Asymptotic results in parameter estimation for Gibbs random fields

Martin Janžura

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Displaying similar documents to “Asymptotic results in parameter estimation for Gibbs random fields”

Asymptotic Rényi distances for random fields: properties and applications

Martin Janžura (1999)

Kybernetika

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The approach introduced in Janžura [Janzura 1997] is further developed and the asymptotic Rényi distances are studied mostly from the point of their monotonicity properties. The results are applied to the problems of statistical inference.

Estimating interactions in binary data sequences

Martin Janžura (1986)

Kybernetika

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On the concept of the asymptotic Rényi distances for random fields

Martin Janžura (1999)

Kybernetika

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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.

A remark on the r-th mean differentiability.

Stamatelos, George D. (1984)

International Journal of Mathematics and Mathematical Sciences

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

Martin Janžura (1988)

Kybernetika

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