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Treffer 1 - 25 von 388, Suchdauer: 0.55s

12 3 4 5 6 7 8 9 10 11 weiter »

1
A geometric obstruction to self-simulation for groups

von Barbieri, Sebastián ; Blot, Kanéda ; Sablik, Mathieu ; et al.

Schlagworte: Group Theory; Dynamical Systems; Primary: 37B10. Secondary: 37B05, 20F65, 20F10
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2
Flexibility versus genericity of phase diagrams of perturbed continuous maps on the Cantor set

von Marsan, Hugo ; Sablik, Mathieu

Schlagworte: Dynamical Systems; 37A50, 37A05, 60K35, 60J05
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3
Non-Robustness of the Zero-Temperature-Limit Gibbs Measures to Perturbations of the Potential

von Gayral, Léo ; Sablik, Mathieu

Schlagworte: Mathematical Physics; Statistical Mechanics; Combinatorics; Dynamical Systems; 82B20, 37D35, 68Q17 (Primary) 68Q04, 68Q87, 37B51, 05B45 (Secondary)
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4
A perturbed cellular automaton with two phase transitions for the ergodicity

von Marsan, Hugo ; Sablik, Mathieu ; Törmä, Ilkka

Schlagworte: Cellular Automata and Lattice Gases; Dynamical Systems; Probability; 60K35, 60J05, 37B15, 37A50
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5
Characterization of the set of zero-noise limits measures of perturbed cellular automata

von Marsan, Hugo ; Sablik, Mathieu

Schlagworte: Mathematics - Dynamical Systems; Computer Science - Computational Complexity; Computer Science - Discrete Mathematics; Mathematics - Probability
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6
Strong stochastic stability of cellular automata

von Marsan, Hugo ; Sablik, Mathieu

Schlagworte: Mathematics - Probability; 60K35, 60J05, 37B15, 37A50; G.3.1
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7
A Perturbed Cellular Automaton with Two Phase Transitions for the Ergodicity

von Marsan, Hugo ; Sablik, Mathieu ; Törmä, Ilkka

Journal of Statistical Physics. 193(1)
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8
On the algorithmic descriptive complexity of attractors in topological dynamics

von Rojas, Cristobal ; Sablik, Mathieu

Schlagworte: Mathematics - Dynamical Systems; Computer Science - Computational Complexity; 37B02, 37B10, 68Q17
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9
Soficity of free extensions of effective subshifts

von Barbieri, Sebastián ; Sablik, Mathieu ; Salo, Ville

Discrete and Continuous Dynamical Systems, 45(4):1117-1149, 2025

Schlagworte: Mathematics - Dynamical Systems; Mathematics - Group Theory; 37B10
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10
Characterisation of the Set of Ground States of Uniformly Chaotic Finite-Range Lattice Models

von Gayral, Léo ; Sablik, Mathieu ; Taati, Siamak

Schlagworte: Mathematical Physics; Condensed Matter - Statistical Mechanics; Computer Science - Computational Complexity; Mathematics - Combinatorics; Mathematics - Dynamical Systems; 82B20, 37D35, 68Q17 (Primary) 68Q04, 68Q87, 37B51, 05B45 (Secondary)
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11
Arithmetical Hierarchy of the Besicovitch-Stability of Noisy Tilings

von Gayral, Léo ; Sablik, Mathieu

Theory of Computing Systems (2023)

Schlagworte: Mathematics - Combinatorics; Computer Science - Computational Complexity; Computer Science - Discrete Mathematics; Mathematics - Dynamical Systems; 37B51, 03D78, 68Q17 (Primary) 37A50, 52C20, 05B45, 03D10, 68Q15 (Secondary)
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12
Parametrization by Horizontal Constraints in the Study of Algorithmic Properties of $\mathbb{Z}^2$-Subshift of Finite Type

von Esnay, Solène J. ; Sablik, Mathieu

Discrete and Continuous Dynamical Systems, 2023, 43(5): 2002-2046

Schlagworte: Mathematics - Dynamical Systems
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13
On the Besicovitch-Stability of Noisy Random Tilings

von Gayral, Léo ; Sablik, Mathieu

Electronic Journal of Probability 28 (2023), 1-38

Schlagworte: Mathematics - Probability; Mathematics - Dynamical Systems; 37B51, 37A50 (Primary) 60K35, 82B43 (Secondary)
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14
Self-simulable groups

von Barbieri, Sebastián ; Sablik, Mathieu ; Salo, Ville

Schlagworte: Mathematics - Group Theory; Mathematics - Dynamical Systems; Primary: 37B10. Secondary: 37B05, 20F10
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15
On entropies of block-gluing subshifts

von Puzynina, Svetlana ; Sablik, Mathieu

Schlagworte: Computer Science - Discrete Mathematics; 03D78, 37B40, 68R15; F.1.1; G.2.1
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16
Soficity of free extensions of effective subshifts

von Barbieri, Sebastián ; Sablik, Mathieu ; Salo, Ville ; et al.

ISSN: 1078-0947.

Schlagworte: symbolic dynamics; effectively closed action; free extension; simulation; non-amenable group; subshift of finite type; MSC (2020): 37B10; 37B05; 20F10; [MATH]Mathematics [math]; [INFO]Computer Science [cs]
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17
Arithmetical Hierarchy of the Besicovitch-Stability of Noisy Tilings

von Gayral, Léo ; Sablik, Mathieu

Theory of Computing Systems. 67(6):1209-1240
- » Zum Volltext
- » Zum Volltext
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18
On the computability properties of topological entropy: a general approach

von Gangloff, Silvere ; Herrera, Alonso ; Rojas, Cristobal ; et al.

Schlagworte: Mathematics - Dynamical Systems; Computer Science - Computational Complexity; 37B40, 03D78, 03D28
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19
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20
Characterisation of the set of ground states of uniformly chaotic finite-range lattice models

von Gayral, Léo ; Sablik, Mathieu ; Taati, Siamak

Nonlinearity ; volume 38, issue 7, page 075011 ; ISSN 0951-7715 1361-6544
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21
On the algorithmic descriptive complexity of attractors in topological dynamics

von ROJAS, CRISTÓBAL ; SABLIK, MATHIEU

Ergodic Theory and Dynamical Systems ; volume 45, issue 8, page 2533-2560 ; ISSN 0143-3857 1469-4417
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22
Simulation of minimal effective dynamical systems on the Cantor sets by minimal tridimensional subshifts of finite type

von Gangloff, Silvère ; Sablik, Mathieu

Schlagworte: Mathematics - Dynamical Systems
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23
Ergodicity of some classes of cellular automata subject to noise

von Marcovici, Irène ; Sablik, Mathieu ; Taati, Siamak

Electronic Journal of Probability, Volume 24 (2019), paper no. 41, 44 pp

Schlagworte: Mathematics - Probability; Computer Science - Distributed, Parallel, and Cluster Computing; Mathematics - Dynamical Systems; Nonlinear Sciences - Cellular Automata and Lattice Gases; 60K35, 60J05, 37B15, 37A50
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24
A characterization of entropy dimensions of minimal tridimensional subshifts of finite type

von Gangloff, Silvère ; Sablik, Mathieu

Schlagworte: Mathematics - Dynamical Systems; 37B10
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25
Quantified block gluing, aperiodicity and entropy of multidimensional SFT

von Gangloff, Silvère ; Sablik, Mathieu

Schlagworte: Mathematics - Dynamical Systems; Computer Science - Computational Complexity; Mathematics - Combinatorics
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