We are an interdisciplinary research team. On one hand we carry out research in some subjects in Geometry. Our main focus is the analysis of geometric problems, which involves tools from the calculus of variations, geometric analysis and nonlinear PDEs. On the other hand we explore new approaches to complex analysis, to low dimensional topology and to image analysis and computer graphics, bringing in the spectrum of mathematical concepts and methods in novel ways.
Variational problems from geometry, harmonic maps, Superliouville equations, minimal surfaces and submanifolds, conformal structures
Low dimensional topology
Finsler Geometry and Contact geometry
Functional Analysis and Partial Differential Equations
Harmonic Analysis and Partial Differential Equations
Variational method and geometric analysis based image analysis and computer graphics
Complex Dynamics of Several Variables, Qualitative Theory of ODE, Complex Analysis and Geometry
Guodu Chen
Yuhao Hu
Sergei Kalmykov
Mijia Lai
Congming Li
Youlin Li
Jin Liang
Langte Ma
Ling Pi
Feng Rong
Fang Wang
Tongrui Wang
Deliang Xu
Hui Yang
Yihu Yang
Yongjia Zhang
Yingchun Zhang
Lili Zhao
Chunqin Zhou
Zijun Zhou
Miaomiao Zhu