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1·Stationary distribution here is very simple since we're always in state S0. Let's look at the values now.

因为我们们一直在S0情况中，这里的固定分配非常简单。让我们看下现在的值。

2·An algorithm for computing the stationary distribution of finite state discrete time Markov Chains is provided in the paper.

论文提出了一种计算有限状态离散时间马尔科夫链平稳分布的算法。

3·Existence and uniqueness of the stationary distribution of countable discrete time homogeneous Markov chains is discussed in this paper.

本文考虑可数状态离散时间齐次马氏链平稳分布的存在与唯一性。

4·The decision of the recursions and the existence of the stationary distribution are the most important problems in the research of the discrete time Markovian chain.

常返性的判别和平稳分布存在性是离散时间马氏链的重要研究内容。

5·The necessary and sufficient condition of recurrent and ergodic properties are proved first in chapter 3, and under that condition we get the stationary distribution.

本文在第三章给出了常返和遍历的充要条件，在此条件下由平稳分布的定义得出了平稳分布的发生函数。

6·Computations of the stationary distribution in the ergodic case and the mean queuing length and the maximum waiting time under the stationary state are also presented.

计算了遍历情况下的平稳分布与平稳状态下的平均队长和平均最长等待时间。

7·The calculated results, which include the stationary electron distribution and characteristic time for beams to reach the stationary distributions, are analyzed and discussed.

对计算所得的稳态电子分布函数以及达到稳态分布所需的特征时间进行了分析和讨论。

8·Under this weak condition, this paper gives not only a concise proof of the existence and uniqueness of the stationary distribution, and also the the computation method of the stationary distribution.

在此较弱的条件下，本文不仅给出了平稳分布存在与唯一性的简洁证明，而且还给出了平稳分布的计算方法。

9·The stationary condition and stationary queue length distribution are given in terms of matrix iterative solution. Block probability and block time probability distribution are given.

给出了排队平稳条件以及用矩阵迭代法得到了平稳队长分布和受阻概率分布。

10·The statistical model of frequency and intensity of anomalous microtherm events in Nanjing is established by means of the extreme value distribution theory of stationary time series.

本文借助于平稳时间序列的极值分布理论，对南京地区异常低温事件频次和强度建立统计模型。