Computer Graphics (BMINF002)


Lecturer: Prof. Dr. Renato Pajarola
Assistant: Gregory Wyss
Time: Monday 14-15:45
Location: Binzmühlestrasse: BIN 2.A.01
Language: English
OLAT Link: 16FS Computer Graphics
VVZ Link: Vorlesungsverzeichnis, Modul Computer Graphics


Computer graphics has ubiquitously penetrated our modern life, be it from the special effects in movies, gaming consoles, interactive graphics on handheld devices or data visualization on the PC. The foundations of interactive 3D computer graphics include a wide range of topics such as graphics systems architectures, polygonal 3D modeling, illumination and shading from light, vector and matrix operations, geometric transformations, viewing in 3D, visibility and occlusion culling, clipping and screen rasterization. In this lecture we will review these foundations of 3D graphics, and additionally touch on a few advanced concepts such as ray-tracing. The lecture will be accompanied by a practical lab section with graphics programming performed in Open GL and C/C++. It is recommended to take this lab course Computer Graphics Lab (BINFP601, MINFP601) in addition to this lecture.


Foundations of interactive 3D computer graphics such as graphics systems, polygonal modeling, illumination and shading, geometric transformations, viewing in 3D, visibility, clipping, rasterization, and ray-tracing.

  • 3D Object Modeling and Representation
  • Illumination and Shading
  • Geometric Transformations
  • Viewing in 3D
  • Visible Surface Methods
  • 2D Raster Graphics Algorithms
  • Graphics Rendering Pipeline
  • Advanced Techniques in Interactive Rendering
  • Ray-Tracing


  1. Interactive Computer Graphics: A top-down approach with shader-based OpenGL. by Edward Angel and David Shreiner, Addison-Wesley. 6th Edition, 2012.

Completion Requirements


As a standing homework assignment you are required to read the corresponding book chapters in parallel to the lectures covering them. Read the following suggested book chapters from [1] in accordance with the corresponding class lectures:

  • Introduction: Chapters 1, 2.1-2.6
  • Vectors and Geometric Models: Chapters 3.1-3.5, 4.9, 8.1-8.4, 8.8 and Appendix B
  • Geometric Transformations and Matrices: Chapters 3.7-3.11 and Appendix C
  • Illumination and Shading: Chapter 5
  • Rasterization: Chapters 6.1-6.2, 6.8-6.10, 6.12
  • Mapping: Chapter 7
  • Viewing: Chapters 4.1-4.7
  • Visibility: Chapters 4.8, 4.10, 6.11
  • Ray Tracing: Chapters 11.1-11.4


To take part in the final written exam of the lecture (BMINF002), students must have completed a minimum number of homework assignments distributed in the lecture as communicated in class.


The lecture will be completed with a written exam at the end of the semester. The exam is scheduled according to the standard UZH/OEC/IFI regulations, see also the VVZ link (at the top).

Tentative Schedule Topics Slides Exercises
Week 1 Introduction All slides can be found on OLAT (see link at the top).
Week 2 Graphics API
Week 3 Polygons, Vectors
Week 4 Matrices, Transformation
Week 6
Week 8 Illumination
Week 9 Viewing
Week 10 Visibility
Week 11 Clipping
Week 12 Rasterization
Week 13 Mapping
Week 14 Ray Tracing