Showing 21 - 40 of 208

21

Self-stochasticity in deterministic boundary value problems
Romanenko, E.Yu. ; Sharkovsky, A.N. ; Vereikina, M.B.

Dynamical systems and th... invariant measures Boundary value problems... cycle of intervals noncompact trajectories nonlinear boundary condi...
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22

Why are probabilistic laws governing quantum mechanics and neurobiology?
Helmut Kröger
Space Time Physics and Fractality ISBN: 9783211252109

Dynamical systems and th... 0301 basic medicine Quantum Physics 0303 health sciences 03 medical and health sc... Neural biology
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23

Deviations of Ergodic sums for Toral Translations I. Convex bodies: Deviations of ergodic sums for toral translations. I: Convex bodies
Dmitry Dolgopyat ; Bassam Fayad
Geometric and Functional Analysis. 24:85-115

Ergodic theorems, spectr... toral translation Mathematics - Number The... Probability (math.PR) Dynamical aspects of mea... random geodesic
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24

Stationary flows and uniqueness of invariant measures
Takis Konstantopoulos ; François Baccelli
Quarterly of Applied Mathematics. 68:213-228

invariant measures Markov chains 60J05 (Secondary) Probability (math.PR) Dynamical aspects of mea... 01 natural sciences
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25

BENFORD'S LAW IN POWER-LIKE DYNAMICAL SYSTEMS: Benford's law in power-like dynamical systems
Arno Berger
Stochastics and Dynamics. :587-607

Dynamical systems and th... Topological dynamics of... shadowing Probabilistic measure th... uniform distribution mod... 0101 mathematics
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26

Subexponential decay of correlations for compact group extensions of non-uniformly expanding systems
Bruin, H ; Holland, M ; Melbourne, I
Ergodic Theory and Dynamical Systems. 25:1719-1738

Dynamical systems and th... Uniformly hyperbolic sys... Functional analytic tech... zeta functions, (Ruelle-... 0103 physical sciences Nonuniformly hyperbolic...
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27

Berry–Esseen theorem and local limit theorem for non uniformly expanding maps: Berry--Esseen theorem and local limit theorem for non uniformly expanding maps
Sébastien Gouëzel
Annales de l'Institut Henri Poincare (B) Probability and Statistics. 41:997-1024

Ergodic theorems, spectr... Strong limit theorems Functional analytic tech... zeta functions, (Ruelle-... 37C30 37A30
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28

ASYMPTOTIC DISTRIBUTIONS AND LARGE DEVIATIONS FOR ITERATED MAPS WITH AN INDIFFERENT FIXED POINT: Asymptotic distributions and large deviations for iterated maps with an indifferent fixed point
Maximilian Thaler
Stochastics and Dynamics. :425-440

Dynamical systems and th... Nonsingular (and infinit... Dynamical systems involv... Ergodic theorems, spectr... Large deviations maps with infinite imvar...
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29

Large deviations for empirical entropies ofg-measures: Large deviations for empirical entropies of \(g\)-measures
J. R. CHAZOTTES ; GABRIELLI, DAVIDE ; Centre de Physique Théorique (CPHT) ; et al.
Nonlinearity. 18:2545-2563

entropy-estimation probl... [MATH.MATH-DS]Mathematic... Probability (math.PR) Dynamical Systems (math.... 01 natural sciences [MATH.MATH-PR]Mathematic...
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30

Statistical consequences of the Devroye inequality for processes. Applications to a class of non-uniformly hyperbolic dynamical systems
Chazottes, J. -R. ; Collet, P. ; Schmitt, B. ; et al.
Nonlinearity. 18:2341-2364

[MATH.MATH-PR] Mathemati... [MATH.MATH-DS]Mathematic... Probability (math.PR) [MATH.MATH-DS] Mathemati... Dynamical Systems (math.... 01 natural sciences
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31

Non-Gibbsianness of SRB measures for the natural extension of intermittent systems
Michiko Yuri
Ergodic Theory and Dynamical Systems. 25:1343-1356

Dynamical systems and th... Fractals Discrete-time Markov pro... Dynamical systems with h... non-Gibbsian character nonhyperbolic number-the...
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32

Phase transition, non-Gibbsianness and subexponential instability
Michiko Yuri
Ergodic Theory and Dynamical Systems. 25:1325-1342

Dynamical systems and th... Fractals local exponential instab... Discrete-time Markov pro... Dynamical systems with h... hyperbolic regions
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33

Factors of independent and identically distributed processes with non-amenable group actions
Karen Ball
Ergodic Theory and Dynamical Systems. 25:711-730

Dynamical systems and th... Combinatorial probabilit... General groups of measur... 0101 mathematics 01 natural sciences
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34

Stochastic representation of chaos using terminal attractors
Zak, Michail
Chaos, Solitons & Fractals. 24:863-868

Dynamical systems and th... Transition to stochastic... target trajectory Stability for nonlinear... Liouville equation chaos
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35

Almost-sure central limit theorems and the Erdös–Rényi law for expanding maps of the interval: Almost-sure central limit theorems and the Erdős-Rényi law for expanding maps of the interval
Chazottes, J.-R. ; Collet, P.
Ergodic Theory and Dynamical Systems. 25:419-441

Strong limit theorems Probability (math.PR) Dynamical aspects of mea... Dynamical Systems (math.... Lipschitz observables 01 natural sciences
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36

CONTRACTIVE MARKOV SYSTEMS: Contractive Markov systems
Ivan Werner
Journal of the London Mathematical Society. 71:236-258

Dynamical systems and th... invariant probability me... Fractals attractive measure 0101 mathematics 01 natural sciences
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37

Fluctuations of the nth return time for Axiom A diffeomorphisms: Fluctuations of the \(N\)th return time for axiom \(A\) diffeomorphismus
Leplaideur, Renaud ; Chazottes, Jean-René ; Laboratoire de Mathématiques de Bretagne Atlantique (LMBA) ; et al.
Discrete & Continuous Dynamical Systems - A. 13:399-411

Axiom A Uniformly hyperbolic sys... Ergodic theorems, spectr... Functional analytic tech... zeta functions, (Ruelle-... [MATH.MATH-DS]Mathematic...
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38

Multi-dimensional dynamical systems and Benford's Law: Multidimensional dynamical systems and Benford's law
Arno Berger
Discrete & Continuous Dynamical Systems - A. 13:219-237

Dynamical systems and th... 0103 physical sciences Relations of ergodic the... Central limit and other... 0101 mathematics Measure-preserving trans...
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39

Statistical properties of compact group extensions of hyperbolic flows and their time one maps
Field, M. ; Melbourne, I. ; Nicol, M. ; et al.
Discrete & Continuous Dynamical Systems - A. 12:79-96

Axiom A Uniformly hyperbolic sys... decay of correlations Ergodicity, mixing, rate... central limit theorem Symmetries, equivariant...
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40

Position dependent random maps in one and higher dimensions
Bahsoun, Wael ; Góra, Pawel
Bahsoun, W & Góra, P 2005, ' Position dependent random maps in one and higher dimensions ', Studia Mathematica, vol. 166, no. 3, pp. 271-286 . https://doi.org/10.4064/sm166-3-5

Dynamical systems and th... random map Dynamical systems involv... Random map Perron-Frobenius operato... Dynamical aspects of mea...
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