3 papers
math.DS2026
Computability of Julia sets for complex Hénon maps: The role of attracting and neutral cycles
Suzanne Boyd, Christian Wolf
We study the computability of Julia sets for polynomial diffeomorphisms of with dynamical degree , whose prototypical examples are complex Hénon maps. In previo…
math.DS2026
From Ergodic Theory and Probability to Fractal Geometry and Dynamics: Themes in the Work of Manfred Denker
Suzanne Boyd, Herold Dehling, Martin Schmoll +2
This article surveys the mathematical contributions of Manfred Denker, with a focus on themes that connect ergodic theory, probability theory, dynamical systems, fractal geometry,…
math.DS2026
Computability of -Beroulli Measures and Measures of Maximal Entropy on Coded Shift Spaces
Tamara Kucherenko, Marco López, Christian Wolf
In this paper, we investigate the computability of -Bernoulli measures, with a particular focus on measures of maximal entropy (MMEs) on coded shift spaces. Coded shif…