POSTDOCS

Dr. Yong Liu, June 2019 -- May 2021
PhD in 2019 from School of Mathematical Sciences, University of Science and Technology of China
Current affiliation: Institute of Computational Mathematics, Chinese Academy of Sciences

Dr. Yanzeng Chang, September 2008 -- July 2010
PhD in 2008 from Department of Mathematics, Shangdong University
Current affiliation: Department of Mathematics, Beijing University Chemical Technology

Dr. Weibin Deng, December 2002 -- November 2004
PhD in 2002 from Department of Mathematics, Nanjing University
Current affiliation: Department of Mathematics, Nanjing University

Dr. Weiying Zheng, June 2002 -- May 2004
PhD in 2002 from Department of Mathematics, Peking University
Current affiliation: Institute of Computational Mathematics, Chinese Academy of Sciences

Dr. Haijun Wu, December 2000 -- November 2002
PhD in 1999 from Department of Mathematics, Jilin University
Current affiliation: Department of Mathematics, Nanjing University

Dr. Xingye Yue, August 2000 -- July 2002
PhD in 1998 from Department of Mathematics, Suzhou University
Current affiliation: Department of Mathematics, Suzhou University

STUDENTS

Zecai Chen, MS in June 2020
Thesis: A High-order Unfitted FEM for Helmholtz Interface Problems

Shiqi Zhou, PhD in May 2019
Thesis: Inverse Elastic Scattering Problems in the Half Space

Shaofeng Fang, PhD in May 2018
Thesis: The Reverse Time Migration Method in Geophysical Inverse Problems

Wenlong Zhang, PhD in May 2017 (Co-advised with Habib Ammari)
Thesis: Forward and Inverse Problems Under Uncertainty

Ke Li, PhD in May 2017
Thesis: A High Order Immersed Wavelet Discontinuous Galerkin Method

Chao Liang, PhD in May 2015
Thesis: The Perfectly Matched Layer Method for Scattering Promblem with Discontinuous Wave Number: Theory and Applications

Xueshuang Xiang, PhD in May 2014
Thesis: Numerical Methods for the Computation of High Frequency Waves

Guanghui Huang, PhD in May 2014
Thesis: Reverse Time Migration Methods for Inverse Scattering Problems

Ming Liu, PhD in May 2013
Thesis: The Mixed Finite Element Method for Reservoir Simulation in Porous Media

Zedong Wu, PhD in May 2012
Thesis: Adaptive Immersed Finite Element Methods

Xiaohui Zhang, PhD in May 2011
Thesis: Adaptive Perfectly Matched Layer Methods and Its Applications in Elastic Wave Scattering Problems

Li Zhao, PhD in May 2010 (Co-advised with Gang Bao)
Thesis: Numerical Simulation of Near-Field Optics

Xinming Wu, PhD in May 2008
Thesis: The Adaptive Uniaxial Perfectly Matched Layer Method and its Applications in Scattering Problems

Yuanming Xiao, PhD in May 2008
Thesis: hp Adaptive Finite Element Methods for 2D Scattering Problems and Adaptive Finite Element Methods for 3D Interface Problems

Junqing Chen, PhD in May 2007
Thesis: Adaptive Finite Element Methods for 3-D Electromagnetic Fields: Time-harmonic Scattering Problems and Eddy Current Problems

Jie Xiao, PhD in May 2006
Thesis: An Adaptive Continuous-Discontinuous Finite Element Method for Elliptic Problems with Discontinuous Coefficients

Minxing Chen, PhD in May 2006 (Co-advised with Weinan E)
Thesis: Modified RATTLE Method for Constrained Dynamics and its Applications to Reduced Normal Mode Analysis

Huang Ye, PhD in October 2005
Thesis: Multiscale Methods in Heterogeneous Porous Media

Jianhua Yuan, PhD in July 2005
Thesis: The Finite Element Theory of the Closed Waveguide Problems in Heterogeneous Media

Xueze Liu, PhD in July 2005
Thesis: Adaptive Methods for Electromagnetic Scattering Problems

Guanghua Ji, PhD in July 2004
Thesis: A posteriori error analysis and adaptive FE methods for convection-diffusion problems

Long Wang, PhD in July 2004
Thesis: Adaptive multigrid computation for Maxwell equations

Feng Jia, MS in July 2001
Thesis: Implementation of adaptive finite element methods for parabolic equations with strongly discontinuous coefficients

Shibin Dai, MS in July 2000
Thesis: Adaptive finite element methods for elliptic equations with strongly discontinuous coefficients

Jian Zhang, MS in July 1998
Thesis: Implementation of adaptive finite element methods for elliptic equations