ZHAO Zhi - 赵志

Author:Date:2020-07-07Views:242

Photo(个人近照)


Personal information

Name: ZhaoZhi

Office: Room 404,6th Building South,Hangzhou Dianzi Campus, Xiasha, Hangzhou  

Current occupation:School of Sciences, Hangzhou DianziUniversity

Telephone: (86)-571-86919034

E-Mail: zzhao@hdu.edu.cn


Education

Sep. 2005-July.2009,B.S. in Science, Department of Mathematics and Information Science,Zaozhuang University, P. R. China

Sep. 2009-July.2012,M.S. in Science, School of MathematicalScience, Xiamen University, P. R. China

Aug.2012-July 2015,Ph. D in Science, Department of Mathematics,University of Macau, P. R. China


Professional WorkingExperience

2015-2019,Lecturer, School of Sciences, HangzhouDianzi University, Hangzhou, P. R. China

2020-present,Associate Professor, School of Sciences, Hangzhou Dianzi University,Hangzhou, P. R. China


ResearchInterest

My research interestsinclude numerical algebra, inverse eigenvaluesproblems, and Riemannian optimization.


SelectedPublications

(1).Zhi Zhao, Zhengjian Bai, and Xiaoqing Jin, A Riemannianinexact Newton-CG method for constructing a nonnegative matrix withprescribed realizable spectrum, Numerische Mathematik, 140(4),827-855, 2018.

(2).Zhi Zhao, Xiaoqing Jin, and Zhengjian Bai, A geometricnonlinear conjugate gradient method for stochastic inverse eigenvalueproblems, SIAM Journal on Numerical Analysis, 54(4),2015-2035, 2016.

(3).Zhi Zhao, Xiaoqing Jin, and Matthew. M. Lin, Preconditionediterative methods for space-time fractional advection-diffusionequations, Journal of Computational Physics, 319,266-279, 2016.

(4).Zhi Zhao, Zhengjian Bai, and Xiaoqing Jin, A RiemannianNewton algorithm for nonlinear eigenvalue problems, SIAM Journalon Matrix Analysis and Applications,36(2),752-774, 2015.



SupportingFunding

RiemannianOptimization Methods for Two kinds of Nonnegative MatrixFactorizations,

No. 11601112, Year:2017-2019

National NaturalFoundation of China, , P. R. China