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个人信息Personal Information
教授
性别：男
学历：博士研究生毕业
学位：理学博士学位
在职信息：在职
所在单位：数学学院
入职时间：1997-09-16
联系方式：fxbao@sdu.edu.cn
电子邮箱：fxbao@sdu.edu.cn
扫描关注
- [61] 刘建顺 and 包芳勋. Visualization of constrained data by smooth rational fractal interpolation. International Journal of Computer Mathematics, 93, 1524-1540, 2016.
- [62] 孙庆华 , 包芳勋 and 段奇. A Surface Modeling Method by Using C2 Piecewise Rational Spline Interpolation. Journal of Mathematical Imaging and Vision, 53, 12-20, 2015.
- [63] 潘建勋 and 包芳勋. Local shape control of a weighted interpolation surface. JOURNAL OF COMPUTATIONAL ANALYSIS AND APPLICATIONS, 19, 68-79, 2015.
- [64] 包芳勋 , 潘建勋 , 孙庆华 and 段奇. A C2 rational interpolation for visualization of shaped data. Journal of Information and Computational Science, 12, 815-824, 2015.
- [65] 张云峰 , 包芳勋 , 张彩明 and 段奇. 一类有理插值曲面模型及其可视化约束控制. 中国科学: 数学, 44, 729-740, 2014.
- [66] 潘建勋 , 孙庆华 and 包芳勋. Shape Control of the Curves Using Rational Cubic Spline. Journal of Computational Information Systems, 14, 5861-5868, 2013.
- [67] 孙庆华 , 包芳勋 , 潘建勋 and 段奇. Reconstruction of curves with minimal energy using a blending interpolator. Mathematical Methods in the Applied Sciences, 36, 1301-1309, 2013.
- [68] 孙庆华 , 包芳勋 , 张云峰 and 段奇. A new bivariate interpolation by rational triangular patch. Journal of Computational Analysis and Applications, 15, 633-646, 2013.
- [69] 孙庆华 , 包芳勋 , 张云峰 and 段奇. A bivariate rational interpolation based on scattered data on parallel lines. Journal of Visual Communication and Image Representation, 24, 75-80, 2013.
- [70] 包芳勋 , 孙庆华 , 张云峰 and 段奇. A New Bivariate Rational Interpolation over Triangulation. Journal of Information and Computational Science, 13, 3731-3743, 2012.
- [71] 孙庆华 , 包芳勋 and 段奇. Shape-preserving Weighted Rational Cubic Interpolation. Journal of Computational Information Systems, 18, 7721-7728, 2012.
- [72] 张云峰 , 包芳勋 , 张彩明 and 段奇. A weighted bivariate blending rational interpolation function and visualization control. JOURNAL OF COMPUTATIONAL ANALYSIS AND APPLICATIONS, 14, 1303-1320, 2012.
- [73] 包芳勋 , 孙庆华 , Gengwen Yang and 段奇. A blending rational spline for value control of curves with minimal energy. Journal of Computational Analysis and Applications, 14, 90-100, 2012.
- [74] 包芳勋 , 孙庆华 , 潘建勋 and 段奇. A bivariate blending interpolator and the properties. Journal of Computational Analysis and Applications, 14, 78-89, 2012.
- [75] 包芳勋 , 孙庆华 and 段奇. A new rational interpolator and its value control. Proceedings 2011 World Congress on Engineering and Technology, 422, 2011.
- [76] 张云峰 , 包芳勋 , 张彩明 and 段奇. Local shape control of a bivariate rational interpolating surface with mixing conditions. 2011 Eighth International Symposium on Voronoi Diagrams in Science and Engineering, 200-205, 2011.
- [77] 包芳勋 , 孙庆华 and 段奇. A bivariate blending interpolator based on function values and its application. Journal of Computational Information Systems, 6, 3381-3389, 2010.
- [78] 包芳勋 , 孙庆华 , 潘建勋 and 段奇. Point control of rational interpolating curves using parameters. Mathematical and Computer Modelling, 52, 143-151, 2010.
- [79] 包芳勋 , 孙庆华 , 潘建勋 and 段奇. A blending interpolator with value control and minimal strain energy. Computers & Graphics, 33, 119-124, 2010.
- [80] 段奇 , 包芳勋 and Xipu Liu. Local shape control of the rational interpolating curves with quadratic denominator. INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, 87, 541-551, 2010.