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Mixing (mathematics)
Mixing, Chaotic Advection, and Turbulence
Stat 8112 Lecture Notes Stationary Stochastic Processes Charles J
Pointwise and L1 Mixing Relative to a Sub-Sigma Algebra
On Li-Yorke Measurable Sensitivity
Chaos Theory
Turbulence, Fractals, and Mixing
Blocking Conductance and Mixing in Random Walks
Chaos and Chaotic Fluid Mixing
Generalized Bernoulli Process with Long-Range Dependence And
Power Spectra and Mixing Properties of Strange Attractors
Lecture 12 Ergodicity and Mixing
Chaos Theory and Its Application in the Atmosphere
C1-Robust Topologically Mixing Solenoid-Like Attractors and Their Invisible Parts
Mixing Properties of a Class of Bernoulli-Processes 0
4. Ergodicity and Mixing
The Topology of Hyperbolic Attractors on Compact Surfaces 3
Conditional Independence, Conditional Mixing and Conditional Association
Properties of a Generalized Arnold's Discrete Cat
Top View
A Weak Law of Large Numbers Under Weak Mixing
Arxiv:1503.06425V1 [Math.DS] 22 Mar 2015 Es Estvt N Oo,Adterrltosisi This in Relationships Their and On, So and Topo So Sensitivity Positive Sets, I Chaos, Chaos
Rates of Mixing in Models of Fluid Flow
CV Peratt 2019 Spring
Characterizing the Basins with the Most Entangled Boundaries
The Equivalence of Ergodicity and Weak Mixing for Infinitely Divisible Processes1
Estimating Beta-Mixing Coefficients Via Histograms
Ergodicity and Mixing Bounds for the Fisher–Snedecor Diffusion
Markov Chains and Mixing Times Second Edition
"Mixing Without Randomness"
The Many Facets of Chaos
The Graph Structure of the Generalized Discrete Arnold's Cat
Measurable Dynamics: Theory and Applications
The Notion of Mixing and Rank One Examples
On Random Attractors for Mixing-Type Systems Sergei Kuksin, Armen Shirikyan
86Th Josiah Willard Gibbs Lecture Wednesday, January 9, 2013 8:30 PM
Lecture Notes on Ergodic Theory
Topological Chaos: What May This Mean?