Showing 1 - 20 of 179

1

Separating measurable recurrence from strong recurrence via rigidity sequences
Griesmer, John T.
Discrete and Continuous Dynamical Systems. 45:3411-3432

thin sets 0102 computer and inform... Dynamical Systems (math.... 01 natural sciences 11B30, 37A45 Arithmetic combinatorics
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2

Everywhere divergence of one-sided ergodic Hilbert transform
Ai-Hua Fan ; Jörg Schmeling ; DESSAIVRE, Louise
Annales de l'Institut Fourier. 68:2477-2500

Ergodic theorems, spectr... 4. Education Relations of ergodic the... [MATH] Mathematics [math... irrational rotation 0101 mathematics
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3

The Hausdorff dimension of level sets described by Erdös–Rényi average: The Hausdorff dimension of level sets described by Erdős-Rényi average
Haibo Chen ; Xinghuo Long ; Dao-Xin Ding
Journal of Mathematical Analysis and Applications. 458:464-480

Moran set Erdős-Rényi average Dimension theory of smoo... Metric theory of other a... measure and Hausdorff di... Relations of ergodic the...
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4

Joint spectral radius, Sturmian measures and the finiteness conjecture
Jenkinson, O ; Pollicott, M
Ergodic Theory and Dynamical Systems. 38:3062-3100

FOS: Mathematics Norms of matrices, numer... Relations of ergodic the... Dynamical Systems (math.... Mathematics - Dynamical... 0101 mathematics
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5

Ergodic transport theory and piecewise analytic subactions for analytic dynamics
Elismar R. Oliveira ; Daniel Smania ; Artur O. Lopes
Bulletin of the Brazilian Mathematical Society, New Series. 43:467-512

Orbit growth in dynamica... twist condition Transportation, logistic... Gibbs state large deviation involution kernel
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6

Frequencies of digits, divergence points, and Schmidt games
Lars Olsen
Chaos, Solitons & Fractals. 40:2222-2232

Dimension theory of smoo... Applications of game the... Relations of ergodic the... 0101 mathematics Classical measure theory Radix representation
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7

The dynamics of Pythagorean Triples: The dynamics of Pythagorean triples
Dan Romik
Transactions of the American Mathematical Society. 360:6045-6064

Mathematics - Number The... Ergodicity, mixing, rate... FOS: Mathematics Relations of ergodic the... primitive pythagorean tr... Dynamical Systems (math....
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8

p-adic affine dynamical systems and applications: \(p\)-adic affine dynamical systems and applications
Dan Zhou ; Jia-Yan Yao ; Ming-Tian Li ; et al.
Comptes Rendus. Mathématique. 342:129-134

Haar measure Non-Archimedean dynamica... unique ergodicity Dynamical systems over n... ergodicity Relations of ergodic the...
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9

FVIP systems and multiple recurrence
Randall McCutcheon
Israel Journal of Mathematics. 146:157-188

Ergodic Ramsey theory Other combinatorial numb... IP system General groups of measur... Relations of ergodic the... 0102 computer and inform...
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10

The limited Rademacher functions and Bernoulli convolutions associated with Pisot numbers
De-Jun Feng
Advances in Mathematics. 195:24-101

\(L^q\)-spectrum Lq-spectrum Mathematics(all) Metric theory of other a... measure and Hausdorff di... multifractals
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11

On the group extension of the transformation associated to non-archimedean continued fractions
Rie Natsui
Acta Mathematica Hungarica. 108:299-318

Metric theory of continu... metric theory Continued fractions and... Approximation in non-Arc... \(F_q\)-coefficient Relations of ergodic the...
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12

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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13

The cohomological equation for Roth-type interval exchange maps
MARMI, Stefano ; MOUSSA P. ; YOCCOZ J. C.
Journal of the American Mathematical Society. 18:823-872

Algebraic ergodic theory... Mathematics - Number The... Mathematics - Complex Va... Applied Mathematics General Mathematics Dynamical Systems (math....
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14

Bowen–Franks groups as conjugacy invariants for $$\mathbb{T}^{n} $$ -automorphisms: Bowen-Franks groups as conjugacy invariants for \(\mathbb T^n\)-automorphisms
Pedro Martins Rodrigues ; José Sousa Ramos
Aequationes mathematicae. 69:231-249

Topological and differen... Bowen Franks groups 37C15 37C25 15A36 11R04
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15

On the Gibbs Properties of Bernoulli Convolutions Related to β-Numeration in Multinacci Bases: On the Gibbs properties of Bernoulli convolutions related to \(\beta\)-numeration in multinacci bases
Olivier, Eric ; Sidorov, Nikita ; Thomas, Alain
Olivier, E, Sidorov, N & Thomas, A 2005, 'On the Gibbs properties of Bernoulli convolutions related to β-numeration in multinacci bases', Monatshefte für Mathematik, vol. 145, no. 2, pp. 145-174. https://doi.org/10.1007/s00605-005-0298-z

PV number weak Gibbs measure Mathematics - Number The... Weak Gibbs measure Dimension theory of smoo... Other number representat...
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16

Measures of maximal entropy for random $\beta$-expansions: Measures of maximal entropy for random \(\beta\)-expansions
Martijn de Vries ; Karma Dajani
Journal of the European Mathematical Society. 7:51-68

Normal numbers, radix ex... Markov chains lazy expansions measures of maximal entr... Parry measure Measure-preserving trans...
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17

Number-Theoretical Turbulence in Fermat?Euler Arithmetics and Large Young Diagrams Geometry Statistics: Number-theoretical turbulence in Fermat-Euler arithmetics and large Young diagrams geometry statistics
V. Arnold
Journal of Mathematical Fluid Mechanics. 7:S4-S50

geometric progressions continued fractions Vershik-Planscherel meas... Topological dynamics 01 natural sciences unitary representations
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18

Euclidean algorithms are Gaussian
Baladi, V. ; Vallée, Brigitte ; System, HAL ; et al.
Journal of Number Theory. 110:331-386

FOS: Computer and inform... Algebra and Number Theor... Functional analytic tech... zeta functions, (Ruelle-... Probabilistic analysis o... [INFO.INFO-DS]Computer S...
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19

A one-parameter family of analytic Markov maps with an intermittency transition
GIAMPIERI M. ; ISOLA, Stefano
Discrete & Continuous Dynamical Systems - A. 12:115-136

Functional analytic tech... zeta functions, (Ruelle-... thermodynamic formalism Markov maps spectral theory Dynamical Systems (math....
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20

A Wirsing‐type approach to some continued fraction expansion: A Wirsing-type approach to some continued fraction expansion
Gabriela Ileana Sebe
International Journal of Mathematics and Mathematical Sciences, Vol 2005, Iss 12, Pp 1943-1950 (2005)

Metric theory of continu... Perron-Frobenius operato... Gauss-Kzmin-Lévy problem... QA1-939 Relations of ergodic the... continued fractions
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