hitting time statistics for observations of dynamical systems
... unimodal first-return maps (Figure 4a). After the crisis, the two return maps merged into a single bimodal map (Figure 4b). Page 217 ...
Representation theory of dynamical systems - Department of PhysicsWe describe a class of unimodal maps, so-called R-even ones, whose kneading determinant has only one zero in (0, 1). In contrast with this, we show that ... Classical and Quantum Chaos Part I: DeterministicChaosAbstract. The aim of this paper is to study measure-theoretical rigidity and partial rigidity for classes of Cantor dynamical systems ... THE BUNDLE PLOT: EVOLUTION OF SYMBOLIC SPACE UNDER ...We present the general ideas of Rotation Theory and its applications to some classes of dynamical systems, like continuous circle maps homotopic ... manuscrit.pdf - HAL ThèsesAbstract. We study the process of suitably normalized successive return times to rare events in the setting of. the real teapot - Mathematical Sciences(i) (TD; ) is non-ergodic, and hence non-mixing. Thus (T; ) cannot be mixing ... to code the dynamics as a subshift of nite type. It was known that the ... Rigidity-and-Toeplitz-systems.pdf - ResearchGateFor chaotic attractors, the first-return map allows to define a partition between topologically inequivalent sub-spaces. In the case of a smooth unimodal first- ... ROTATION THEORY These notes present a brief survey of some ...Abstract. In this paper we study the distribution of hitting times for a class of random dynamical systems. We prove that for invariant measures with. Estimating Physical Invariant Measures and Space Averages of ...A zero-dimensional system (X, T) always admits a factor given by a sub- shift of entropy arbitrarily close to htop(T). But does it admit a symbolic extension, ... Toward a general procedure for extracting templates from chaotic ...Abstract. Thermodynamic formalism and all its branches and applications in conformal dynamics, probability theory, stochastics and fractal geometry. EXPONENTIAL LAW FOR RANDOM SUBSHIFTS OF FINITE TYPE 1 ...Hence, Theorems A and B imply that there exists a unique measure of maximal entropy, it is supported in the whole manifold Td and it is a non-lacunary Gibbs ... HDR.pdf - David Burguet - CNRSIt is conjectured that for a Pisot unimodular substitution, the dynamical system (X?,S), and hence (K,?) according to Remark 43, is measure-theoretically. Odometers on regular languages - l'IRIFAbstract. We prove existence of finitely many ergodic equilibrium states for a large class of non-uniformly expanding local homeomorphisms on compact.
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