On Metric Pressure of Random Dynamical Systems: A Local Viewpoint
Iranian Journal of Science(2023)
Abstract
In this paper, we present a local approach to the metric pressure of random dynamical systems. We define a non-negative measurable map with the property that, its integral with respect to a measure, called the diagonal measure, results in the metric pressure of a random dynamical system. In particular, it results in a local entropy map for random dynamical systems.
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Key words
Diagonal measure,Local pressure map,Metric pressure,Random dynamical system
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