学术论文: |
1、Yang, Han,Li, Qiang,Liang, Xuezhang,Approximations of circular arcs by quartic bézier curves,Proceedings 2019 6th International Conference on Information Science and Control Engineering,2019.09.(EI) 2、Yang, Han,Li, Qiang; Liang, Xue-Zhang,Quartic spline approximation of a circle by piecewise Bézier curves with high smoothness and accuracy, ACM International Conference Proceeding Series,Proceedings of 2nd International Conference on Computer Science and Application Engineering, CSAE 2018.(EI) 3、梁学章,李强,刘畅,圆锥曲面上的Lagrange插值,中国科学: 数学2015,45(9), 1573-1582. 4、Ying Liang, Jiaxu Zhang, Dandan Jia, Kungui Zhang, Qiang Li and Xuezhang Liang, Estimating Lorenz curve of income in China by cubic spline interpolation,Research & Reviews : Journal of Statistics and Mathematical Science,2015, 1(2), p.36-39. 5、赵义武,梁学章,李强,三进制Loop细分曲面的C1连续性分析, 中国科学(数学), 44(7),2014,787-798.1、赵义武,娄岩,李强,战扬,梁学章, 三角形网格规则点的多进制细分算法,yl23411永利官网登录学报(理学版), 51(5),2013, 795-801 6、赵义武,娄岩,李强,战扬,梁学章, 三角形网格规则点的多进制细分算法,yl23411永利官网登录学报(理学版), 51(5),2013, 795-801 7、Yang Zhang, Xue-Zhang Liang, Qiang Li,A Further Research on the Convergence of Wu- Schaback’s Multi-quadric Quasi-Interpolation , J Appl Computat Math 2(4), 2013,1-3. 8、Yao-hong Xue, Xue-zhang Liang Qiang Li, Construction and applica- tions of biorthogonal ternary Loop subdivision wavelets, International Journal of Wavelets, multiresolu- tion and Information Processing, 9(4),2011, 531- 548. 9、 Xue-zhang, Liang,Yao-hong Xue and Qiang Li, Some applications of Loop subdivision wavelet tight frames to the processing of 3D graphics, The Visual Computer, 27(1), 2011,35-43. 10、孙佳宁、梁学章、李强,(M,R)型插值可加细函数向量的构造,中国科学(A), 40(7), 2010,709-722. 11、薛耀红、梁学章、李强,Loop细分小波框架对图形传输与去噪的应用,计算机工程与应用, 46(1),2010,169-172. |