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王明辉

发布日期:2015/04/09      点击:[]

姓名

王明辉

 

性别

出生年月

1977.12

教授

学历学位

博士研究生

所属学院

数理学院

导师类别

硕士

行政职务


招生专业

计算数学

研究方向

数值代数与科学计算

联系方式

mhwang@qust.edu.cn

学习和进修经历

2005/09——2008/06 华东师范大学数学系  读书(计算数学博士)

2000/09——2003/06 华东师范大学数学系 读书(计算数学硕士)

1996/09——2000/06 曲阜师范大学数学系 读书(数学教育学士)


工作经历

2003/07——2005/09 曲阜师范大学数学科学学院  

2008/07——2009/9 曲阜师范大学数学科学学院

2009/9——现在 青岛科技大学数理学院


论文及著作信息

1.Minghui Wang, Luping Xu, Computing the Hermitian Positive Definite Solutions of a Nonlinear Matrix Equation, Journal of Advances in Applied & Computational Mathematics,3(2016),20-28, ISSN:2409-5761

2.Minghui Wang, Juntao Zhang, ON THE PURE IMAGINARY QUATERNIONIC LEAST SQUARES SOLUTIONS OF MATRIX EQUATION, J. Appl. Math. & Informatics,34:2(2016),95-106, ISSN: 1598 - 5857

3.Bin Yu, Minghui Wang, Likuan Zhao. Reconstruction of gene regulatory network based on Bayesian network, International Conference on Advanced Educational Technology and Information Engineering, 4 (2015) 681-689.

4.Minghui Wang, Luping Xu, Juntao Zhang, An Iterative Method for the Symmetric Arrowhead Solution of Matrix Equation, International Journal of Mathematical, Computational, Physical, Electrical and Computer Engineering,97(2015),437-443, ISSN: 1307-6892

5.应用数值分析》,王明辉主编,王广彬,张闻副主编化学工业出版社 2015-3-1出版

6.Minghui Wang, Juntao Zhang, A new inversion-free method for the matrix equation X + AX−αA = I, Mathematical Methods in Science and Mechanics, Mathematics and Computers in Science and Engineering Series | 33, ISSN: 2227-4588, ISBN: 978-960-474-396-4,54-57

7.Bin Yu, Minghui Wang, Juntao Zhang, An Iterative Method for Quaternionic LinearEquations,International Journal of Mathematical, Computational, Physical and Quantum Engineering,Vol:8 No:3, 2014

8.Minghui Wang, Juntao Zhang, A New Inversion-free Method for Hermitian Positive Definite Solution of Matrix Equation, International Journal of Mathematical, Computational, Physical and Quantum Engineering , Vol:8 No:6, 2014

9.Zhigang jia, Meixiang Zhao, Minghui Wang, and Sitao Ling. Solvability Theory and Iteration Method for One Self-Adjoint Polynomial Matrix Equation, Journal of Applied Mathematics,Volume 2014, Article ID 681605, 7 pages, http://dx.doi.org/10.1155/2014/681605

10.Minghui Wang, Chunyan Liang, Shanrui Hu, On the Positive Definite Solutions of a Nonlinear Matrix Equation, Applied Mechanics and Materials, vol 380-384(2013), 1434-1438,ISSN: 1660-9336

11.Minghui Wang, Wenhao Ma, A structure-preserving algorithm for the quaternion Cholesky decomposition, Applied Mathematics and Computation 223 (2013) 354-361

12.Minghui Wang, Musheng Wei, Shanrui Hu, The extremal solution of the matrix equation $X^s + AX^{q}A = I$, Applied Mathematics and Computation 220(2013), pp. 193-199

13.Minghui Wang, Wenhao Ma, A structure-preserving method for the quaternion LU decomposition in quaternionic quantum theory, Computer Physics Communications 184:9 (2013), pp. 2182-2186

14.Minghui Wang. A new method for solving matrix equation AXB+CXTD=E, Mathematical and Computational Applications, v 18, n 1, p 12-18, 2013

15.Minghui Wang, Chunyun Sheng, The Mixed-Restriction Solution of Matrix Equation AXB+CYD=E, MAO 2012, vol 1, 123-127.

16.王明辉,魏木生,关于矩阵方程X^s+A^*X^{-q}A=I(英文),高等学校计算数学学报,34:32012277-289

17.Minghui Wang;  Musheng Wei;  Shanrui Hu, An Iterative Method for the Least-Squares Minimum-Norm Symmetric Solution, CMES: Computer Modeling in Engineering & Sciences, Vol. 77, No. 3, pp. 173-182, 2011

18.Minghui Wang, An Iterative Algorithm for the Least Squares Centrosymmetric Solution of a Matrix Equation, 2011 Fourth International Joint Conference on Computational Sciences and Optimization16-21

19.Minghui Wang and Shanrui Hu, Iterative Methods for An Inverse Problem, International Journal of Mathematical and Computer Sciences, 7:1 2011,17-19

20.Sitao Ling, Minghui Wang and Musheng Wei ,Hermitian tridiagonal solution with the least norm to quaternionic least squares problem, Computer Physics Communications, 181(2010)481-488

21.Qiaohua Liu, Minghui Wang, Algebraic properties and perturbation results for the indefinite least squares problem with equality constraints, International Journal of Computer Mathematics, 87:2(2010)425-434

22.Minghui Wang, An iterative method for the least-squares symmetric solution of AXB+CYD=F and its application, International Journal of Mathematical and Computer Sciences, 6:4(2010),196-200

23.Minghui Wang, On Positive Definite Solutions of Quaternionic Matrix Equations, International Journal of Mathematical and Computer Sciences, 6:4(2010),173-176

24.Minghui Wang, Algorithm Q-LSQR for the least squares problem in quaternionic quantum theory, Computer Physics Communications, 181(2010),1047-1050

25.Minghui Wang, Musheng Wei and Yan Feng, An iterative algorithm for a least squares solution of a matrix equation, International Journal of Computer Mathematics, 87:6(2010),1289-1298


科研项目与获奖

1.国家自然科学基金(11001144):四元数矩阵和特殊矩阵中若干问题的计算与应用(主持)(2011.1-2013.12)

2.山东省教育厅基金(J11LA04)(山东省高等学校科技计划项目): 特殊矩阵方程和Procrustes问题的计算和应用(主持)(2012.1-2014.12)

3.山东省优秀中青年科学家科研奖励基金(BS2012DX009) : 基于计算智能的基因调控网络重构与分析(2012.7-2014.12) (主持)

4.山东高等学校优秀科研成果二等奖,四元数矩阵和特殊矩阵中若干问题的计算与应用,王明辉,王广彬,丰艳,田保光,程尊水。 山东省教育厅

5.山东高等学校优秀科研成果二等奖,数值代数和特殊矩阵中若干问题的研究,王广彬,赵立宽,王明辉,程尊水。 山东省教育厅

 

社会兼职


美国数学评论《Mathematical Reviews》 评论员,山东省数学会高等数学专业委员会副理事长


研究生招生与培养


  目前方向为线性和非线性矩阵方程及最小二乘问题的计算,以及四元数上相关问题,主要有设计算法、理论分析和上机计算, 所需基础为矩阵理论、Matlab、数值分析等,以后计划向应用方面扩展,如图像处理、多元统计中的一些矩阵计算问题,欢迎感兴趣的同学报考。

指导的研究生

2012届 胡善瑞 中学教师

2013届 盛春云 崂山育才

2015届 孙德宇 北京中庆现代技术股份有限公司

2016届 张俊涛 东营市晨阳学校

2017届 徐露萍

2018届 张云翠




 

 

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