女王调教

计算科学研究室

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基本信息

姓 名: 王丽
英文名: Wang Li
职 称: 教授(博士生导师)
研究室: 计算科学研究室
研究方向: 数值代数
联系方式: [email protected][email protected]
个人主页: 点击查看个人主页


王丽 教授

[email protected]n

[email protected]



王丽,教授、博士生导师,江苏南通人,主要研究方向为数值代数。


教育经历

2001.04-2004.04

中国科*女王调教-女王调教视频-女王 调教小说数学与系统科学研究院计算数学所,博士

1998.09-2001.07

女王调教-女王调教视频-女王 调教小说 ,硕士

1981.09-1985.07

女王调教-女王调教视频-女王 调教小说 ,学士


工作经历

2009.05-至今

女王调教-女王调教视频-女王 调教小说 ,教授

2009.08-2010.08

美国北卡罗莱那州立大学数学系,访问学者

2004.08-2009.05

女王调教-女王调教视频-女王 调教小说 ,副教授

2003-05-2004.08

江苏南通工*女王调教-女王调教视频-女王 调教小说(现南通大学),副教授

1985.08-2003.05

江苏南通工*女王调教-女王调教视频-女王 调教小说(现南通大学),助教-讲师


研究方向

数值代数

研究兴趣包括:与矩阵计算相关的优化问题,偏微分方程约束的控制问题,线性与非线性互补问题等。


学术科研成果

科研项目:

1. 江苏省高校自然科学基金重点项目,偏微分方程约束的控制问题的预处理迭代算法(16KJA110001),30万元(学校自筹),2016.01-2019.12,主持

2. 国家自然科学基金委员会面上项目,时空数据的非结构地理张量分解方法(41571380), 90万元,2016/01/01-2019/12/31,主持子课题(25万元)

3. 国家自然科学基金委员会面上项目,大型非对称线性方程组的预处理技巧和高效算法(10971102), 26万元,2010/01/01-2012/21/31.主持

4. 江苏省自然科学基金委员会面上项目,大型非对称线性方程组的预处理子和高效算法(BK2009598), 8万元,2009/09/01-2011/12/31,主持

5. 江苏省高校自然科学基金重点项目,大规模非对称线性方程组的预处理技巧(BK2006725), 26万元,2006/06/01-2008/12/01.第一参加者

6. 江苏省高校自然科学基金项目,解大型非对称线性方程组的预处理子构建(05KJB110062), 4万元,2005/09/01-2007/12/01,主持

7. 女王调教 高层次引进人才启动项目,稀疏矩阵的预处理技巧,4万元,2004/01/01-2006/12/01,主持

代表性论文:

[23] Dongkai Li, Li Wang , Yuying Liu, A relaxation general two-sweep modulus-based matrix splitting iteration method for solving linear complementarity problems,Journal of Computational and Applied Mathematics, 409(2022) 114140.

[22]Hongyi Miao, Li Wang, Preconditioned inexact Jacobi-Davidson method for large symmetric eigenvalue problems, Computational and Applied Mathematics (2020) 39:153.

[21]Xiaojuan Yang, Li Wang, Fast half-quadratic algorithm for image restoration and reconstruction, Applied Mathematical Modelling, 50(2017),92-104.

[20].Xiaoyan Qian, Li Wang, Yongzhong Song, A successive quadratic approximations method for nonlinear eigenvalue problems,Journal of Computational and Applied Mathematics, 290(2015), 268-277.

[19].Xiaojuan Yang, Li Wang, A modified Tikhonov regularization method,Journal of Computational and Applied Mathematics,288(2015),180-192

[18]Jiejing Bai, Li Wang, EJIIM for the stationary Schrodinger equations with delta potential wells, Applied Mathematics and Computation,254(2015),113-124.

[17].Xiaoqin Tan, Li Wang, General Solutions for a Class of Inverse Quadratic Eigenvalue Problems, East Asian Journal on Applied Mathematics,4(2014),69-81

[16].Yidan Zong, Li Wang, Global simpler GMRES for nonsymmetric systems with multiple right-hand sides, Applied Mathematics and Computation,248(2014),371-379.

[15].Li Wang, Qingsheng Liu, Xiaoxia Zhou, Convergence of the modified SOR–Newton method for non-smooth equations, International Journal of Computer Mathematics,90(2013),1535-1545.

[14].Li Wang, Yongzhong Song, Preconditioned AOR iterative methods for M-matrices,Journal of Computational and Applied Mathematics, 226(2009),114-124.

[13].Xiaoxia Zhou, Yongzhong Song, Li Wang, A two-step SOR-Newton method for nonsmooth equations, Nonlinear Analysis, 71(2009),4387-4395.

[12].Li Wang, ZhongzhiBai, Convergence conditions for splitting iteration methods for non-Hermitian linear systems, Linear Algebra and Its Applications, 428(2008),453-468.

[11].Li Wang, Yongzhong Song, On the optimization of extrapolation methods for singular linear systems, Journal of Computational Mathematics, 26(2008),227-239.

[10].Yongzhong Song, Li Wang, A note on semiconvergence of p-regular splittings for singular linear systems, Calcolo, 45(2008), 247-261.

[9].Li Wang, Semiconvergence of two-stage iterative methods for singular systems, Linear Algebra and Its Applications, 422(2007),824-838.

[8].Li Wang, Equivalent conditions for the convergence of extrapolated method for linear systems, Applied Mathematics and Computation,184(2007),917-923.

[7].Meijun Wu, Li Wang, Yongzhong Song, Preconditioned AOR iterative method for linear system, Applied Numerical Mathematics, 57(2007), 672-685.

[6].Li Wang, On a class of row preconditioners for solving linear systems, International Journal of Computer Mathematics, 83(2006),939-949.

[5].Li Wang, Convergence domains of AOR type iterative matrices for solving non-hermitian linear systems, Journal of Computational Mathematics,22(2004),817-832.

[4].Li Wang, Zhongzhi Bai, Skew-Hermitian triangular splitting iteration methods for non-Hermitian positive definite linear systems of strong skew-hermitian parts, Bit Numerical Mathematics,44(2004),363-386.

[3].Zhongzhi Bai, Li Wang,Jinyun Yuan, Weak convergence theory of quasi-nonnegative splittings for singular matrices, Applied Numerical Mathematics, 47(2003), 75-89.

[2].Yongzhong Song, Li Wang, On the semiconvergence of extrapolated iterative methods for singular linear systems, Applied Numerical Mathematics, 44(2003), 401-413.

[1].Li Wang, AOR type iterative methods for solving least squares problems, International Journal of Computer Mathematics, 77(2001), 105-116.