Titlebook: Dimension and Recurrence in Hyperbolic Dynamics; Luis Barreira Book 2008 Birkhäuser Basel 2008 calculus.dimension theory.hyperbolic set.ma

THROB

Fabian Kessl,Christian Reutlingerticular, we show that the mixed spectra are analytic in several contexts. The analyticity follows from a conditional variational principle for the .-dimension which is also established in this chapter, and which is important in its own right. On the other hand, we show that there are many nonconvex mixed spectra.

钻孔

Monika Burmester,Norbert Wohlfahrtmay be able to recover information about a dynamical system from the information contained in its multifractal spectra. Unfortunately, in general, when we use a single spectrum there is no multifractal rigidity even for topological Markov chains on three symbols.

HILAR

Sozialräumliche Praxis und SozialraumarbeitLyapunov exponents. This allows us to whow that the Hausdorff dimension of a (nonergodic) invariant measure is equal to the essential supremum of the Hausdorff dimensions of the measures in an ergodic decomposition.

松鸡

Dimension of Irregular Setsmeasure. Nevertheless, it may be very large from the topological and dimensional points of view. This is the main theme of this chapter, where we also describe a general approach to the study of the .-dimension of irregular sets.

HAIRY

Crohns-disease

庄严

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