TRR 191 - Symplectic methods of infinite dimensional systems (Subproject B06)

Overview

Symplectic methods lead to significant progress also for infinite-dimensional dynamical systems (mostly in the form of PDEs). This project considers two instances of such systems, and we intend to (i) construct new solutions of the Einstein equations using integrability methods (via symmetries of the spacetime); and (ii) significantly expand the understanding of the global dynamics of the Vlasov-Poisson system, a well-known kinetic PDE system.

Key Facts

Grant Number:
281071066
Project type:
Research
Project duration:
01/2017 - 12/2020
Funded by:
DFG
Website:
Homepage

More Information

Principal Investigators

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Prof. Dr. Igor Burban

Algebra

About the person
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Markus Kunze

Universität zu Köln

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Stefan Suhr

Ruhr-Universität Bochum

About the person (Orcid.org)