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个人信息Personal Information
副教授
硕士生导师
性别：男
毕业院校：大连理工大学
学位：博士
所在单位：大连理工大学莱斯特国际学院
学科：计算数学. 概率论与数理统计
办公地点：C08-304-1
联系方式：0427-2631105
电子邮箱：qjguo@dlut.edu.cn
扫描关注
- [1]Qian, Jiang, 王凡, Lai, Yisheng, 郭庆杰.On Further Study of Bivariate Polynomial Interpolation over Ortho-Triples[J],Numerical Mathematics,2022,11(2):247-271
- [2]Zhang Yue, 朱春钢, 郭庆杰.Degenerations of rational Bezier surface with weights in the form of exponential function[J],Applied Mathematics A Journal of Chinese Universities,2022,32(2):164-182
- [3]朱春钢, 郭庆杰.Degenerations of rational Bézier surface with weights in the form of exponential function[J],高校应用数学学报A辑,2022,32(2):164-182
- [4]Zhang, Yue, 朱春钢, 郭庆杰.On the limits of non-uniform rational B-spline surfaces with varying weights[J],Advances in Mechanical Engineering,2022,9(5)
- [5]郭庆杰, 王仁宏, 李崇君.ON THE PROBLEM OF INSTABILITY IN THE DIMENSIONS OF SPLINE SPACES OVER T-MESHES WITH T-CYCLES[J],Journal of Computational Mathematics,2022,33(3):248-262
- [6]刘明增, 李宝军, 郭庆杰, 朱春钢, 胡平, Shao, Yuanhai.Progressive iterative approximation for regularized least square bivariate B-spline surface fit...[J],JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS,2022,327:175-187
- [7]张跃, 朱春钢, 郭庆杰.具有指数函数形式权因子的有理Bézier曲线退化[J],计算机辅助设计与图形学学报,2016,12:2067-2074
- [8]钱江, 王凡, 郭庆杰.二元非张量积型连分式插值[J],计算机科学,2018,45(3):83-91
- [9]刘明增, 郭庆杰, 王思奇.基于正则渐进迭代逼近的自适应B样条曲线拟合[J],图学学报,2022,39(2):287-294
- [10]Wang, Ren-Hong, Guo, Qing-Jie, Zhu, Chun-Gang, Li, Chun-Jing, QJ (reprint author), Dalian Univ Technol, Sch Math Sci, Dalian 116024, Peoples R China..Multivariate spline approximation of the signed distance function[J],JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS,2014,265:276-289
- [11]Qian, Jiang, Wang, Fan, Lai, Yisheng, Guo, Qingjie, J (reprint author), Hohai Univ, Coll Sci, Nanjing 211000, Jiangsu, Peoples R China..On Further Study of Bivariate Polynomial Interpolation over Ortho-Triples[J],NUMERICAL MATHEMATICS-THEORY METHODS AND APPLICATIONS,2018,11(2):247-271
- [12]刘明增, 郭庆杰, 王思奇.基于正则渐进迭代逼近的自适应B样条曲线拟合[J],图学学报,2018,39(2):287-294
- [13]钱江, 王凡, 郭庆杰.二元非张量积型连分式插值[J],计算机科学,2018,45(3):83-91
- [14]Zhang, Yue, Zhu, Chun-Gang, Guo, Qing-Jie, CG (reprint author), Dalian Univ Technol, Sch Math Sci, 2 Linggong Rd, Dalian 116024, Peoples R China..On the limits of non-uniform rational B-spline surfaces with varying weights[J],ADVANCES IN MECHANICAL ENGINEERING,2017,9(5)
- [15]朱春钢, 郭庆杰.Degenerations of rational Bézier surface with weights in the form of exponential function[J],Applied Mathematics - A Journal of Chinese Universities,2017,32(2):164-182
- [16]张跃, 郭庆杰, Zhu, Chungang(cgzhu@dlut.edu.cn).具有指数函数形式权因子的有理Bézier曲线退化[J],计算机辅助设计与图形学学报,2016,28(12):2067-2074
- [17]Yue Zhang, Qingjie Guo., Chungang Zhu, Chun-Gang Zhu.Degenerations of rational Bézier surface with weights in the form of exponential function[J],Applied Mathematics - A Journal of Chinese Universities,2017,32(2):164-182
- [18]MingzengLiu, YuanhaiShao, PingHu, ChungangZhu, QingjieGuo, BaojunLi.Progressive iterative approximation for regularized least square bivariate B-spline surface fitti...[J],JournalofComputationalandApplied Mathematics,2017,327:175-187
- [19]Qingjie Guo, Chongjun Li, Renhong Wang.On the problem of instability in the dimension of spline spaces over T-meshes with T-cycles[J],Journal of Computational Mathematics,2015,33(3):248-262
- [20]Guo, Qing-Jie, Wang, Ren-Hong, Li, Chong-Jun, CJ (reprint author), Dalian Univ Technol, Sch Math Sci, Dalian 116024, Peoples R China..ON THE PROBLEM OF INSTABILITY IN THE DIMENSIONS OF SPLINE SPACES OVER T-MESHES WITH T-CYCLES[J],JOURNAL OF COMPUTATIONAL MATHEMATICS,2015,33(3):248-262