Computer Animation CS838 - Spring 2000

Papers in Reader #2:

1. Catmull. A System for Computer Generated Movies.Proceedings of the 1972 ACM annual conference.
2. Grassia, F. S. Motion Editing: Mathematical Foundations. SIGGRAPH '99 Course Notes.
3. Shoemake, K. Animating Rotation with Quaternion Curves. SIGGRAPH '85. (the original version has some known typos, in the SIGGRAPH '91 Course Notes "Math for Computer Graphics" it is reprinted with corrections).
4. Shoemake, K. Quaternions. On-line paper. (citation unknown)
5. Grassia, S. Practical Parameterization of Rotations using the Exponential Map. Journal of Graphics Tools, 3(3), 1998.
6. Maciejewski, A. Dealing with the Ill-Conditioned Equations of Motion for Articulated Figures. IEEE Computer Graphics and Applications, May 1990.
7. Zhao, J and Badler, N. Inverse Kinematics Positioning Using Nonlinear Programming for Highly Articulated Figures. ACM Transactions on Graphics, October 1994.
8. Witkin, A. and Baraff D. Course Notes "An introduction to Physically Based Modelling." SIGGRAPH Course Notes
   Differential Equation Basics
   Particle System Dynamics
   Constrained Dynamics
9. Miller, G. The Motion Dynamics of Snakes and Worms. Proceedings SIGGRAPH '88.
10. William T. Reeves, "Particle Systems - A Technique for Modeling a Class of Fuzzy Objects", ACM Transactions on Graphics, Vol 2:2.
11. Witkin, A. Fleischer, K. and Barr, A. Energy Constraints on Parameterized Models. Proceedings SIGGRAPH '87.