Possolo, A.
and Rukhin, A.
(1970),
Random Walk Approach to Uniqueness and Mixing Conditions in Markov Random Fields, None
(Accessed April 17, 2024)
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Random Walk Approach to Uniqueness and Mixing Conditions in Markov Random Fields
Author(s)
,
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
Created August 26, 2016, Updated January 27, 2020