Numerical Analysis II
Table of Contents
General Information
| Lecturer: | Prof. Habib Ammari | Coordinators: | Alice Vanel | ||
| Andrea Scapin | |||||
| Lecture: | Mon. 13-15 | HG G 5 | |||
| Fri. 13-14 | HG G 5 | ||||
| First lecture: | Mon. 18.02.2019 | First Exercise Class: | Thu. 21.02.2019 |
Assignments
There will be weekly homework assignments available for download from the course web page each Wednesday afternoon. Printouts will not be provided. Homework will include theoretical problems and programming problems, which are to be prepared using Matlab (available at the student computer pools at ETH). The solved theoretical problems should be handed in to your registered assistant in exercise classes.
Programming problems
Please upload your codes via SAM Upload Tool. TAs will also upload the correction to your codes. Since we are not using a server for permanent storage, everything on the server might disappear after several weeks.
Here is a compact introduction on how to use the upload tool: User Guide
Testate condition
As testate conditions are not in place anymore, it is not compulsory, but it is recommended, to hand in the assignments for correction.
Assignment Sheets
You can download the assignment sheets and solutions here:
Exercise Groups
All registered students should have received an email with the registration link to exercise groups. Please login the link under echo.ethz.ch with you nETHZ account.
| Group | Time | Classroom | Tutor |
|---|---|---|---|
| 1 | Thu. 10:15-12:00 | CAB G 51 | Soumil Gurjar |
| 2 | Thu. 10:15-12:00 | CHN D 46 | Maksim Rakhuba |
| 3 | Thu. 10:15-12:00 | LFW C 11 | Lorenzo Baldassari |
| 4 | Thu. 10:15-12:00 | LFW B 3 | Erik Orvehed Hiltunen |
| 5 | Thu. 15:15-17:00 | HG E 33.3 | Sanghyeon Yu |
| 6 | Thu. 15:15-17:00 | HG F 26.3 | Alice Vanel |
Exam
There will be two short, 60-min tests during semester called "Mid-term test" and "End-term test". Both of the tests will consist of only simple and routine problems. One doesn't have to take part in these exams, but those who take part in and do well in these two exams can get bonus in final grade.
Suppose student Z gets x points (out of 60 points) in Mid-term exam and y points (out of 60 points) in End-term exam, then student Z will get 0.25 bonus points in the final grade if x+y > 80.
No programming problems will be involved in "Mid-term test" and "End-term test". Simple examples given in class, important definitions and simple calculations are the possible choices of test problems. No books or notes related to this course are allowed to be used during tests.
The Mid-term exam is planned at 25th, March (Monday), in the same classroom.
The End-term exam is planned at 27th, May (Monday), in the same classroom.
The final exam will be a (computer-aided) written exam. Programming with MATLAB will be involved. It will take place on August 10th, 2019, in room HG G1. The exam will start at 9:0 and end at 12:00. Please arrive 15 mins early.
Previous Exams
| Exam | Templates |
|---|---|
| Winter 2014 | Not available |
| Summer 2014 | Summer 2014 |
| Winter 2015 | Winter 2015 |
| Summer 2015 | Summer 2015 |
| Winter 2016 | Not available |
| Summer 2016 | Summer 2016 |
| Winter 2017 | Winter 2017 |
| Summer 2017 | Summer 2017 |
| Winter 2018 | Winter 2018 |
| Summer 2018 | Summer 2018 |
| Winter 2019 | Not available |
| Summer 2019 | Summer 2019 |
Here you can find the complete version of lecture notes.
Here are the slides that professor used in lectures.
Matlab links:
- K. Sigmon: MATLAB Primer (2on1) (.pdf), Matlab Primer (single), (.pdf) 3rd edition, Gainesville Florida 1993.
- Ch. Mehl and A. Steinbrecher: Learning MATLAB by doing MATLAB (.pdf), four-page tutorial.
- Cleve Moler: Numerical Computing with Matlab, (in particular chapter (.pdf) on ordinary differential equations).
- The MathWorks: MATLAB Online Documentation
- Numerical Recipes: http://www.nr.com/
- Differential Equations in MATLAB 7 by Jaywan Chung(KAIST)
- Aitken-Neville Algorithm
Literature
Note: Extra reading is not considered important for understanding the course subjects.
- Deuflhard and Bornemann: Numerische Mathematik II - Integration gewöhnlicher Differentialgleichungen, Walter de Gruyter & Co., 1994.
- Hairer and Wanner: Solving ordinary differential equations II - Stiff and differential-algebraic problems, Springer-Verlag, 1996.
- Hairer, Lubich and Wanner: Geometric numerical integration - Structure-preserving algorithms for ordinary differential equations}, Springer-Verlag, Berlin, 2002.
- L. Gruene, O. Junge "Gewoehnliche Differentialgleichungen", Vieweg+Teubner, 2009.
- Hairer, Norsett and Wanner: Solving ordinary differential equations I - Nonstiff problems, Springer-Verlag, Berlin, 1993.
- Walter: Gewöhnliche Differentialgleichungen - Eine Einführung, Springer-Verlag, Berlin, 1972.
- Walter: Ordinary differential equations, Springer-Verlag, New York, 1998.