pp. 263-272.
[5] Caiming Zhang, Fuhua Cheng, Shape-Preserving Parametric Curve Interpolation with Bounding Polygon Constraint, Geometric Design and Computing, ed. M. Lucian and M. Neamtu, Nashboro, Brentwood, TN (2004), 559-574 同濟
[8] 張彩明,何軍,張銳,“基於擾動約束的B樣條曲線降階和基於最佳平方逼近B樣條曲線的降階”,計算機輔助設計與圖形學學報,2004,Vol.16, No.10, pp. 1392-1395;EI
[9] Zhang Caiming, Yang Xingqiang and Wang Jiaye,”Approaches for Constrained Parametric Curve Interpolation”, Journal of Computer Science and Technology, 2003, Vol. 18, No. 5, pp.592-597. SCI和Ei收錄.
[15] Caiming Zhang, Pifu Zhang, Fuhua Cheng, “Constraint Scaling of Trimmed NURBS Surface Based on Fix-and-Strethch Approach”, Computer-Aided Design, 2001, Vol 33, pp 103-112;
[16] Caiming Zhang and Fuhua Cheng, “Constructing Parametric Quadratic Curves”, Journal of Computational
and Applied Mathematics, 1999, Vol.102, pp. 21-36;
[17] Caiming Zhang and Fuhua Cheng, “Removing Irregularites of NURBS Surfaces by Modifying Highlight Lines”,
Computer-Aided Design, 1998, Vol. 30, pp. 923-930;
[18] 張彩明,孫德法,汪嘉業,“平面四點確定一條拋物線及其在參數插值中的套用”, 計算機學報,1998, Vol. 21, pp. 546-552;
[19] Caiming Zhang and Jiaye Wang, “A Study on Uniform Parametrization Cubic Interpolation”, Chinese Journal of Advanced Software Research, 1998, Vol. 15, pp. 89-100;
[20] Caiming Zhang, Fuhua Cheng and Kenjiro T. Miura, “A Method for Determining Knots in Parametric Curve Interpolation”, Computer Aided Geometric Design, 1998, Vol. 15, pp. 399-417;
[24] Caiming Zhang, Takeshi Agui and Hiroshi Nagahashi, "Quartic Interpolation on Triangles", Transactions of Information Processing Society of Japan, 1995, Vol. 36, No. 12, pp. 2853-2858;
[26] Caiming Zhang, Takeshi Agui and Hiroshi Nagahashi, “Representation of Surfaces on 5 and 6 Sided Regions", IEICE Trans, INF & Syst.,1994, Vol E77-D, No 3, pp. 326-334;
[27] Caiming Zhang, Takeshi Agui and Hiroshi Nagahashi, “Shape Preserving Quadratic Spline Interpolation", CADDM (Computer Aided Drafting, Design and Manufacturing), 1994, Vol. 4, pp. 1-12;
[28] Caiming Zhang, Takeshi Agui, Hiroshi Nagahashi and Tomoharu Nagao, “A New Method for Smooth Interpolation without Twist Constraints", IEICE Trans, INF & Syst.,1993, Vol. E76-D, No 2, pp. 243-250,
[29] Caiming Zhang, Takeshi Agui and Hiroshi Nagahashi, “A Technique for Constructing Three Dimensional Model from A Sketch", Bulletin of The Japanese Society of Printing Science and Technology,1993, Vol. 30, No.
6, pp. 40-45;
[30] 張彩明, “一個繪等高線圖的算法", 計算機學報, 1991, No. 3, pp. 229-232;