| 专业论文： [1] 丁友东. 散乱数据曲面造型的凸组合Bezier三角曲面片插值方法. NCYCS'98论文集, 上海科学技术文献出版社，871-878. [2] 丁友东. 曲线造型的一类插值细分方法. 第十届全国CAD/CG会议论文集, 1998, B127 -131. [3] Ding You Dong. The preserving GC1 algebraic curve approximate implicitiza- tion for planar parametric curves. Proc. Of International Conference of Young Computer Scientists, 1999,International Academic Publisher,Vol.3: 1225-1230. [4] Ding You Dong. The Bezier representation of trimmed curves. Proc. Of International Conference of Young Computer Scientists, 1999, International Academic Publisher, Vol.3: 1231-1236. [5] Ding You Dong. A kind of Bezier fairing method with retrains. Proc. Of International Conference of Young Computer Scientists, 1999, International Academic Publisher, Vol.3 [6] Ding You Dong, Hua Xuan Ji. A kind of interpolatory preserving-convexity subdivision scheme for the generation of smooth curves. Proc. Of International Conference of CAD/CG, 1999, Wen Hui Publishers, 681-684. [7] 丁友东,华宣积. 散乱数据曲面造型的凸方法，计算机软件与应用，12卷12期，1999 [8] 丁友东,华宣积. 平面有理曲线GC1连续隐式化的优化方法. 计算机研究与发展, 1999, Vol.36(12), 1461-1466. [9] 丁友东. 一类保凸插值离散细分方法及其性质. 复旦学报, 2000, Vol.37(1) 7-12. [10] 丁友东, 华宣积. 基于光顺原理的NURBS曲线权因子估计方法. 计算机辅助设计与图形学学报, 2000, Vol.12(5), 356-359. [11] 丁友东, 华宣积. 光滑曲线生成的一类离散细分方法及其应用. 计算机辅助设计与图形学学报, 2000, Vol.12(7), 492-496 [12] 丁友东,华宣积. 广义Ball曲线的性质及其应用. 应用数学学报,2000,Vol.23(4),580-595. [13] 丁友东, 华宣积. 一类非线性...专业论文： [1] 丁友东. 散乱数据曲面造型的凸组合Bezier三角曲面片插值方法. NCYCS'98论文集, 上海科学技术文献出版社，871-878. [2] 丁友东. 曲线造型的一类插值细分方法. 第十届全国CAD/CG会议论文集, 1998, B127 -131. [3] Ding You Dong. The preserving GC1 algebraic curve approximate implicitiza- tion for planar parametric curves. Proc. Of International Conference of Young Computer Scientists, 1999,International Academic Publisher,Vol.3: 1225-1230. [4] Ding You Dong. The Bezier representation of trimmed curves. Proc. Of International Conference of Young Computer Scientists, 1999, International Academic Publisher, Vol.3: 1231-1236. [5] Ding You Dong. A kind of Bezier fairing method with retrains. Proc. Of International Conference of Young Computer Scientists, 1999, International Academic Publisher, Vol.3 [6] Ding You Dong, Hua Xuan Ji. A kind of interpolatory preserving-convexity subdivision scheme for the generation of smooth curves. Proc. Of International Conference of CAD/CG, 1999, Wen Hui Publishers, 681-684. [7] 丁友东,华宣积. 散乱数据曲面造型的凸方法，计算机软件与应用，12卷12期，1999 [8] 丁友东,华宣积. 平面有理曲线GC1连续隐式化的优化方法. 计算机研究与发展, 1999, Vol.36(12), 1461-1466. [9] 丁友东. 一类保凸插值离散细分方法及其性质. 复旦学报, 2000, Vol.37(1) 7-12. [10] 丁友东, 华宣积. 基于光顺原理的NURBS曲线权因子估计方法. 计算机辅助设计与图形学学报, 2000, Vol.12(5), 356-359. [11] 丁友东, 华宣积. 光滑曲线生成的一类离散细分方法及其应用. 计算机辅助设计与图形学学报, 2000, Vol.12(7), 492-496 [12] 丁友东,华宣积. 广义Ball曲线的性质及其应用. 应用数学学报,2000,Vol.23(4),580-595. [13] 丁友东, 华宣积. 一类非线性离散细分格式的保凸与分形性质. 软件学报，2000, Vol.11(9), 1263-1267. [14] Ding Y. The convexity and positivity of bivariate quadratic Bezier surfaces over a rectangle. J of Shanghai University(Eng.Ver.),vol.5(1),20-28,2001. [15] Wang B, Ding Y etc. An improved watermark algorithm. Proc. Of CAD&CG'2001, International Academic Publisher, 2001. [16] Ding Y. Quadratic Algebraic Curve Approximate Implicitization for Parametric Curves. J. of Shanghai University, Vol. 4(suppl.) ,16-20, 2000. [17] Li M, Ding Y etc. Computer Animation of Human Motivation. J. of Shanghai University, 2001. |
