Reader Notes (from Past Course Offerings)

• Handout N08. Affine vs. Projective Geometries. Dan Goldman.
• Handout N09. Coordinates and Transformations. Steve Farris.
• Handout N11. Transformations. Patric Teo.
• Handout N12. Representing Rotations with Quaternions. Lyle Ramshaw (co-instructor).
• Handout N13. Quaternions. Mark Clayton
• Handout N15. Homogeneous Coordinates. Arturo Puente.
• Handout N16. Different Kinds of Geometries. John Zhang.
• Handout N17. Rotations. Apostolos Lerios.
• Handout N18. Polynomials. Mark Kust.
• Handout N19. The Polar Forms of Polynomial Curves. Lyle Ramshaw (co-instructor).
• Handout N20. Polynomials. Peter Chang.
• Handout N21. Polar Forms of Cubic Polynomial Curves. Charles Lee.
• Handout N22. Spline Curves. Andrew Grenville.
• Handout N23. Joints and Splines via Polar Forms. Lyle Ramshaw (co-instructor).
• Handout N24. B-Splines. Brad Adelberg.
• Handout N25. Rational Curves; Tensor Product Surfaces. Dave Wilkins and Nina Billawala.
• Handout N26. Total-Degree Surfaces. Mark Dobbrow.
• Handout N27. Continuity Aspects of Spline Curves. Joao L. Comba.
• Handout N30. Boundary Representations of Solids. Jim Stewart.
• Handout N31. Manipulations with Quad-Edge Data Structures. Mike Lenz and Michael Goldwasser.