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Wandering set
The Generalized Recurrent Set, Explosions and Lyapunov Functions
Hopf Decomposition and Horospheric Limit Sets
ABSTRACT the Specification Property and Chaos In
Dimensions for Recurrence Times : Topological and Dynamical Properties
Chapter 4 Global Behavior: Simple Examples
Distinguishability Notion Based on Wootters Statistical Distance: Application to Discrete Maps
Arxiv:2009.13713V2 [Math.DS]
Distinguishability Notion Based on Wootters Statistical Distance: Application to Discrete Maps Ignacio S
10. the Ergodic Theory of Hyperbolic Dynamical Systems
PERSISTENT MASSIVE ATTRACTORS of SMOOTH MAPS 3 Is Already Enough to Create Robust T-Big Attractors
Genericity of Geodesic Flows with Positive Topological Entropy on S2
Hopf Decomposition and Horospheric Limit Sets
Weakly Wandering Sets and Compressibility in a Descriptive Setting
Lecture Notes on Ergodic Theory
Applications of the Birkhoff Ergodic Theorem
Dimensions for Recurrence Times : Topological and Dynamical Properties
Ergodic Theory
Mathematical Problems for the Next Century1
Top View
Homeomorphisms of Solenoids
The" Spectral" Decomposition for One-Dimensional Maps
Smale Spaces
Arxiv:1203.3849V2 [Math.DS] 12 Feb 2015 by the Action of the System After Some Time, Then We Say That the System Is Topologically Transitive
On the Mathematical Contributions of Jacob Palis Astérisque, Tome 286 (2003), P
MATHEMATICAL SCIENCES in RUSSIAN PUBLICATIONS of the RE SEARCH INSTITUTE for Imported from the U.S.S.R
Go with the Flow
On the Ergodic Theory of Discrete Dynamical Systems
Ergodic Theory: Nonsingular Transformations
Arxiv:2003.01257V1 [Math.DS] 3 Mar 2020 We Start by Considering the Space of Non-Decreasing Sequences in [0, ∞), O = {A : N → [0, ∞): A(N) ≤ A(N + 1) ∀N ∈ N}
The Non-Wandering Set of a CA Map
Absolutely Continuous Σ-Finite Invariant Measures for Markov Operators and Dissipative Behavior of Random Dynamical Systems
Group Actions on Smale Space C*-Algebras
Recurrence and the Existence of Invariant Measures
Classical Ergodicity Xiaolong
A Perturbation Lemmas
Surrey Notes on Infinite Ergodic Theory
Ergodic Averaging with and Without Invariant Measures
Dynamics of Partial Actions