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The strong law of large numbers for non homogeneous M-bifurcating Markov chains indexed by a M-branch Cayley tree

机译:M分支Cayley树索引的非齐次M分叉Markov链的强大数定律

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摘要

This article is devoted to the strong law of large numbers and the entropy ergodic theorem for non homogeneous M-bifurcating Markov chains indexed by a M-branch Cayley tree, which generalizes the relevant results of tree-indexed nonhomogeneous bifurcating Markov chains. Meanwhile, our proof is quite different from the traditional method.
机译:本文致力于以M分支Cayley树为索引的非齐次M分叉Markov链的大数强定律和熵遍历定理,它概括了树索引为非齐次分叉Markov链的相关结果。同时,我们的证明与传统方法大不相同。

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