Tilt Dynamics of Cylinder Information and the Parry Measure on the Golden-Mean Shift
Ergodic theory and probability
gen2
ergodic
submitted
Exponential tilts of cylinder information close within the one-step Markov family, making tilt dynamics globally linearizable. The Parry measure is characterized as the unique zero-jitter (constant Re…
Journal of Theoretical Probability Submitted 21 Theorems Ergodic theory and probability
Abstract
Exponential tilts of cylinder information close within the one-step Markov family, making tilt dynamics globally linearizable. The Parry measure is characterized as the unique zero-jitter (constant Renyi spectrum) law.
Keywords: shifts of finite type, Parry measure, large deviations, thermodynamic formalism, Gibbs measures
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