Asymptotic Rényi distances for random fields: properties and applications

Martin Janžura

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Displaying similar documents to “Asymptotic Rényi distances for random fields: properties and applications”

On the concept of the asymptotic Rényi distances for random fields

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The asymptotic Rényi distances are explicitly defined and rigorously studied for a convenient class of Gibbs random fields, which are introduced as a natural infinite-dimensional generalization of exponential distributions.

Asymptotic results in parameter estimation for Gibbs random fields

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Divergences of Gauss-Markov random fields with application to statistical inference

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The central limit theorem for random fields

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Random directed trees and forest -- drainage networks with dependence.

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