Research Work on Quadrics |
An Algebraic Condition for the Separation of Two EllipsoidsWenping Wang, Jiaye Wang and Myung-Soo Kim.Computer Aided Geometric Design, 18(6):531-539, 2001 [pdf] |
Enhancing Levin's Method for Computing Quadric-Surface IntersectionsWenping Wang, Ronald Goldman, and Changhe Tu.Comput. Aided Geom. Des. 20, 7 (October 2003), 401-422. [pdf] |
Efficient Collision Detection for Moving Ellipsoids using Separating PlanesW. Wang, Y-K. Choi, B. Chan, M-S. Kim and J. Wang.Computing, 72(1-2):235-246, 2004 [pdf] |
Continuous Collision Detection for Two Moving Elliptic DisksYi-King Choi, Wenping Wang, Yang Liu and Myung-Soo Kim.Transaction on Robotics, 22(2):213-224, 2006 [pdf] |
Using Signature Sequences to Classify Intersection Curves of Two QuadricsChanghe Tu, Wenping Wang, Bernard Mourrain, Jiaye Wang.Computer Aided Geometric Design, 26(3):317-335, 2009 [pdf] |
Continuous Collision Detection for EllipsoidsY.-K. Choi, J.-W. Chang, W. Wang, M.-S. Kim and G. Elber.IEEE Transactions on Visualization and Computer Graphics, 15(2), 311–325, 2009. [pdf] |
An Algebraic Approach To Continuous Collision Detection For EllipsoidsX. Jia, Y.-K. Choi, B. Mourrain and W. Wang.Computer Aided Geometric Design, 28 (3), 164–176, 2011. [pdf] |
Continuous Detection of the Variations of the Intersection Curves of Two Moving Quadrics in 3-Dimensional Projective SpaceX. Jia, W. Wang, Y.-K. Choi, B. Mourrain and C. Tu.TR-2012-15, Department of Computer Science, The University of Hong Kong, 2012. Submitted to Journal of Symbolic Computation 2014. [pdf] |
Continuous Collision Detection for Composite Quadric ModelsY.-K. Choi, W. Wang, B. Mourrain, C. Tu, X. Jia and F. Sun.Graphical Models, 76(5): 566–579, 2014. [pdf] |