Internetseminar `Ergodic Structure Theory and Applications' (Winter Semester 2024/25)
- Lecturer: apl. Prof. Dr. Peer Christian Kunstmann, Dr. Patrick Tolksdorf, Prof. Dr. Dorothee Frey, Prof. Dr. Roland Schnaubelt
- Classes: Lecture (0105000)
- Weekly hours: 2
- Audience: Mathematics (from 7. semester)
| Schedule | |||
|---|---|---|---|
| Lecture: | Monday 11:30-13:00 | 20.30 Raum -1.008 | Begin: 21.10.2024 |
| Lecturers | ||
|---|---|---|
| Lecturer | apl. Prof. Dr. Peer Christian Kunstmann | |
| Office hours: Thursday, 13 - 14 Uhr | ||
| Room 2.027 Kollegiengebäude Mathematik (20.30) | ||
| Email: peer.kunstmann@kit.edu | Lecturer | Dr. Patrick Tolksdorf |
| Office hours: | ||
| Room 2.046 Kollegiengebäude Mathematik (20.30) | ||
| Email: patrick.tolksdorf@kit.edu | ||
The internet seminar on evolution equations has been organized every year since 1997 by several working groups in Germany, Italy, Hungary and the Netherlands. It was founded by the functional analysis group in Tübingen. The participants are advanced master students and Ph.D students. From October to February the participants obtain weekly study material at a website. They are supervised by local coordinators at their university (in Karlsruhe: P.Kunstmann and R. Schnaubelt). From March to June they work in (internationally mixed) small groups on a project and report on it in June at the final workshop.
This internet seminar is organised by Asgar Jamneshan (Dresden), Henrik Kreidler (Wuppertal) and Rajula Srivastava (Bonn). It discusses ergodicity, mixing properties, and structure theory of measure preserving systems, as well as applications to, e.g., number theory. Basic knowledge in functional analysis and integration theory is needed.
One can register for the internet seminar at its web page, where further information is given. In Karlsruhe we will discuss the weekly material in the lecture (or better: the reading course) Internetseminar für Evolutionsgleichungen. You can find the history of this series of seminars on the internet seminar web site of our group.