Bremen Winter School on Multifractals and Number Theory

Satellite Session: DFG Scientific Network - Skew Product Dynamics and Multifractal Analysis

Plenary Lectures:
Hyperbolic Geometry
- Kurt Falk (Universität Bremen)
Number Theory
- Charlene Kalle (Universiteit Leiden)
Thermodynamic Formalism and Multifractal Analysis
- Marc Keßeböhmer (Universität Bremen)
Special Sessions:
Hyperbolic Geometry and Number Theory
- Bernd O. Stratmann (Universität Bremen)
Negative β-transformations
- Lingmin Liao (Universitvé Paris-Est Créteil Val de Marne)

Monday 18th - Friday 22nd March 2013

Plenary Lectures
  • Hyperbolic geometry - Kurt Falk - pdf.
  • Number theory - Charlene Kalle - pdf.
  • Thermodynamic formalism and multifractal analysis - Marc Keßeböhmer - pdf.

Special Sessions
  • Negative β-transformations - Lingmin Liao - pdf.
  • Hyperbolic Geometry and Number Theory: a trip through the zoo - Bernd O. Stratmann - pdf.

Research Talks
  • A multivariate variational principle - Marc Rauch - pdf.
  • Diophantine approximation of the orbit of 1 in the dynamical system of β-expansions - Bing Li - pdf.
  • Fractal tube formulas: curvature and measurability - Erin Pearse - pdf.
  • Minkowski and curvature measures of self-conformal fractals: what shape is a fractal? - Tilman J. Bohl - pdf.
  • Minkowski measurability of self-conformal sets - Sabrina Kombrink - pdf.
  • Slices through self-similar sets - Rüdiger Zeller - pdf.
  • Slicing fractals and counting β-expansions - Tom Kempton - pdf.