Li wenbin
Address:
Harbin Institue of Tech - Shenzhen Campus, Building G-606 (518055)
Email:
liwenbin@hit.edu.cn
Phone:
PERSONAL PROFILE
 
School of Science : Mathematics : Applied Math
RESEARCH INTEREST
 
2014/08-2017/08||Michigan State University, Department of Math. Postdoctoral Fellow##2017/09-||Harbin Institute of Tech - Shenzhen. Assistant Professor
EDUCATION  
2010-2014
The Hong Kong University of Science and Technology, Department of mathematics. Doctor of Philosophy in Mathematics (scientific computation and applied math).
2009-2010
Sichuan University, Department of mathematics. Master’s degree student, majored in Computational Math.
2005-2009
Sichuan University, Department of mathematics. Bachelor of Science, majored in ‘Mathematics and Applied Mathematics (Fundamental)’.
RESEARCH & WORK EXPERIENCE  
2014/08-2017/08
Michigan State University, Department of Math. Postdoctoral Fellow
2017/09-
Harbin Institute of Tech - Shenzhen. Assistant Professor
PROFESSIONAL QUALIFICATION & ACADEMIC SERVICE
 
none
RESEARCH PROJECTS
2018/03
HA45001068
RESEARCH ACHIEVEMENT & AWARDS
2018/02
Overseas High-Caliber Personnel in Shenzhen
PATENT
   
none
PAPER & BOOK PUBLICATIONS
Wenbin Li and Shingyu Leung. A fast local level set adjoint state method for first arrival transmission traveltime tomography with discontinuous slowness. Geophysical Journal International (2013) 195(1): 582-596.

Wenbin Li, Shingyu Leung and Jianliang Qian. A level-set adjoint-state method for crosswell transmission-reflection traveltime tomography. Geophysical Journal International (2014) 199(1): 348-367.

Wenbin Li, Wangtao Lu and Jianliang Qian. A level-set method for imaging salt structures
using gravity data. Geophysics (2016) 81(2): G27-G40.

Wenbin Li and Jianliang Qian. Joint inversion of gravity and traveltime data using a
level-set-based structural parameterization. Geophysics (2016) 81(6): G107-G119.

Wenbin Li, Wangtao Lu, Jianliang Qian and Yaoguo Li. A multiple level-set method for
3D inversion of magnetic data. Geophysics (2017) 82(5): J61–J81.

Wenbin Li, Wangtao Lu and Jianliang Qian. A Newton-type Lax-Friedrichs sweeping
method for generalized eikonal equation. Preprint.

Wenbin Li, Shingyu Leung and Hongkai Zhao. An Eulerian Labeling Method for Computing
Multivalued solutions of Eikonal Equations. Preprint.
CONFERENCE PAPERS/TALKS
 
2017/09 SEG Annual Meeting / SEG Technical Program Expanded Abstracts 2017
A multiple level set method for three-dimensional inversion of magnetic data

2016/05 SIAM Conference on Imaging Science: MS-34 & MS-53, Albuquerque, New Mexico, USA
 Joint Inversion of Gravity Data and Seismic Traveltimes Using a Structural Parametrization
 A Level-Set Adjoint-State Method for Cross-well Transmission-Reflection Traveltime Tomography

2015/07 NSF: Algorithms for Threat Detection, Arlington, USA
 A level set method for 3-D inversion of magnetic data
 A level set method for imaging salt structure using gravity data

2014/05 SIAM Conference on Imaging Science: MS-27, Hong Kong
 Joint Transmission and Reflection Traveltime Tomography for Reflector in Inhomogeneous Media Using First Arrivals

2012/07 SIAM Annual Meeting: MS-96, Minneapolis, USA
 Eulerian Approaches for Transmission Traveltime Tomography with Discontinuous Slowness
TEACHING/SUPERVISING EXPERIENCE
2017/09- : Harbin Institute of Tech - Shenzhen
(1) S8700014C: Functional Analysis. Graduate Course, Spring Semester 2018.
2014/08-2017/08: Lecturer in Department of Mathematics, Michigan State University
(1) MTH 132: Calculus. Spring semester 2015; Fall Semester 2015; Spring Semester 2016.
(2) MTH 340: Ordinary Differential Equation. Fall Semester 2014; Fall Semester 2016; Spring Semester 2017.
(3) MTH 320: Analysis I. Summer Semester, 2017.
Updated:2018-09