Ying He

Associate Professor
School of Computer Engineering
Nanyang Technological University
50 Nanyang Avenue, BLK N4-02a-22

Phone: +65 6514 1008
Email:  yhe `at` ntu.edu.sg
URL:   http://www.ntu.edu.sg/home/yhe 

Education

Working Experience

Teaching

Lecture

• DM6101 Advanced Computer Graphics, AY2011/12, Semester 1, 47 students
• DM6101 Advanced Computer Graphics, AY2010/11, Semester 1, 65 students
• DM6101 Advanced Computer Graphics, AY2009/10, Semester 1, 99 students
• DM6101 Advanced Computer Graphics, AY2008/09, Semester 1, 76 students
• DM6101 Advanced Computer Graphics, AY2007/08, Semester 1, 55 students
• DM6101 Advanced Computer Graphics, AY2006/07, Semester 1, 35 students

• CPE204 Discrete Mathematics & Algorithms, AY2011/12, Semester 2, 21 students
• CSC106 Discrete Mathematics, AY2010/11, Semester 2, 244 students
• CSC106 Discrete Mathematics, AY2009/10, Semester 2, 226 students
• CSC106 Discrete Mathematics, AY2008/09, Semester 2, 125 students
• CSC106 Discrete Mathematics, AY2007/08, Semester 2, 64 students

Tutorial

• CE/CZ1001 Discrete Mathematics, 11/12 S1;
• CSC204 Computer Graphics and Applications, 11/12 S1, S2; 10/11, S1, S2; 07/08 S2;
• CSC106 Discrete Mathematics, 07/08 S2; 08/09 S2; 09/10 S2;
• CPE 204 Discrete Mathematics and Algorithms, 07/08 S1; 08/09 S1; 09/10 S1;
• CPE 207 Software Engineering, 06/07 S2;

Research Interests

My research interests fall into the general areas of visual computing. I'm particularly interested in the problems which require geometric analysis and computation. I have applied geometric approaches to a wide spectrum of engineering fields, including computer graphics, computer-aided design, multimedia, wireless networking, and medical imaging. I lead the Geometric Modeling and Processing group. See http://gmp.sce.ntu.edu.sg for details.

Grants

Selected Recent Publications

* denotes my supervised/co-supervised NTU students and research staff

Journal papers

Referred conference papers

Program Committee Member

Research Team

I lead the Geometric Modeling Group with more than 10 PhD students and research staff.

Former members

University Services

Demonstrations


1) Making burr puzzles from 3D models

2) Geodesic loops

3) Metric driven N-Rosy design

4) Hexahedral shell mesh construction via polycube map

5)  An effective illustrative visualization framework based on photic extremum lines (PELs)

6) K-set tilable surfaces

7) Laplacian lines

8) Polycube map

9) Sketched based sitting pose design

10) real-time computation of photic extremum lines (PELs)

11) Editable Polycube Map for GPU-based Subdivision Surfaces

12) An Interactive Multi-touch Sketching Interface for Diffusion Curves

13) LayerPaint: A Multi-Layer Interactive 3D Painting Interface


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