A random map is discrete-time dynamical system in which one of a number of
transformations is randomly selected and applied at each iteration of the process. Usually …

We consider a family of transformations with a random parameter and study a random
dynamical system in which one transformation is randomly selected from the family and …

A random map is a discrete-time dynamical system in which one of a number of
transformations is randomly selected and applied on each iteration of the process. In this …

A random map is a discrete‐time dynamical system in which one of a number of
transformations is randomly selected and applied in each iteration of the process. In this …

A random map is a discrete time process in which one of a number of functions is selected at
random and applied. Here we study random maps of $[0, 1] $ which represent dynamical …

We consider a family of transformations and study a random dynamical system such that one
transformation is randomly selected from the family and then applied on each iteration. To …

We give a deterministic representation for position dependent random maps and describe
the structure of its set of invariant measures. Our construction generalizes the skew product …

A random mapping (T, Pj) of a finite set V into itself is studied. We give a new proof of the
fundamental lemma of [6]. Our method leads to the derivation of several results which cannot …

We prove existence of (at most denumerable many) absolutely continuous invariant
probability measures for random one-dimensional dynamical systems with asymptotic …

Consider a discrete-time Markov process on a locally compact metric space X obtained by
randomly iterating Lipschitz maps wl,..., w~; the probability p~(x) of choosing map w~ at each …