于娟
发布人:赵怡晨  发布时间:2016-09-27   浏览次数:909

  一、基本信息                         

于娟,女,理学博士,讲师

研究方向:矩阵方程()的约束解及其最小二乘问题研究

联系方式:yujuan@upc.edu.cn

  三、教育经历

2011/09 - 2014/05,上海大学,基础数学,博士,导师:王卿文

2002/09 - 2005/04,电子科技大学,应用数学,硕士,导师:陈绍刚

1998/09 - 2002/07,青岛大学,数学教育,学士,导师:魏宝君

  四、工作经历

2011/06 - 至今,中国石油大学(华东),理学院基础数学系,讲师

2008/04 - 2011/05,中国石油大学(华东),数学与计算科学学院,讲师

2005/04 - 2008/03,中国石油大学(华东),数学与计算科学学院,助教

  五、发表的教学科研论文

六、主持参加的科研项目

1.中央高校自主创新科研计划项目,15CX02075A,振动系统中的矩阵方程组的约束化问题研究,2015/01-2016/125万元,在研,主持

2.国家自然科学基金青年基金项目,11301330,大规模稀疏线性系统的神经网络算法研究,2014/01-2016/1222万元,在研,参与

  七、教学成果

2009.12: 校级讲课比赛三等奖

(1) Juan Yu, Shuqian Shen, The Hermitian {P,k+1}-(anti-)reflexive solutions of a linear matrix equation, Computers and Mathematics with Applications,2016, DOI:10.1016/j.camwa.2016.03.021 (SCI)

(2) Juan Yu, Shuqian Shen, Solvability of systems of linear matrix equations subject to a matrix inequality,Linear and Multilinear Algebra,2016, DOI:10.1080/03081087.2016.1160998 (SCI)

(3) Juan Yu, Qingwen Wang, Changzhou Dong, (Anti-)Hermitan generalized (anti-)hamiltonian solution to a system of matrix equations, Mathematical Problems in Engineering,2014,2014:1-13 (SCI)

(4) Shuqian Shen, Juan Yu, Tingzhu Huang, Some classes of nonsingular matrices with applications to localize the real eigenvalues of real matrices,Linear Algebra and its Applications,2014,447:74-87 (SCI)

(5) Qingwen Wang, Juan Yu, On the generalized bi (skew-)symmetric solutions of a linear matrix equation and its procrust problems, Applied Mathematics and Computation,2013,219(19):9872-9884 (SCI)

(6) Qingwen Wang, Juan Yu, Constrained solutions of a system of matrix equations, Journal of Applied Mathematics,2012,2012:1-19 (SCI)

(7) Shuqian Shen, Tingzhu Huang, Juan Yu, Eigenvalue estimate for

Preconditioned nonsymmetric saddle point matrices,SIAM Journal on MatrixAnalysis and Applications,2010,31(5):2453-2476 (SCI)

(8)于娟,浅谈《高等数学》习题课的教学,《中国科技纵横》,2010年,第14期,第71页。

(9)于娟, M~(-1)N_∞的上界估计, 中国石油大学学报(自然科学版)2007年第05期,147-150.

  (10) Shuqian Shen, Juan Yu, The spectral properties of primal-based penalty proconditioners for saddle point problems with positive semidefinite (1,1) blocks, Proceedings of the Ninth International Conference on Matrix Theory and its Applications,Chengdu,P.R.China, 2010.7.18-2010.7.22

(11) Shuqian Shen, Tingzhu Huang, Juan Yu, Lower bounds for numerical radius of matrices, Proceedings of The 14th Conference of International Linear Algebra Society, Shanghai, China, July 2007, 233-236.

(12) Shuqian Shen, Juan Yu, Tingzhu Huang, Convergence theorems for the splittings of non-Hermitian positive definite matrices, The Proceedings of the Seventh International Conference on Matrix Theory and its Applications, Chengdu, P.R. China, July 17-19, 2006, 357-360.

本科生:高等数学    

  二、主讲课程