Education
Ph.D Applied Math, December 2010
University of California Los Angeles, USA
Thesis title: Local, Non-local and Global Methods in Image Reconstruction
Supervisors: Andrea Bertozzi and Stefano Soatto
M.S. Applied Math, June 2007
University of California Los Angeles, USA
B.S. Applied Math, June 2005
Peking University, Beijing, China
GPA: 3.92/4.0 Ranking: 3/24
Thesis title: Numerical Methods in Image Restoration
Supervisor: Tie Zhou
Graduate Courses taken at UCLA
Math
Ordinary/Partial Differential Equations (266ABC)
Advanced Numerical Analysis (269ABC)
Computational Linear Algebra by L. Vese (270C)
Computational Fluid Dynamics by S. Osher (270D)
Asymptotic Methods by P. Roberts (274A)
Level set Methods by S. Osher (285J)
Mulitgrid Methods by B. Achi (285J)
Stat
Pattern Recognition and Machine Learning by A. Yuille (STAT 231)
Statistical Modeling and by S. C. Zhu (STAT 232A)
Vision as Bayesian Inference by A. Yuille (STAT 238)
EE/CS
Nonlinear Programming by L. Vandenberghe (EE 236B)
Machine Perception by S. Soatto (CS 268)
Visual Recognition by S. Soatto (CS 279)
Course Projects
Learning empirical distributions and face recognition with Adaboost
Nonlinear two-view reconstruction using epipolar geometry, SIFT and RANSAC