秦梅

发布者:周春宇发布时间:2015-03-20浏览次数:3532


姓名

秦梅

职称

讲师

主要研究领域

数值线性代数

电子邮箱

qinmei@usst.edu.cn

办公室

理学院913

所在部门

理学院数学系


教育背景与工作经历

教育背景

连读计算数学,上海复旦大学,2001-2006

学士,数学与应用数学,曲阜师范大学,1994-1996临沂大学1992-1994


工作经历

上海理工大学,2006-至今

临沂大学,1996-2003



科(教)研项目及成果

2007-2009 广义鞍点问题的算法研究及其应用,上海市教委科技项目

2009-2012 光路补偿计算,中船重工704研究所,横向项目


  1. Y. K. Du, M. Qin. Modified Hermitian-normal splitting iteration methods for a class of complex symmetric linear systems [J]. Comput Appl Math, 2020, 39: 190.

  2. Xin Li, Mei Qin. Criteria for H-Matrices Based on γ-Diagonally Dominant Matrix [J]. Journal of Mathematics Research, 2019, 11(6):1-7.

  3. 史一彬, 秦梅. 分块对称 r 循环算子矩阵的范数不等式[J]. 上海理工大学学报.2019(4),511-515.

  4. 史雨梅, 秦梅.块结构r-循环矩阵的性质及其算法研究[J].上海理工大学学报.2018(040),312-316.

  5. 史雨梅, 秦梅. 一类特殊循环矩阵的若干性质及算法研究[J]. 沈阳大学学报(自然科学版), 2017, 29(05):424-430.

  6. Heng Wang, Mei Qin. A Regularized Newton Method with Correction for  Unconstrained Nonconvex Optimization[J]. Journal of Mathematics Research, 2015, 7(2):7-17.

  7. Heng Wang, Mei Qin. A modified regularized Newton Method for unconstrained  nonconvex optimi- zation[J]. International Journal of Research and Reviews in  Applied Sciences, 2014, 19(2):177-188.

  8. Wang yusun,Qin mei,Powers of complexpersymmetric anti-tridiagonal matrices with constantanti-diagonals.International Journal of Research andReviews in AppliedSciences.2014(19),165-176.

  9. 王海波,秦梅,牛顿法在新的仿射逆变条件下的半局部收敛性分析.上海理工大学学报.2014(5),429-433.

  10. Mei Qin,Cancan liu..On computing of arbitrary positive integer powers for one type of anti-tridiagonal matrices of even order.Proceedings of the seventh international conference of  matrices and operators .2012,107-110.

  11. Mei Qin,Yongna Chang..On the eigenvalues and eigenvectors of some anti-tridiagonal matrices of even order.Proceedings of the sixth international conference of  matrices and operators .2011,423-427.

  12. Mei Qin,Weixin Wang..An expression of arbitrary positive integer powers for one type of tridiagonal matrices.2011,Proceedings of the sixth international conference of  matrices and operators .2011,418-422.

  13. Mei Qin ,  Yongwei Kang.  Iterative Methods Based on Proper Splittings for the Generalized Inverse . Proceedings of the eighth international conference on matrix theory and its applications. 2008,  254-257 .

  14. Mei Qin, Minghua Liu. General Perturbation of the Generalized Inverse  .Proceedings of the eighth international conference on matrix theory and its applications. 2008,  250-253.



主讲课程

高等数学解析几何,线性代数概率论与数理统计,数值分析,矩阵计算,数值线性代数。


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