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PUBLICATIONS

Random Walk Approach to Uniqueness and Mixing Conditions in Markov Random Fields

Author(s)

Antonio M. Possolo, Andrew L. Rukhin

Abstract

This note gives an interpretation of Dobrushin?s conditions for uniqueness and mixing Markov field in terms of a random walk with an absorbing state. An example involving Ising?s lattice gas model is discussed, and a version of the Central Limit Theorem is proven.
Citation
None
Pub Type
Journals

Citation

Possolo, A. and Rukhin, A. (1970), Random Walk Approach to Uniqueness and Mixing Conditions in Markov Random Fields, None (Accessed October 9, 2025)

Issues

If you have any questions about this publication or are having problems accessing it, please contact [email protected].

Created August 26, 2016, Updated January 27, 2020
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