DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Axiom A
Axiom A
Invariant Measures for Hyperbolic Dynamical Systems
Equilibrium States and the Ergodic Theory of Anosov Diffeomorphisms
Uniformly Hyperbolic Control Theory Christoph Kawan
Transformations)
Symbolic Dynamics and Markov Partitions
STABLE ERGODICITY 1. Introduction a Dynamical System Is Ergodic If It
Explicit Construction of Non-Linear Pseudo-Anosov Maps, with Nonminimal Invariant Foliations
Computational Ergodic Theory, by Geon Ho Choe, Springer, Berlin, Heidelberg, New York, 2005, 472 Pp., US$89.95, ISBN 3-540-23121-8
Axiom a Diffeomorphisms Derived from Anosov Flows
A Blender? Ch
Edge States in the Climate System: Exploring Global Instabilities and Critical Transitions
Penrose Tilings, Chaotic Dynamical Systems and Algebraic K-Theory
Determining the D-Dimensional Symbolic Dynamics
10. the Ergodic Theory of Hyperbolic Dynamical Systems
Ergodic Theory of Chaos and Strange Attractors J.-P
What Are SRB Measures, and Which Dynamical Systems Have Them?
ERGODIC THEORY of DIFFERENTIABLE DYNAMICAL SYSTEMS
EXISTENCE and NON-EXISTENCE of LENGTH AVERAGES for FOLIATIONS 3 Singularity Or a Singular Point
Top View
The Geometric Approach for Constructing Sinai-Ruelle-Bowen Measures
Open Sets of Axiom a Flows with Exponentially Mixing Attractors
On the Uniqueness of SRB Measures for Endomorphisms Arxiv
Ergodic Theory
Hénon Maps and Related Dynamical Systems
The Route to Chaos in Routing Games: When Is Price of Anarchy Too Optimistic?
Deterministic Chaos and the Foundations of the Kinetic Theory Of
Arxiv:2105.00301V2 [Math.DS] 8 May 2021 T Ual Sets Surable Below
Exploding the Dark Heart of Chaos Chris King March 2009 – Jul 2016 Mathematics Department University of Auckland
Exploding the Dark Heart of Chaos: Part I
Ergodic Theory, Randomness, and "Chaos"
The Ergodic Theory of Axiom a Flows
Generic Properties of Dynamical Systems Christian Bonatti
Recurrence Statistics for the Space of Interval Exchange Maps and the Teichmuller¨ Flow on the Space of Translation Surfaces
Chaos on the Interval
Complex Dynamics in Several Variables
Turbulence Transition in Shear Flows and Dynamical Systems Theory