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NAME：Huangjinzhi

Degree：Doctor of Philosophy

Organization：School of Mathematical Sciences

Email：jzhuang21@suda.edu.cn

Office Location：Vigtang 213

Tel：

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Biography

  • Organization：School of Mathematical Sciences
  • Tel：
  • Gender：female
  • Email：jzhuang21@suda.edu.cn
  • Post：
  • Office Location：Vigtang 213
  • Graduate School：Tsinghua University
  • Address：No. 1, Shizi St., Gusu Dist., Suzhou, Jiangsu Prov.
  • Degree：Doctor of Philosophy
  • PostCode：215006
  • Academic Credentials：
  • Fax：

Education

Education：

B.S.: Sept. 2011 - Jul. 2015

Tsinghua University, Beijing, China 

Department of Mathematical Sciences

Major in Computational Mathematics


Ph.D.: Sept. 2015 - July 2020

Tsinghua University, Beijing, China

Department of Mathematical Sciences

Major in Computational Mathematics

Supervisor: Prof. Zhongxiao Jia

Professional Experiences

Work Experience：

Aug. 2020 - May 2021: Research Associate

Tsinghua University, Beijing, China

Department of Mathematical Sciences 

Advisor: Prof. Zhongxiao Jia


May 2021 - Present: Lecture

Soochow University, Suzhou, Jiangsu Province

School of Mathematical Sciences

Overview

Resume：

Professional Service

Social Position：

Research

Research Field：

Research interests:

Numerical Linear Algebra, Scientific Computation

 

Teaching

Open Course：

Projects

Research Project：

Publications

Thesis：

[1] J. Huang and Z. Jia, On inner iterations of Jacobi-Davidson type methods for large SVD computations, SIAM J. Sci. Comput., 41 (2019), pp. A1574{A1603.

[2] J. Huang and Z. Jia, On choices of formulations of computing the generalized singular value decomposition of a matrix pair, Numer. Algor., 87(2021), pp. 689–718. 

[3] J. Huang and Z. Jia, Two harmonic Jacobi–Davidson methods for computing a partial generalized singular value decomposition of a large matrix pair, Journal of Scientific Computing, 93(41)(2022), 29 pages.

[4] J. Huang and Z. Jia, A cross-product free Jacobi–Davidson type method for computing a partial generalized singular value decomposition of a large matrix pair, Journal of Scientific Computing, 94(3)(2023), 32 pages.

Books&Patents

Books Writings： Patents Patent：

Honors

Honor Reward：

Supervision

Enrollment：