唐嘉

发布者:梁克龙发布时间:2021-09-07浏览次数:7161

唐嘉,女,博士,副教授,硕士生导师,福建省分析数学及应用重点实验室骨干成员,福建省运筹学会理事。

 

Emailtang_jia@126.com

 

教育经历

2005.092008.02  桂林电子科技大学,应用数学专业,获硕士学位

2008.022011.02  西安电子科技大学,应用数学专业,获博士学位


工作经历

2011.05—至今,福建师范大学数学与信息学院

 

研究方向

1.数值最优化及应用

2.变分不等式与互补问题

3.大型稀疏线性系统的数值解

 

课程教学

数值分析;数学建模;数学实验与数学软件;线性代数;高等数学等。

 

成果奖励

1.2013年获西安电子科技大学优秀毕业生及优秀博士毕业论文。

2.2013年获福建省数学建模优秀指导教师。

 

指导各类竞赛情况

1.指导福建师范大学本科生课外科技计划1项(项目名称:系列履带色选机的故障鉴定研究)。

2.指导本科生参加全国数学建模竞赛获得国际数学建模竞赛二等奖六项,全国一等奖一项,全国二等奖八项,省一等奖四项、二等奖三项,指导研究生参加数学建模竞赛获得二等奖两项。

 

科研项目

1. 国家自然科学基金青年基金资助项目”不确定性互补问题及其鲁棒解的若干研究”,项目号:11201074,项目负责人

2. 福建省青年基金项目“对称锥上互补问题及变分不等式的算法研究”,项目号:2014J05002,项目负责人

3. 西安电子科技大学科研业务资助项目“基于对称锥互补问题的理论与算法的研究”(主持)(2009.12-2010.12

4. 广西研究生教育创新计划资助项目 (编号:2008105950701M431)“对称锥互补问题的性质和算法。”(第二负责人)(2008.8-2009.12)

5. 广西区研究生创新项目研究(编号:2007105950701M05)“非线性互补问题的数值算法及其应用。”(第二负责人)(2007.1-2008.7)

6. 国家自然科学基金项目(编号:10661005)“麦克斯韦方程组快速数值算法研究”。(参与)(2007.1-2009.12

7. 广西自然科学基金项目 (批准号: 0448075)3D涡流场A-Φ电磁势方法及其解耦技术”,(参与)(2004.72006.7

8. 2017年福建省高校“杰出青年科研人才培育计划”

  

论文著作

1. 马昌凤, 柯艺芬, 唐嘉, 陈宝国. 数值线性代数与算法(MATLAB ) [M]. 北京: 国防工业出版社, 2017.06.

2. Jia Tang, Yajun Xie(*), The generalized conjugate direction method for solving quadratic inverse eigenvalue problems over generalized skew Hamiltonian matrices with a submatrix constraint,AIMS Mathematics(SCI),Accepted.

3.  Jia Tang, Linjie Chen, Changfeng Ma(*) , An iterative method for obtaining the Least squares       solutions of quadratic inverse eigenvalue problems over generalized Hamiltonian matrix with submatrix constraints, Computers and Mathematics with Applications, 76 (2018) 1608–1624.(SCI)

4.  Jia TangChangfeng Ma(*)Generalized conjugate direction method for solving a class of generalized coupled Sylvester-conjugate transpose matrix equations over generalized Hamiltonian matricesComputers and Mathematics with Applications, (74)2017: 3303–3317. (SCI)

5.  Jia Tang, Yajun Xie and Changfeng Ma(*), A new modified product preconditioner for indefinite and asymmetric matrices, Applied Mathematics and Computation, (268)2015:303-310. (SCI)

6. Jia Tang and Changfeng Ma(*), A smoothing Newton method for symmetric cone complementarity problems. , Optimization Letters(9)2015:225-244.(SCI)

7. N Huang, C Ma(*), J Tang, The inversion-free iterative methods for a system of nonlinear matrix equations, International Journal of Computer Mathematics, (93)2015 :1470-1483. (SCI)

8. Jia Tang and Changfeng Ma(*), The smoothing Newton method for solving the extended linear complementarity problems, Chinese Quarterly Journal of Mathematics, (27)2012:439-446.

9. Jia Tang and Changfeng Ma(*), An application of H differentiability to generalized    complementarity problems over symmetric cone, Computers and Mathematics with Applications,  (63)2012:14-24. (SCI)

10.  Jia Tang and Changfeng Ma(*), A smoothing Newton method for solving a class of stochastic linear complementarity problem, Nonlinear Analysis: Real World Applications, (12)2011:3585-3601.(SCI)

11.  Jia Tang(*),Sanyang Liu, Changfeng Ma, A new C-function for symmetric cone   complementarity problems, Journal of global optimization.( 51)2011:105–113.(SCI)

12.  Jia Tang(*), Sanyang Liu, A Smoothing Broyden-Like Method for Solving the Mixed Complementarity Problem with A P_0-Function,Nonlinear Analysis: Real World Applications, (11)2010:2770-2786.(SCI)

13.  Jia Tang(*), Sanyang Liu, Changfeng Ma, A Predictor-Corrector Smoothing Newton Method for Solving the Mixed Complementarity Problem with AP0-Function, International Journal of Computer Mathematics.87(2010): 2503-2519.(SCI)

14.  Sanyang Liu, Jia Tang(*), Changfeng Ma, A new modified smoothing Newton method for solving the general mixed complementarity problem, Applied Mathematics and Computation, (216)2010: 1140-1149.(SCI)

15.  Jia Tang(*), Sanyang Liu, Changfeng Ma, One-Step Smoothing Newton Method for Solving the Mixed Complementarity Problem with a P_0-Function, Applied Mathematics and Computation ,(215)2009:2326-2336. (SCI)

16 .  JiaTang(*) and Changfeng Ma, A fixed point iterative method for solving the nonlinear complementarity  problems, Journal of Yunan Nationalities University,(17)2008:103-105.

17.  Changfeng Ma(*) and Jia Tang, The quadratic convergence of a smoothing Levenberg Marquardt method for nonlinear complementarity problem, Applied Mathematics and Computation,(197)2008:566-581.(SCI)

18.  ChangfengMa(*), Xiaohong Chen and Jia Tang, On convergence of a smoothing Broyden like method for P0-NCP, Nonlinear Analysis: Real World Applications, (9)2008:899-911. (SCI)

19.  ChangfengMa(*), Jia Tang and Xiaohong Chen, A globally convergent Levenberg Marquardt method for solving nonlinear complementarity problem, Applied Mathematics and Computation.(192)2007:370-381. (SCI)

20. 刘丽华,马昌凤,唐嘉,求解广义鞍点问题的一种新的类SOR算法,计算数学,38(2016),no.1, 83-96.(CSCD).

21. 唐嘉, 求解非线性互补问题的光滑牛顿算法, 福建师范大学学报,  29(2013), no,6,18-23.(CSCD).

22. 唐嘉,求解混合互补问题的正则化牛顿算法,福建师范大学学报,28(2012),no.5,1014-20.(CSCD).

23. 马昌凤,唐嘉,陈小红, 模拟MKDV方程的格子BGK模型,应用力学学报,24(2007),no.4,519-521.

24. 唐嘉,马昌凤,求解混合互补问题的拉格朗日全局化算法,合肥工业大学学报.30(2007),no.10,1381-1384.(CSCD).

25. 唐嘉,马昌凤, 求解混合互补问题的一步光滑牛顿算法, 桂林电子科技大学学报, 26(2006), no.6, 492-496.