Mathematical Principles for
Scientific Computing and Visualization

by Gerald Farin & Dianne Hansford

published by A K Peters, Ltd., May 2008

ISBN: 978-1-56881-321-9

Course Slides

August 2008: Gerald Farin is teaching CPI 400 (Introduction to Scientific Computing and Visualization) for the new Informatics Certificate at Arizona State University. We are posting the slides as they are developed.

Download All: A zip file with all course slides listed below.
 
Chapter Slides
1. Introduction Slides will not be created for this chapter
2. Computational Basics

computational_basics_beamer.pdf
3. Coordinate Systems coordinates_beamer.pdf
4. Background: Numerical Linear Algebra NumLA_intro_beamer.pdf
5. Solving Linear Systems linsys_beamer.pdf
6. Eigen-problems eigen_beamer.pdf
7. Background: Numerical Calculus calculus_intro_beamer.pdf
8. Data Fitting fitting_beamer.pdf
9. Computing Dynamic Processes

ode_beamer.pdf
10. Finding Roots roots_beamer.pdf
11. Computing with Multivariate Functions Multivariate_beamer.pdf
12. Visualizing Empirical Data

viz_emp_beamer.pdf

13. Facets facets_beamer.pdf
14. Visualizing Scalar Data over 2D Data
15. Volume Visualization viz3D_beamer.pdf
16. Background: Computer Graphics