7th Bremen Summer School and Symposium
Dynamical systems - pure and applied, August 5-9, 2019
Dynamical systems - pure and applied, August 5-9, 2019
This is the homepage for the
7th Bremen Dynamics Summer School and Symposium on
Dynamical systems -- pure and
applied to be held at the Department of Mathematics of
the University of Bremen. It will consist of lecture courses, a
number of research talks and a poster session. The meeting will
take place in
room MZH 1470.
All participants are invited to present a poster at our poster
session.
We are happy to announce that there will be no conference fee, thanks to a grant from the DFG (German Research Funding Organisation).
For snacks and coffee during the conference, we ask for 10 EUR from each participant.
For snacks and coffee during the conference, we ask for 10 EUR from each participant.
Summer School
Lecture Courses:
Topics in Thin Groups
Alex Kontorovich (Rutgers University, USA)
Dynamical cross-diffusion systems: modeling, analysis, numerics
Ansgar Jüngel (TU Vienna, Austria)
Ergodic Theorems
Tanja Eisner (University of Leipzig, Germany)
Alex Kontorovich (Rutgers University, USA)
Dynamical cross-diffusion systems: modeling, analysis, numerics
Ansgar Jüngel (TU Vienna, Austria)
Ergodic Theorems
Tanja Eisner (University of Leipzig, Germany)
Public Lecture:
Paradoxical decompositions, groups and growth
rates
Richard Sharp (University of Warwick, UK)
The Banach-Tarski paradox says that it is possible to decompose a 3-dimensional ball into a finite number of pieces and rearrange them to form two copies of the original ball. This is perhaps the most striking example of the type of paradoxical decompositions that were discovered in the early 20th century. It was already realised in the 1920s that these decompositions are intimately related to the structure of the underlying symmetry groups. Perhaps even more surprising, the last 60 years have seen that this theory is related to an apparently very different set of problems: understanding some of the growth (or decay) rates that occur in probability, geometry and chaotic dynamics. I will discuss some of these topics and the connections between them.
Wednesday, August 7, 18:00 - 19:00, Haus der Wissenschaft, Sandstraße 4/5, 28195 Bremen
Richard Sharp (University of Warwick, UK)
The Banach-Tarski paradox says that it is possible to decompose a 3-dimensional ball into a finite number of pieces and rearrange them to form two copies of the original ball. This is perhaps the most striking example of the type of paradoxical decompositions that were discovered in the early 20th century. It was already realised in the 1920s that these decompositions are intimately related to the structure of the underlying symmetry groups. Perhaps even more surprising, the last 60 years have seen that this theory is related to an apparently very different set of problems: understanding some of the growth (or decay) rates that occur in probability, geometry and chaotic dynamics. I will discuss some of these topics and the connections between them.
Wednesday, August 7, 18:00 - 19:00, Haus der Wissenschaft, Sandstraße 4/5, 28195 Bremen
Symposium Speakers:
Large fronts in nonlocally coupled systems using Conley-Floer homology
Bente Bakker (University of Leiden, The Netherlands)
Computing Ruelle resonances of chaotic dynamical systems
Oscar Bandtlow (Queen Mary University of London, UK)
Connecting dynamical systems and inverse spectral theory
Martina Chirilus-Bruckner (University of Leiden, The Netherlands)
On the possibility of a growth gap for counting
periodic orbits in non-compact covers
Rhiannon Dougall (University of Bristol, UK)
On non-linear pseudo Anosov maps and parabolic flows
Paolo Giulietti (Scuola Normale Superiore Pisa, Italy)
The dynamics of flipped alpha-continued fractions
Charlene Kalle (University of Leiden, The Netherlands)
Dynamical renewal functions
Sabrina Kombrink (University of Göttingen/University of Lübeck, Germany)
Spectral gap for coupling of random walks on compact groups
Keivan Mallahi-Karai (Jacobs University Bremen, Germany)
Game theory for microbe population dynamics
Julie Rowlett (Chalmers University of Technology, Sweden)
Strong laws under trimming - a comparison between iid random variables and ergodic transformations
Tanja Schindler (Australian National University, Australia)
Periodic orbit growth on covers of Anosov flows
Richard Sharp (University of Warwick, UK)
Mixing for Z extensions of Gibbs Markov semiflows
Dalia Terhesiu (University of Exeter, UK)
Resonances for Schottky surfaces
Alexander Weiße (Max Planck Institute for Mathematics Bonn, Germany)
Strichartz estimates and attractors for dispersive-dissipative PDEs
Sergey Zelik (University of Surrey, UK)
Bente Bakker (University of Leiden, The Netherlands)
Computing Ruelle resonances of chaotic dynamical systems
Oscar Bandtlow (Queen Mary University of London, UK)
Connecting dynamical systems and inverse spectral theory
Martina Chirilus-Bruckner (University of Leiden, The Netherlands)
On the possibility of a growth gap for counting
periodic orbits in non-compact covers
Rhiannon Dougall (University of Bristol, UK)
On non-linear pseudo Anosov maps and parabolic flows
Paolo Giulietti (Scuola Normale Superiore Pisa, Italy)
The dynamics of flipped alpha-continued fractions
Charlene Kalle (University of Leiden, The Netherlands)
Dynamical renewal functions
Sabrina Kombrink (University of Göttingen/University of Lübeck, Germany)
Spectral gap for coupling of random walks on compact groups
Keivan Mallahi-Karai (Jacobs University Bremen, Germany)
Game theory for microbe population dynamics
Julie Rowlett (Chalmers University of Technology, Sweden)
Strong laws under trimming - a comparison between iid random variables and ergodic transformations
Tanja Schindler (Australian National University, Australia)
Periodic orbit growth on covers of Anosov flows
Richard Sharp (University of Warwick, UK)
Mixing for Z extensions of Gibbs Markov semiflows
Dalia Terhesiu (University of Exeter, UK)
Resonances for Schottky surfaces
Alexander Weiße (Max Planck Institute for Mathematics Bonn, Germany)
Strichartz estimates and attractors for dispersive-dissipative PDEs
Sergey Zelik (University of Surrey, UK)
Slides from Contributed Talks: