ZHANG Qiang

Department of Mathematics

West Building, 209

Nanjing University,

Hankou Road 22, 210093,

Nanjing, Jiangsu province, China

 

Office telephone: (025) 83596053

 

 

 

 

 

Brief CV

 

µ B.S., June 1993, Nankai University, Tianjin

µ M.S., June 1996, Nankai University, Tianjin

µ Ph. D., June 1999, Nankai University, Tianjin

µ Postdoc, July 2000-June 2002, University of Science and Technology

 

µ Lecturer, Jul 1999-Nov 2002, Nankai University, Tianjin

µ Associate Professor, Dec 2002-Feb 2008, Nankai University, Tianjin

µ Professor, Mar 2008-present, Nanjing University, Nanjing, Jiangsu

 

µ Visiting Research Fellow, Mar 2004-Aug 2004, National University of Singapore, Singapore

µ Volunteer Teacher, Mar 2007-Jan 2008, Kashgar Teachers College, Kashgar, Xinjiang

µ Visiting professor, Feb 2011-Jun 2011, Brown University, USA

 

 

 

 

 

Research

 

◆ Numerical analysis on the stabilized finite element methods for time-dependent partial differential problems, such as the conservation laws and the convection-dominated diffusion equations, and so on.

◆ Current interesting includes the (local) discontinuous Galerkin methods and the streamline diffusion finite element methods.

 

◆ Numerical simulations for

        1.  Convection-dominated diffusion problems,    

        2.  Degenerated parabolic problems, and 

        3.  Applications in fluid dynamics.

 

  Publications      Grants       Talks       Favorites            

 

 

 

 

Please contact me at qzh@nju.edu.cn if you are interested in pursuing MS or PH degree in Numerical analysis / Science computing / Numerical methods for partial differential equations.

Teaching

 

◇ Current Teaching,  2017-2018

Ø Numerical methods for partial differential equations

 

             List of typos for the Chinese textbook

                   The finite difference methods for partial differential equations

 

◇ I  have also taught

Ø Numerical methods for partial differential equations

Ø Numerical methods and experiments II

Ø The finite element Method and the finite difference method

modified in May 2018 by me

Conference：

 

◇ May 31,2018  - June 4, 2018

Ø The fourth international workshop on the development and application of high order numerical methods