Applied Dynamical Systems
Applied dynamical systems is the research field which investigates systems that evolve in time according to a given rule and relate to applications in the sciences. A dynamical system is a mathemtical structure that allows to model a wide variety of problems, in particular from physics.
Our research has a particular focus on pattern formation, nonlinear waves and coherent structures. We also consider fluid flows, e.g. Rayleigh-Benard convection; here is a video by the PostDoc Roland Welter.
Pre-announcement of co-organized conference: Dynamics Days Europe 2024 in Bremen, July 29 - August 2, 2024.
Now hiring PhD in research training group GRK2583 Project M4!
Inquire for departmental PhD or PostDoc positions in applied math!
Requests to support grant proposals are welcome!
Some options for postdoctoral grants:
- Marie Sklodowska-Curie Fellowshop Programme http://ec.europa.eu/research/mariecurieactions/
- Humboldt Research Fellowships https://www.humboldt-foundation.de/web/humboldt-fellowship-postdoc.html
- DAAD https://www.daad.de/en/
A collection of funding options also locally: