• Suche: "Relations of ergodic theory with number theory and harmonic analysis"

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61

Normal numbers from infinite convolution measures: Normal numbers from infinite convolution measures.
Antonis Bisbas
Ergodic Theory and Dynamical Systems. 23:389-393

Normal numbers, radix ex... convolution measures Relations of ergodic the... 0101 mathematics 01 natural sciences normal numbers
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62

On the Pyatetskii-Shapiro Criterion of Normality: On the Piatetskii-Shapiro criterion of normality
Ilya D. Shkredov ; N. G. Moshchevitin
Mathematical Notes. 73:539-550

finite Markov chain Ergodic theorems, spectr... criterion of normality central limit theorem 0102 computer and inform... Bernoulli shift …
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63

on the pyatetskii shapiro criterion of normality: On the Piatetskii-Shapiro criterion of normality
Ilya D. Shkredov ; N. G. Moshchevitin
Mathematical Notes. 73(3):539-550

Metric theory of continu... finite Markov chain Ergodic theorems, spectr... criterion of normality central limit theorem Relations of ergodic the... …
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64

Inhomogeneous Diophantine approximation and angular recurrence for polygonal billiards
Joerg Schmeling ; Serge Troubetzkoy ; Arxiv, Import
Sbornik: Mathematics. 194:295-309

Mathematics - Number The... Dimension theory of smoo... Hyperbolic systems with... Dynamical Systems (math.... 01 natural sciences [PHYS.COND.CM-SCM] Physi... …
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65

Fermat–Euler Dynamical Systems and the Statistics of Arithmetics of Geometric Progressions: Fermat-Euler dynamical systems and the statistics of arithmetics of geometric progressions
Vladimir I. Arnold
Functional Analysis and Its Applications. 37:1-15

Euler function geometric progression weak asymptotics Relations of ergodic the... Fermat's little theorem chaotic behavior …
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66

Generic points in the cartesian powers of the Morse dynamical system: Generic points in the Cartesian powers of the Morse dynamical system.
Anthony Quas ; Emmanuel Lesigne ; Máté Wierdl
Bulletin de la Société mathématique de France. 131:435-464

self-joinings Dynamical systems involv... Ergodicity, mixing, rate... Metric theory of other a... measure and Hausdorff di... Symbolic dynamics …
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67

A polynomial Sárközy-Furstenberg theorem with upper bounds
Siniša Slijepčević
Acta Mathematica Hungarica. 98:111-128

Hardy-Littlewood method recurrence Number theory Inverse problems of addi... Relations of ergodic the... Fourier analysis …
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68

fermat euler dynamical systems and the statistics of arithmetics of geometric progressions: Fermat-Euler dynamical systems and the statistics of arithmetics of geometric progressions
Vladimir I. Arnold
Functional Analysis and Its Applications. 37(1):1-15

Euler function geometric progression weak asymptotics Relations of ergodic the... Fermat's little theorem chaotic behavior …
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69

Uniform Distribution in the (3x+1)-Problem: Uniform distribution in the \((3x+1)\)-problem
Ya. Sinai
Moscow Mathematical Journal. 3:1429-1440

uniform distribution characteristic function \((3x+1)\)-problem Special sequences and po... Relations of ergodic the... 0101 mathematics …
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70

An odd Furstenberg-Szemerédi theorem and quasi-affine systems
Host, Bernard ; Kra, B ; Lama, Admin
Journal d'Analyse Mathématique. 86:183-220

Furstenberg-Szemerédi er... Ergodicity, mixing, rate... Dynamical aspects of mea... measure-preserving syste... Relations of ergodic the... [MATH.MATH-MP] Mathemati... …
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71

INFINITE-DIMENSIONAL GENERALIZED CONTINUED FRACTIONS, DISTRIBUTION OF QUADRATIC RESIDUES AND NON-RESIDUES, AND ERGODIC THEORY: Infinite-dimensional generalized continued fractions, distribution of quadratic residues and non-residues, and ergodic theory
L. D. Pustyl'nikov
Infinite Dimensional Analysis, Quantum Probability and Related Topics. :555-570

Metric theory of continu... infinite-dimensional vec... Generalized continued fr... Relations of ergodic the... Distribution of integers... quadratic residues and n... …
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72

BRANCHING PROCESSES AND COMPUTATIONAL COLLAPSE OF DISCRETIZED UNIMODAL MAPPINGS: Branching processes and computational collapse of discretized unimodal mappings.
Diamond, P ; Vladimirov, I ; L.O. Chua
International Journal of Bifurcation and Chaos. 12:2847-2867

Chaotic Dynamical-system... logistic mapping 4. Education Computational Collapse Simulation of dynamical... computational collapse …
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73

Lower bounds for the total stopping time of 3𝑥+1 iterates: Lower bounds for the total stopping time of \(3x + 1\) iterates
Jeffrey C. Lagarias ; David Applegate
Mathematics of Computation. 72:1035-1049

Mathematics - Number The... 11B83 Dynamical Systems (math.... 11Y16 01 natural sciences Special sequences and po... …
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74

Relatively prime numbers and invariant measures under the natural action of SL (n, \mathbb{Z}) on \mathbb{R}^{n}: Relatively prime numbers and invariant measures under the natural action of \(\text{SL}(n,{\mathbb Z})\) on \({\mathbb R}^n\)
Arnaldo Nogueira
Ergodic Theory and Dynamical Systems. 22:899-923

Probabilistic theory: di... metric theory of algorit... invariant measures Borel measure Lie groups General groups of measur... …
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75

Ergodic Group Rotations, Hartman Setsand Kronecker Sequences: Ergodic group rotations, Hartman sets and Kronecker sequences
Reinhard Winkler
Monatshefte für Mathematik. 135:333-343

Haar measure Relations of ergodic the... Pontryagin's duality Set functions and measur... 0101 mathematics Harmonic analysis and al... …
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76

The Adjoint Action of an Expansive Algebraic ${\Op Z}^d$ -Action: The adjoint action of an expansive algebraic \(Z^d\)-Action
Klaus Schmidt ; Manfred Einsiedler
Monatshefte f?r Mathematik. 135:203-220

1010 Mathematics Dynamical systems involv... positive entropy 1010 Mathematik ergodic automorphism Measure-preserving trans... …
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77

Invariant Measures and Natural Extensions: Invariant measures and natural extensions
Andrew Haas
Canadian Mathematical Bulletin. 45:97-108

invariant measures Continued fractions and... interval maps 0103 physical sciences Dynamical aspects of mea... Ergodicity, mixing, rate... …
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78

Trace Formula for p-Adics: Trace formula for \(p\)-adics
Kumi Yasuda ; Witold Karwowski ; Sergio Albeverio
Acta Applicandae Mathematica. 71:31-48

\(p\)-adic theory, local... Sums of independent rand... random walks Spectral theory trace formulas (e.g., th... Relations of PDEs with s... …
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79

On the speed of convergence to equilibrium states for multi-dimensional maps with indifferent periodic points
Michiko Yuri
Nonlinearity. 15:429-445

iterated transfer operat... Dynamical aspects of mea... periodic points Metric theory of other a... measure and Hausdorff di... multidimensional noninve... …
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80

Distribution of digits in integers: fractal dimensions and zeta functions
Lars Olsen
Acta Arithmetica. 105:253-277

Normal numbers, radix ex... Fractals zeta functions Relations of ergodic the... distribution of sum of d... Besicovitch--Eggleston s... …
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