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赵建国副教授

发布者:数统学院发布时间:2021-06-04浏览次数:3138

个人简介:赵建国,副教授/博士,研究方向数值线性代数。在Journal of Mathematical Analysis and ApplicationsIMA Journal of Applied MathematicsLinear & Multilinear Algebra等核心刊物上发表论文10余篇,主持完成校级科研项目2项,参与完成国家自然科学基金项目1项,参与完成校级混合式教学改革专项2项。

学习工作经历

20068月—20127月在新疆石河子大学师范学院任数学教师;

20129月—20157月在重庆大学数学与统计学院就读博士;

20157月—20192月在新疆石河子大学理学院任数学教师;

20192月—至今长江师范学院数学与统计学院任教。

代表科研成果

1.Jianguo ZhaoSome operator inequalities for operator means and positive linear maps. Filomat. 33(12) (2019) 3751-3758.SCI),独著

2.Jianguo Zhao, Qi Jiang. A note on Remarks on some inequalities for positive semidefinite marices and quesions for Bourin.Journal of Mathematical Inequalities. 13(3) (2019) 747-752.SCI),一著

3.Jianguo Zhao, Matrix inequalities for unitarily invariant norms,ScienceAsia, 44(6) (2018): 437442.SCI),独著

4.Jianguo Zhao, Junliang Wu.Some matrix inequalities related to Kwong functions, Linear & Multilinear Algebra. 67(5)(2019): 995-1005.SCI),一著

5.Jianguo Zhao, Remarks on some singular value inequalities.Mathematical Inequalities & Applications. 21(2) (2018) :489-496SCI),独著

6.Jianguo Zhao, Keshe Ni. Some extensions of Rotfeld theorem.Linear & Multilinear Algebra. 66(2) (2018) :410-417. (SCI)一著

7.Jianguo Zhao, Junliang Wu.Operator inequalities of holder type for unitarily invariant norms. Positivity, 21(4) (2017):1495-1506.(SCI)一著

8.Jianguo Zhao, Junliang Wu. Some operator inequalities for unitarily invariant norms. Annals ofFunctional Analysis. 8(2) 2017:240-247.(SCI)一著

9.J. Wu, D. Wang, J.Zhao. Localization of eigenvalues and estimation of the spread for complex matrices, Izvestiya RAN: Ser. Mat. 79(1) (2015) 217-224. (SCI)

10.Jungliang Wu, Jianguo Zhao, A survey of the progress of locating methods of complex matriceseigenvalues and some new location theorem and their applications. IMA Journal of Applied Mathematics. 80(4) (2015) 1273-1285 .( SCI)

11.Junliang Wu, Jianguo Zhao, Some inequalities for unitarily invariant norms.Operators andMatrices. 8(4) (2014) 1181-1190.( SCI)二著

12.Jianguo Zhao, Junliang Wu. Operator inequalities involving improved Young and its reverse inequalities. Journal of Mathematical Analysis and Applications.432. (2015) 1779-1889.(SCI)一著


 
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