Introduction to Scientific Computing

Results of ODE1 exam will be shown on Monday, 26.09. at 10:00h in seminar room, Institute of Scientific Computing

Lecturer
Dr. Bojana Rosic


Assistant



Schedule
Lecture: Wednesday, 11:30-13:00, RR 58.1 (Rebenring 58)

LAST UPDATE: Exercises: Thursday, 14:00, MS 3.3 (Mendelssohnstr. 3)

Start

Prerequisites

Target group

Certificates

Office hours

Homework

• To download books and papers here: http://www.biblio.tu-bs.de/semapp/, click on "Prof. Hermann G. Matthies > Introduction to scientific computing (ODE1)" and then on the corresponding buttons "Volltext anzeigen"
• A script for the lecture is available here: PDF
• A very good introductory book is "Scientific computing: an introductory survey" by Michael T. Heath which is available in the "Lehrbuchsammlung" of the University-Library

• Lecture 1 (course overview) click for pdf
• Lecture 2 (Machine precision and condition number) click for pdf

• Lecture 3 (Difference equation (first order linear)) click for pdf
• Lecture 4 (Difference equation and stability) click for pdf
• Lecture 5 (Fixed point iterations) click for pdf
• Lecture 6 (Linear systems of equations) click for pdf
• Lecture 7 (Conjugate gradient methods) click for pdf
• Lecture 8 (Newton methods) click for pdf
• Lecture 9 (ODE, Fixed Points and Stability) click for pdf
• Lecture 10 (Numerical integration) click for pdf
• Lecture 11 (One step methods) click for pdf
• Lecture 12 (Multistep methods)click for pdf
• Lecture 13 (Convergence and stability)click for pdf
• Lecture 14 (general overview)click for pdf

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