2015
DOI: 10.5539/jmr.v7n3p122
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$C^1$-Robust Topologically Mixing Solenoid-Like Attractors and Their Invisible Parts

Abstract: The aim of this paper is to discuss statistical attractors of skew products over the solenoid which have an mdimensional compact orientable manifold M as a fiber and their ε-invisible parts, i.e. a sizable portion of the attractor in which almost all orbits visit it with average frequency no greater than ε. We show that for any n ∈ N large enough, there exists a ball D n in the space of skew products over the solenoid with the fiber M such that each C 2-skew product map from D n possesses a statistical attract… Show more

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