M. Gundlach

collaborators

2 papers

math.DS2008

On ergodic behavior of $p$ -adic dynamical systems

Matthias Gundlach, Andrei Khrennikov, Karl-Olof Lindahl

Monomial mappings, $x \mapsto x^{n}$ , are topologically transitive and ergodic with respect to Haar measure on the unit circle in the complex plane. In this paper we obtain an anologo…

nlin.CG2004

On Markovian behaviour of $p$ -adic random dynamical systems

Sergio Albeverio, Matthias Gundlach, Andrei Khrennikov +1

We study Markovian and non-Markovian behaviour of stochastic processes generated by $p$ -adic random dynamical systems. Given a family of $p$ -adic monomial random mappings generatin…

On ergodic behavior of p-adic dynamical systems

On Markovian behaviour of p-adic random dynamical systems

On ergodic behavior of $p$ -adic dynamical systems

On Markovian behaviour of $p$ -adic random dynamical systems