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Random billiards with wall temperature and associated Markov chains
Scott Cook
, Renato Feres
Department of Mathematics
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Contribution to journal
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Article
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peer-review
16
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Keyphrases
Markov Chain
100%
Wall Temperature
100%
Billiards
100%
Random Billiards
100%
Microstructure
60%
Mechanical Characteristics
40%
Classical Statistical Mechanics
40%
Collision Velocity
40%
Geometric Description
20%
Mass Potentials
20%
Eigenvalues
20%
Equilibrium State
20%
Probability Distribution
20%
Mechanical Structure
20%
Mechanical Model
20%
Mass Ratio
20%
Hilbert Space
20%
Thermal Effect
20%
Geometric Features
20%
Equilibrium Distribution
20%
General State Space
20%
Specular Reflection
20%
Particle-surface Interactions
20%
Law of Cosines
20%
Probability Operators
20%
Post-collision
20%
Maxwell-Boltzmann Distribution
20%
Billiard Systems
20%
General Algorithm
20%
Pre-collision
20%
Hilbert-Schmidt Operator
20%
Invariant Volume
20%
Markov Transition Probability
20%
Generalized Invariants
20%
Stationary Probabilities
20%
Self-adjoint Operator
20%
Mathematics
Markov Chain
100%
Statistical Mechanics
66%
Probability Distribution
33%
Main Result
33%
Transition Probability
33%
Hilbert Space
33%
Eigenvalue
33%
Mass Ratio
33%
Equilibrium Distribution
33%
Equilibrium State
33%
Boltzmann Equation
33%
Cosine law
33%
Hilbert-Schmidt Operator
33%
Stationary Probability
33%
Self-Adjoint Operator
33%
Thermostatics
33%