Computer Graphics Laboratory ETH Zurich

Important: These slides were generated as course documentation only. They contain images with unknown copyright. Therefore, the slides are provided exclusively for students attending the course to study the course material. Please do neither copy nor distribute these documents.

1. Introduction
   Intro: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
2. Polynomical Curves
   Curves: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
3. Tensor Product Surfaces & Differential Geometry II
   Surfaces: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
4. Rational Curves and Surfaces
   SurfacesII: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
5. Polygonal Meshes I
   TriangleMeshesI: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
6. Polygonal Meshes II
   ProgressiveMeshes: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   Decimation: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   MeshFairing: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
7. Polygonal Meshes III
   Mesh Parameterization: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
8. Subdivision Surfaces I
   SubdivisionI: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
9. Subdivision Surfaces II
   SubdivisionII: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
   
10. Implicit Surfaces
    Implicit Surfaces: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
    
11. ModelingI
    Modeling I: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
    
12. ModelingII
    Modeling II: [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
    
13. ETH Applied Geometry Group Presentation (Research Discussion and Students Projects)
    [PDF: 6 Slides/Page], [PDF: 1 Slide/Page]
    

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• MeshDemo: Program to demonstrate processing techniques for triangle meshes presented in the course. Based on OpenMesh, written by Michael Sauter and Christian Sigg.
  
  - Binary and models [zip, 6.4MB]
  - Documentation [pdf, 4.1MB]
  - Source Code [zip, 20.2MB]
  
  
• CurveDemo: Applet simulation of Curves:
  - Bezier Demos: a1, a2, a3, a4, a5
  - B-Spline Demos: b1, b2, b3, b4
  
  
• Differential Geometry Movies:
  - knotty curves
  - knotty surfaces

• M. P. Do Carmo: Differential Geometry of Curves and Surfaces, Prentice Hall, ISBN: 0132125897.
• Markus Gross: Graphische Datenverarbeitung. Skript zur Vorlesung, ETH Zürich.
• Subdivision for Modeling and Animation, SIGGRAPH 2000 course.
• Geometric Modeling Based on Triangle Meshes, SIGGRAPH 2006 course.
• G. Farin, J. Hoschek, M.S. Kim (editors): Handbook of Computer Aided Geometric Design, North-Holland, 2002.
• J. Warren, H. Weimer: Subdivision methods for geometric design : a constructive approach, 2002.
• M. Agoston: Computer Graphics and Geometric Modeling, Vol. 1 + 2, 2005.

• Vorlesungslides von Stefan Gumhold, Max-Planck-Institut für Informatik Saarbrücken: http://www.mpi-sb.mpg.de/~sgumhold/
• OpenMesh, a generic and efficient library for representing and manipulating polygonal meshes. http://www.openmesh.org