遍历定理和不变测度的存在性是遍历理论中的二个基本研究主题。
Ergodic theorems and the existence of invariant measures are two major topics in Ergodic theory.
在第五章里，我们得到了常返右过程的不变测度的存在性、唯一性及其遍历性。
In chapter 5, we obtain the invariant measure and the ergodic property of recurrent right processes.
绕积马氏链的不变测度和遍历性；
The invariant measure and ergodicity of skew product Markov chain;
绕积马氏链的不变测度和遍历性；
The invariant measure and ergodicity of skew product Markov chain;
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