A Class of Shannon-Mcmillan Random Deviation Theorems for Arbitrary Random Field Indexed by the Homogeneous Tree
Fang Li · Gongcheng shuxue xuebao · 2009
In this paper, a class of Shannon-McMillan theorems for arbitrary random field on the homogeneous tree, represented by inequalities, are discussed by comparing the arbitrary random field with the Markov random field on the homogeneous tree, which provides the theoretical basis to study the information code for random field on the tree graph.