Exercises to Numerics of stationary differential equations
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| 16.10.23 | The date for the exercise class is fixed: Monday 16-18 in S09. | |
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| 28.08.23 | The homepage is online. | |
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Important links
Organisation and registration
- All students in examination regulations that are administered in Alma must register there both for the examination and for participation in the examinations. This concerns the following examination regulations: B.Sc. PO 2017 and 2019, B.Ed. Gymnasium PO 2016
and 2018, B.Ed. Vocational Schools PO 2015 and 2018, B.Ed. Preliminary Achievements Extension Subject PO 2019, M.Ed. Vocational Schools PO 2018, M.Ed. Extension Subject PO 2020. All information in this regard is without guarantee, in case of doubt check your exam regulations/module handbook .
Schein allocation
- Non-subject students (not mathematics or physics) can obtain their certificate from the sectreraty (9:00-12:00).
- Students of mathematics and physics do not need a certificate, the results are automatically sent to the examination office. If you still need a certificate, please contact Dominik Sulz.
Registration for exam
- Please register with Dominik Sulz by 19/12/2023 at the latest if you already have a retreat registration from earlier semesters.
- You must register for both the main and second exams on Alma.
Lecture notes
Here you can find some old lecture notes in german:
Exercise sheets
The exercise sheets are published here each Monday.
Exercise class
- The exercises take place each
Monday, 16-18 in room S09.
- Every Monday, a new exercise sheet is published. You have one week to prepare the solutions.
- At the beginning of the exercise session, the participants tick the exercises they have solved. Tick the exercise only if you consider it to be meaningfully worked on and are able to present it without further preparation.
- In the event of illness, notify your tutor in advance and submit your work via mail.
- The tutor decides who is to demonstrate which task.
- If it becomes clear during the presentation that the exercise was not understood or contains major errors, all ticks of the relevant exercise sheet of the student will be scored as not ticked.
- In case of repetition, all exercises crossed in the semester by the student in question will be counted as unticked.
Programming exercises
- During the course of the semester, programming tasks will be given, probably one on every second exercise sheet (chanings regarding the number reserved). The processing time
is usually 2 weeks. If there is enough time, we will discuss the programming tasks in the tutorials.
- Approved programming languages are Matlab (or others after consultation with the tutor).
- Please hand in your code via Mial to dominik.sulz@uni-tuebingen.de until lates 12 o'clock s.t. .
- Programs that are not running or submitted too late or programs without comments will be considered as not submitted without comment.
- A programming exercise can be graded as accepted or as non accepted only.
- A submission in teams to a maximum of 2 people is possible, but all team members on the submission must be clearly identifiable.
- The tutor reserves the right to invite any participant to the office hours at any time for a individual test .
Schein allocation/Exam prerequisites
- In order to be admitted to the exam, at least 50% of the theoretical exercises must be ticked and 50% of the programming exercisese must be graded as accepted.
- Prerequisite for a Schein is the passing of the exam.
- The presence in the exercise class and a active participation in the same are required.
Further literature
Analytical background:
- Alt, H.W.: Lineare Funktionalanalysis, 5. Auflage, Springer, 2006.
- Evans, L.C.: Partial Differential Equations, American Mathematical Society, 1998.
- Adams, R: Sobolev Spaces, 2. Auflage, Academic Press, 2005.
Boundary value problems:
- Ascher, U., Mattheij, R., Russell, R.: Numerical Solution of Boundary Value Problems for Ordinary Differential Equations, SIAM 1995.
- Deuflhard, P., Bornemann, F.: Numerische Mathematik 2. Gewöhnliche Differentialgleichungen, 3. Auflage, de Gruyter, 2008.
Numerics of partial differential equations:
- Atkinson, K. and Han, W.: Theoretical numerical analysis: a functional analysis framework, 2. Auflage, Springer, 2007.
(Enthält Funktionalanalysis und Analyse auch.)
- Braess, D.: Finite Elemente, 4. Auflage, Springer, 2007.
- Deuflhard, P., Weisser, M.: Numerische Mathematik 3. Adaptive Lösung partieller Differentialgleichungen, de Gruyter, 2011.
Contact person: Dominik Sulz. If you have any questions, just come by my office or write me an email!
