Treffer 1 - 20 von 208

1

Non-stationary Anderson localization
Gorodetski, Anton ; Kleptsyn, Victor
Communications of the American Mathematical Society. 5:81-143

Probability (math.PR) Nonautonomous smooth dyn... Dynamical Systems (math.... General theory of random... Dynamical systems and th... Mathematics - Spectral T...
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2

Quantization dimensions for inhomogeneous bi-Lipschitz iterated function systems
Amit Priyadarshi ; Mrinal K. Roychowdhury ; Manuj Verma
Monatshefte für Mathematik. 207:125-140

Dynamical systems and th... Fractals probability measure inhomogeneous IFS Probability (math.PR) quantization error
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3

Poisson limit theorems for systems with product structure
Auer, Max
Discrete and Continuous Dynamical Systems. 45:1454-1491

ergodic theory limit distribution Ergodicity, mixing, rate... Central limit and other... Poisson process Dynamical Systems (math....
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4

Strong mixing for the periodic Lorentz gas flow with infinite horizon
Pène, Françoise ; Terhesiu, Dalia
Transactions of the American Mathematical Society. 378:1619-1679

Dynamical systems and th... Nonsingular (and infinit... Uniformly hyperbolic sys... FOS: Mathematics Dynamical Systems (math.... Mathematics - Dynamical...
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5

Peak frequencies and relative peak heights of power spectra of stationary irreversible Markov processes
Tianyu Wang ; Jie Yang
Journal of Mathematical Physics. 66

Dynamical systems and th... Local time and additive... Markov chains (discrete-...
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6

Local large deviations for periodic infinite horizon Lorentz gases
Melbourne, Ian ; Pène, Françoise ; Terhesiu, Dalia ; et al.
Journal d'Analyse Mathématique. 152:283-316

Lorentz gas Central limit and other... Gas dynamics (general th... Dynamical Systems (math.... Billiards 01 natural sciences
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7

A factor of i.i.d. with uniform marginals and infinite clusters spanned by equal labels
Mester, Péter
Ergodic Theory and Dynamical Systems. 43:3707-3725

Graph labelling (gracefu... Dynamical systems and th... QA Mathematics / matemat... Combinatorial probabilit... regular trees Percolation
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8

An ergodic theorem with weights and applications to random measures, homogenization and hydrodynamics
Alessandra Faggionato
Stochastic Processes and their Applications. 180:104522

Dynamical systems and th... Ergodic theorems, spectr... quenched hydrodynamic li... Homogenization applied t... stochastic homogenizatio... Dynamical aspects of mea...
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9

Estimates of constants in the limit theorems for chaotic dynamical systems
Leonid A. Bunimovich ; Yaofeng Su
Stochastics and Dynamics. 24

chaotic dynamics Transition to stochastic... time asymptotics statist... Probability (math.PR) Central limit and other... Dynamical Systems (math....
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10

Exact sampling and fast mixing of activated random walk
Levine, Lionel ; Liang, Feng
Electronic Journal of Probability. 29

strong stationary time Interface problems diffusion-limited aggreg... FOS: Physical sciences Dynamic and nonequilibri... 01 natural sciences
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11

Scaling limit of soliton lengths in a multicolor box-ball system
Joel Lewis ; Hanbaek Lyu ; Pavlo Pylyavskyy ; et al.
Forum of Mathematics, Sigma, Vol 12 (2024)

FOS: Physical sciences 01 natural sciences 37B15 limit dynamics Dynamical systems and th... Korteweg-de Vries equati...
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12

Stochastic billiards with Markovian reflections in generalized parabolic domains
da Costa, Conrado ; Menshikov, Mikhail V. ; Wade, Andrew R.
The Annals of Applied Probability. 33

Markov reflection Probability (math.PR) half-strip Interacting random proce... statistical mechanics ty... percolation theory
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13

Dynamical height growth: left, right, and total orbits
Wade Hindes
Pacific Journal of Mathematics. 311:329-367

Mathematics - Number The... Galois theory Heights Dynamical systems over g... heights random iteration
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14

Random composition of L-S-V maps sampled over large parameter ranges
Christopher Bose ; Matteo Tanzi ; Anthony Quas ; et al.
Nonlinearity. 34:3641-3675

Ergodic theorems, spectr... limit laws decay of correlations Probability (math.PR) [MATH] Mathematics [math... Dynamical Systems (math....
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15

A sufficient and necessary condition of PS-ergodicity of periodic measures and generated ergodic upper expectations
Huaizhong Zhao ; Chunrong Feng ; Baoyou Qu
Nonlinearity, 2020, Vol.33(10), pp.5324 [Peer Reviewed Journal]

Functional limit theorem... invariance principles random dynamical system Probability (math.PR) Markov semigroup sublinear expectation
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16

Effects of Prioritized Input on Human Resource Control in Departmentalized Markov Manpower Framework
Ossai, E. O. ; Madukaife, M. S. ; Udom, A. U. ; et al.
Methodology and Computing in Applied Probability. 25(1)

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17

On the rate of convergence of weighted oscillating ergodic averages
Ahmad Darwiche ; Dominique Schneider
Stochastics and Dynamics. 23

Dynamical systems and th... Ergodic theorems, spectr... ergodic Hilbert transfor... contractions of Hilbert... weighted ergodic average... 0101 mathematics
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18

Spectral gap and cutoff phenomenon for the Gibbs sampler of ∇φ interfaces with convex potential: Spectral gap and cutoff phenomenon for the Gibbs sampler of \(\nabla \varphi\) interfaces with convex potential
Caputo, Pietro ; Labbé, Cyril ; Lacoin, Hubert
Annales de l'Institut Henri Poincaré, Probabilités et Statistiques. 58

Cutoff Ergodicity, mixing, rate... 01 natural sciences Probabilités et mathémat... Dynamical systems and th... mixing time
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19

Slow-fast systems with fractional environment and dynamics
Li, X-M ; Sieber, J ; Engineering and Physical Sciences Research Council ; et al.
The Annals of Applied Probability. 32

averaging 37A25 Ergodic theorems, spectr... Statistics & Probability 0104 Statistics Probability (math.PR)
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20

A characterization of 𝜇-equicontinuity for topological dynamical systems: A characterization of \(\mu\)-equicontinuity for topological dynamical systems
Felipe García-Ramos ; Lei Jin
Proceedings of the American Mathematical Society. 145:3357-3368

Length, area, volume, ot... Dynamical systems involv... Dynamical Systems (math.... Topological dynamics 16. Peace & justice 01 natural sciences
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