Group photo research group dynamical systems 2024

Research group Dynamical Systems

Our research group focuses on the investigation of the long-term behaviour, complexity and stability properties of time-dependent systems. These may be given by differential equations, the iteration of mappings or more general group actions. 
Group photo research group dynamical systems 2024
Image: Zeyu Kang

News

  • Example of an attractor of an iterated function system
    Picture: Tobias Jäger
    Do it yourself fractalsExternal linkde An online generator for fractal attractors of iterated function systems has been programmed by Marta Imke in the context of a student project. It provides a convenient tool that can be used in the context of fractal geometry courses and for other purposes.
  • Strange non-chaotic attractor-repeller triplet in a nonsmooth pitchfork bifurcation.
    Picture: Tobias Jäger
    New DFG-project: Finite topomorphic extensions of equicontinuous systems The DFG has approved a new research project on `Finite topomorphic extensions of equicontinuous systems', aiming at a deeper understanding of broad classes of dynamical systems in the regime of low and intermediate complexity. Examples include mathematical quasicrystals, quasiperiodic Schrödinger cocycles or strange attractors created in nonsmooth bifurcations (as shown on the left).
Group leader
Tobias Oertel-Jäger, Univ.-Prof. Dr
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Professorship of Ergodic Theory and Dynamical Systems
Portrait Tobias Jäger
Image: Anne Günther (University of Jena)
Room 3344
Ernst-Abbe-Platz 1-2
07743 Jena Google Maps site planExternal link
Secretariat
Manuela Scheffel
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Room 3505
Ernst-Abbe-Platz 1-2
07743 Jena Google Maps site planExternal link