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孙建青
发布者: 崔琪
发布时间:2017-04-12
浏览次数:3694

姓名:孙建青

职称:副教授(硕士生导师)

邮箱:sunjianqing@ouc.edu.cn

办公室:数学楼621

研究方向:可积系统的理论与应用、非线性波动方程的数值计算

主讲课程

概率统计、高等数学

学习与工作经历

2015.01- 至今  中国海洋大学永利总站ylzz55|首頁|欢迎您 副教授

2012.07 - 2014.12  中国海洋大学永利总站ylzz55|首頁|欢迎您 讲师

2007.09 - 2012.07  中国科学院 计算数学与科学工程计算研究所 计算数学 博士

2003.09 - 2007.07  山东大学数学学院 数学与应用数学 学士

科研项目

202101- 202412月,一些可积的非线性波动方程的数值研究,国家自然科学基金面上项目(主持),在研

201501-201712月,可积系统在数值算法中的应用,国家自然科学基金青年科学基金(主持),已结题

201310-201610月,等谱和非等谱可积系统在外推方法中的应用,山东省自然科学基金青年基金项目(主持),已结题

发表文章及论著

  1. Xuexia Wang, Jianqing Sun*, Yingnan Zhang, A numerical study on the N-periodic wave solutions of two coupled bilinear equations, Numerical Algorithms (2021)

  2. Yingnan Zhang, Xingbiao Hu, Jianqing Sun*, Numerical calculation of N-periodic wave solutions to coupled KdV–Toda-type equations, Proc. R. Soc. A 477(2021) 20200752(21pp)

  3. Xingbiao Hu, Y. Pan, Jianqing Sun, Hui Wang and Yingnan Zhang*, Numerical evaluations of periodic wave solutions, integrable time discretization and their applications to the mKdV-sine-Gordon equation, J. Phys. A: Math. Theor. 53(2020) 394001(23pp).

  4. Xiang-Ke Chang, Yi He*, Xing-Biao Hu, Jian-Qing Sun, Ernst Joachim Weniger, Construction of new generalizations of Wynn’s epsilon and rho algorithm by solving finite difference equations in the transformation order, Numerical Algorithms, 83(2020) 593–627.

  5. Yingnan Zhang, Xingbiao Hu, Yi He and Jianqing Sun, A Numerical Study of the 3-PeriodicWave Solutions to Toda-Type Equations, Communications in Computational Physics 26(2019):579-598.

  6. Jianqing Sun, Xingbiao Hu, Yingnan Zhang, A semi-discrete modified KdV equation, Journal of Mathematical Physics 59(4) (2018): 043505.

  7. Yingnan Zhang, Xingbiao Hu, Jianqing Sun*, A numerical study of the 3-periodic wave solutions to KdV-type equationsJournal of Computational Physics, 355(2018)566-581.

  8. Xiao-Min Chen, Xiang-Ke Chang, Jian-Qing Sun, Xing-Biao Hu and Yeong-Nan Yeh, Three semi-discrete integrable systems related to orthogonalpolynomials and their generalized determinant solutions, Nonlinearity  28(7) (2015):2279-2306.

  9. Jian-Qing Sun, Xiang-Ke Chang, Yi He and Xing-Biao Hu, An extended multistep Shanks transformation and convergence acceleration algorithm with their convergence and stability analysis, Numerische  Mathematik 125(4) (2013):785–809.

  10. Claude Brezinski, Yi He, Xing-Biao Hu, M.Redivo Zaglia and Jian-Qing Sun, Multistep ε-algorithm, Shanks’transformation, and Lotka-Volterra system by Hirota’s method, Mathematics of Computation 81(279)(2012):1527-1549.

  11. Yi He, Xing-Biao Hu, Jian-Qing Sun and E.J. Weniger, Convergence acceleration algorithm via an equation related to the lattice Boussinesq equation, SIAM J. Sci. Comput. 33(3)(2011):1234-1245.

  12. Claude Brezinski, Yi He, Xing-Biao Hu , Jian-Qing Sun* and Hon-Wah Tam, Confluent form of the multistep ε-algorithm, and the relevant integrable system, Studies in Applied Mathematics, 127(2)(2011):191-209.

  13. Jian-Qing Sun, Yi He, Xing-Biao Hu and Hon-Wah Tam, Q-difference and confluent forms of the lattice Boussinesq equation and the relevant convergence acceleration algorithms, Journal of Mathematical Physics 52(2)(2011): 023522.

  14. Jian-Qing Sun, Xing-Biao Hu and Hon-Wah Tam, Short note: An integrable numerical algorithm for computing eigenvalues of a specially structured matrix, Numerical Linear Algebra With Applications 18(2)(2011):261-274.

  15. Claude Brezinski, Yi He, Xing-Biao Hu and Jian-Qing Sun, A generalization of the G-transformation and the related algorithms, Applied Numerical Mathematics 60(12)(2010): 1221-1230.

  16. Claude Brezinski, Yi He, Xing-Biao Hu and Jian-Qing Sun, Cross rule of some extrapolation algorithms, Inverse Problem 26(9)(2010): 095103.

  17. 《可积系统与数值算法》,孙建青 何益 胡星标 常向科 著,科学出版社, 2014ISBN: 978-7-03-042615-4  (国家科学技术学术著作出版基金资助出版)

荣誉获奖

2013优秀班主任



数学学院

姓            名:

孙建青

职            称:

邮            箱:

办     公     室:

办 公 室 电 话:

研  究  方  向:

姓名:孙建青

职称:副教授(硕士生导师)

邮箱:sunjianqing@ouc.edu.cn

办公室:数学楼621

研究方向:可积系统的理论与应用、非线性波动方程的数值计算

主讲课程

概率统计、高等数学

学习与工作经历

2015.01- 至今  中国海洋大学永利总站ylzz55|首頁|欢迎您 副教授

2012.07 - 2014.12  中国海洋大学永利总站ylzz55|首頁|欢迎您 讲师

2007.09 - 2012.07  中国科学院 计算数学与科学工程计算研究所 计算数学 博士

2003.09 - 2007.07  山东大学数学学院 数学与应用数学 学士

科研项目

202101- 202412月,一些可积的非线性波动方程的数值研究,国家自然科学基金面上项目(主持),在研

201501-201712月,可积系统在数值算法中的应用,国家自然科学基金青年科学基金(主持),已结题

201310-201610月,等谱和非等谱可积系统在外推方法中的应用,山东省自然科学基金青年基金项目(主持),已结题

发表文章及论著

  1. Xuexia Wang, Jianqing Sun*, Yingnan Zhang, A numerical study on the N-periodic wave solutions of two coupled bilinear equations, Numerical Algorithms (2021)

  2. Yingnan Zhang, Xingbiao Hu, Jianqing Sun*, Numerical calculation of N-periodic wave solutions to coupled KdV–Toda-type equations, Proc. R. Soc. A 477(2021) 20200752(21pp)

  3. Xingbiao Hu, Y. Pan, Jianqing Sun, Hui Wang and Yingnan Zhang*, Numerical evaluations of periodic wave solutions, integrable time discretization and their applications to the mKdV-sine-Gordon equation, J. Phys. A: Math. Theor. 53(2020) 394001(23pp).

  4. Xiang-Ke Chang, Yi He*, Xing-Biao Hu, Jian-Qing Sun, Ernst Joachim Weniger, Construction of new generalizations of Wynn’s epsilon and rho algorithm by solving finite difference equations in the transformation order, Numerical Algorithms, 83(2020) 593–627.

  5. Yingnan Zhang, Xingbiao Hu, Yi He and Jianqing Sun, A Numerical Study of the 3-PeriodicWave Solutions to Toda-Type Equations, Communications in Computational Physics 26(2019):579-598.

  6. Jianqing Sun, Xingbiao Hu, Yingnan Zhang, A semi-discrete modified KdV equation, Journal of Mathematical Physics 59(4) (2018): 043505.

  7. Yingnan Zhang, Xingbiao Hu, Jianqing Sun*, A numerical study of the 3-periodic wave solutions to KdV-type equationsJournal of Computational Physics, 355(2018)566-581.

  8. Xiao-Min Chen, Xiang-Ke Chang, Jian-Qing Sun, Xing-Biao Hu and Yeong-Nan Yeh, Three semi-discrete integrable systems related to orthogonalpolynomials and their generalized determinant solutions, Nonlinearity  28(7) (2015):2279-2306.

  9. Jian-Qing Sun, Xiang-Ke Chang, Yi He and Xing-Biao Hu, An extended multistep Shanks transformation and convergence acceleration algorithm with their convergence and stability analysis, Numerische  Mathematik 125(4) (2013):785–809.

  10. Claude Brezinski, Yi He, Xing-Biao Hu, M.Redivo Zaglia and Jian-Qing Sun, Multistep ε-algorithm, Shanks’transformation, and Lotka-Volterra system by Hirota’s method, Mathematics of Computation 81(279)(2012):1527-1549.

  11. Yi He, Xing-Biao Hu, Jian-Qing Sun and E.J. Weniger, Convergence acceleration algorithm via an equation related to the lattice Boussinesq equation, SIAM J. Sci. Comput. 33(3)(2011):1234-1245.

  12. Claude Brezinski, Yi He, Xing-Biao Hu , Jian-Qing Sun* and Hon-Wah Tam, Confluent form of the multistep ε-algorithm, and the relevant integrable system, Studies in Applied Mathematics, 127(2)(2011):191-209.

  13. Jian-Qing Sun, Yi He, Xing-Biao Hu and Hon-Wah Tam, Q-difference and confluent forms of the lattice Boussinesq equation and the relevant convergence acceleration algorithms, Journal of Mathematical Physics 52(2)(2011): 023522.

  14. Jian-Qing Sun, Xing-Biao Hu and Hon-Wah Tam, Short note: An integrable numerical algorithm for computing eigenvalues of a specially structured matrix, Numerical Linear Algebra With Applications 18(2)(2011):261-274.

  15. Claude Brezinski, Yi He, Xing-Biao Hu and Jian-Qing Sun, A generalization of the G-transformation and the related algorithms, Applied Numerical Mathematics 60(12)(2010): 1221-1230.

  16. Claude Brezinski, Yi He, Xing-Biao Hu and Jian-Qing Sun, Cross rule of some extrapolation algorithms, Inverse Problem 26(9)(2010): 095103.

  17. 《可积系统与数值算法》,孙建青 何益 胡星标 常向科 著,科学出版社, 2014ISBN: 978-7-03-042615-4  (国家科学技术学术著作出版基金资助出版)

荣誉获奖

2013优秀班主任



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