Sebastian van Strien

collaborators

2 papers

math.DS2019

Asymmetric unimodal maps with non-universal period-doubling scaling laws

Oleg Kozlovski, Sebastian van Strien

We consider a family of strongly-asymmetric unimodal maps ${f_{t}}_{t \in [0, 1]}$ of the form $f_{t} = t \cdot f$ where $f : [0, 1] \to [0, 1]$ is unimodal, $f (0) = f (1) = 0$ , $f (c) = 1$ is o…

math.DS2013

On the structure of isentropes of polynomial maps

Henk Bruin, Sebastian van Strien

The structure of isentropes (i.e. level sets of constant topological entropy) including the monotonicity of entropy, has been studied for polynomial interval maps since the 1980s.…