Seminar with seminar paper, differential equations
101.570, winter term 2023
Dates
Preliminary meeting: Tuesday 10.10.2023 15:00, Sem.R. DB gelb 05A
Talks: Tuesdays from 15:00, Sem.R. DB gelb 05A
Date | Speaker | Topic | Advisor |
---|---|---|---|
24.10.2023 | Markus Faustmann | Tips for talks and theses | Slides |
07.11.2023 | Kaiser Alina | Basics of dynamical systems | GSK |
14.11.2023 | Blikharska Lidiia | Introduction to Hamiltonian systems | GSK |
14.11.2023 | Briceno Veronica | Introduction to Hamiltonian systems | GSK |
21.11.2023 | Kaltenbacher Cornelia | Chaotic dynamics | MF |
28.11.2023 | Katzenbeisser Alexander | Nekhoroshev theorem | MF |
05.12.2023 | Engl Florian | Lorentz attraktor | GSK |
12.12.2023 | Blaha Stephanie | Nearly integrable Hamiltonian systems | MF |
12.12.2023 | Trojanowski Michal | Numerical simulation of 3-body problem | MF |
19.12.2023 | Sichert Lukas | The Melnikov method | MF |
09.01.2024 | Hölzl Andrä | Poincare recurrence theorem | MF |
16.01.2024 | Rihs Rebecca | Diskrete dynamical systems | GSK |
23.01.2024 | Yetim Serra | Van der Pol equation | GSK |
Grading
The students give lectures. Some textbooks and supplementary documents serve as a basis for the talks. The given topics are to be elaborated and presented in a lecture of about 75 minutes.
A brief written summary (not to exceed 2 pages) is to be provided for the other participants at the presentation. A seminar paper of approximately 10-15 latex pages is to be submitted no later than the end of March 2024.
The preparation of the lecture and the seminar paper will be supervised. Attendance at all seminar meetings is expected.