Mei-Heng Yueh received a Ph.D. degree in Applied Mathematics from National Chiao Tung University. His research mainly focuses on the theory and method of computational geometry. He has developed a system of effective and reliable energy optimization iterative methods for the computation of surface conformal and equiareal parameterizations. This technique has been successfully applied to 3D animation and medical image analysis.
OfficeSA316, Science Building I
- Computational Geometry
- Matrix Theory and Computations
- Numerical Analysis
- Laplacian Matrices of Graphs