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In this article, we study statistical attractors of skew products which have an m-dime compact manifold M as a fiber and their ε-invisible subsets. For any n ≥ 100 m 2 , m = di we construct a set R n in the space of skew products over the horseshoe with the fiber M the following properties. Each C 2-skew product from R n possesses a statistical attracto an(More)
Delays dynamic systems are an important class of models for many processes , including those which are interconnected in epidemiology. Despite its age, the search field is still wide open. The objective of our work is to develop a methodical framework to characterize the Hopf bifurcation points, behavioral changes of the delays and their impact on the state(More)
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