Mapping properties of Fatou components.
Maps of the interval Ljapunov stable on the set of nonwandering points.
Maximal scrambled sets for simple chaotic functions.
This paper is a continuation of [1], where a explicit description of the scrambled sets of weakly unimodal functions of type 2∞ was given. Its aim is to show that, for an appropriate non-trivial subset of the above family of functions, this description can be made in a much more effective and informative way.
Multifractal analysis of nearly circular Julia set and thermodynamical formalism
Multimodal cycles with linear map having exactly one fixed point.