We study the properties of'infinite-volume mixing'for two classes of intermittent maps:
expanding maps with an indifferent fixed point at 0 preserving an infinite, absolutely …

We consider a class of doubly intermittent maps with critical points, unbounded derivative
and regularly varying tails. Under some mild assumptions we prove the existence of a …

We prove that a large class of expanding maps of the unit interval with a $ C^ 2$-regular
indifferent point in 0 and full increasing branches are global-local mixing. This class includes …

We study the property of global-local mixing for full-branched expanding maps of either the
half-line or the interval, with one indifferent fixed point. Global-local mixing expresses the …

Esta dissertaçao visa apresentar conceitos, exemplos e técnicas consolidados e recentes
em Teori Ergódica. O principal novo conceito é o de Mistura Local-Global, que seguiremos …

Esta dissertaçao visa apresentar conceitos, exemplos e técnicas consolidados e recentes
em Teori Ergódica. O principal novo conceito é o de Mistura Local-Global, que seguiremos …

In this work a sufficient condition is shown to obtain transitivity in families of piecewise
increassing maps with an inevitable discontinuity in x= 0. Specifically, it is shown that the …

It is well known that chaotic dynamical systems are sensitive dependent on initial conditions.
Thus, it is not possible to analyze their long term pointwise behavior. However, statistical …