B. Faller

most citedComputation of Topological Entropy via

ϕ

-expansion, an Inverse Problem for the Dynamical Systems

β x + α mod 1

3 citations · 4 across the 2 of their papers we have counts for

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math.DS2008★ 1 cited

A Point is Normal for Almost All Maps $β x + α mod 1$ or Generalized $β$ -Maps

B. Faller, C. -E. Pfister

We consider the map $T_{α, β} (x) := β x + α mod 1$ , which admits a unique probability measure of maximal entropy $μ_{α, β}$ . For $x \in [0, 1]$ , we show that the orbit of $x$ is $μ_{α,β…

math.DS2008★ 3 cited

Computation of Topological Entropy via $ϕ$ -expansion, an Inverse Problem for the Dynamical Systems $β x + α mod 1$

Bastien Faller, Charles-Edouard Pfister

We give an algorithm, based on the $ϕ$ -expansion of Parry, in order to compute the topological entropy of a class of shift spaces. The idea is the solve an inverse problem for the…

A Point is Normal for Almost All Maps βx+αmod1 or Generalized β-Maps

Computation of Topological Entropy via ϕ-expansion, an Inverse Problem for the Dynamical Systems βx+αmod1

A Point is Normal for Almost All Maps $β x + α mod 1$ or Generalized $β$ -Maps

Computation of Topological Entropy via $ϕ$ -expansion, an Inverse Problem for the Dynamical Systems $β x + α mod 1$