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Lecturer: Siddhartha Mishra
Substitute lecturer: Andreas Hiltebrand
Assistants:
Lecture hours: Tuesday, 15-17, HG F 7.
Exercise classes: Thursday, 10-12.
Presence hours: Tuesday, h. 17-18, room HG D 5.3.
No lecture and no exercise classes the first week of the semester.
The lecture notes are uploaded here. For now, the lecture notes are hand written, there will be a computerized version available soon.
Bonus points: from the second assignment on, some of the problems contained in the assignments will be marked as Core problems. Each assignment will contribute with approximatively 4 points, over a total of 20 points for the overall bonus. The core problems will be corrected and full mark for the total of them will give a 20% bonus of the total points in the final exam. This is really a bonus, which means that at the exam you can still get the highest grade without having the bonus points (of course then you need to score more points at the exam).
Correction of coding tasks : only codes that compile will be corrected by the assistants.
Problem sheet |
Template code |
Due date |
Sample solution |
Series 0 |
template_code0.zip |
Warmup, no hand in |
Solution 0, code0.zip |
Series 1 | template_code1.zip | October 13 (h. 24:00) | Solution 1, code1.zip |
Series 2 | template_code2.zip | November 3 (h.24:00) |
Solution 2, code2.zip |
Series 3 | template_code3.zip | November 17 (h.24:00) | Solution 3, code3.zip |
Series 4 |
template_code4.zip |
December 11 (h.24:00) |
Solution 4, code4.zip |
Series 5 |
template_code5.zip |
December 16 (h. 24:00) |
Solution 5, code5.zip |
The tutorial classes take place on Thursdays 10 - 12. Please go to the tutorial class you are registered in.
Teaching assistant |
Room |
Michel Breyer + Alessio Zanchettin |
HG D 7.2 |
Carlo Del Don |
HG E 22 |
For this course, you will need to have the following available:
Full install instructions are available.
The course gives an introduction to the numerical methods for the solution of ordinary and partial differential equations that play a central role in engineering applications. Both basic theoretical concepts and implementation techniques necessary to understand and master the methods will be addressed.
Students should be able to:
Programming Language: C++.
See a more comprehensive list on the VVZ.
The following references are not meant as course material, but as supplementary reading beyond the course lecture notes.
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