研究了齐次树指标可列马氏链的一类强极限定理。

We establish the strong limit theorem for countable Markov chains indexed by a homogeneous tree.

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按照可列一阶马尔可夫链方式，建立了一个具体的二阶数字锁相环的模型，并对它进行了分析。

A specific second-order digital phase-locked loop is modeled after a first-order Markov chain with alternatives, aud analyzed.

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可得当位置集为可列集且每次转移多个粒子时，耦合随机徘徊过程是存在的且为一无穷质点马氏过程。

The main methods to achieve this is the transition from a finite set to infinite set and the coupling of stochastic processes.

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