Novels on knight-errantry is a very important part in the development of China's ancient novels.

In terms of daily arrival data, statistic and analyze ship flows laws. among which, daily arriving ship according with Normal Distribution, the average headway according with Erlang Distribution approximately.

根据到船资料，统计分析了船舶流到船规律，其中日到船近似服从正态分布，日到船平均船头间距近似服从爱而朗分布，为航道通过能力的计算提供理论基础。

The Biparametric Additive Theorem of Conditional Erlang Distribution

条件Erlang分布的双参数加法定理

By the property of conditional Erlang distribution, the distribution of stationary waiting time is gained;

根据条件Erlang分布的若干新性质，确定了稳态下等待时间的分布。

Extension of Parametric Additive Theorem of Conditional Erlang Distribution

条件Erlang分布单参数加法定理的推广

The Study of the Traffic Capacity of the Circular Intersections Based on Erlang Distribution

基于Erlang分布的环形交叉路口通行能力的研究

By statistical analysis, their distribution charac-ters are deduced that the non-production waiting time follows the Erlang distribution, while the fuel price fol-lows Weibull distribution.

通过统计数据，指出它们的分布特点，并通过假设检验，得到非生产停泊时间符合爱尔朗分布，燃油价格符合威布尔分布的结论。

By the aid of Erlang distribution table and exponential function table it is possible to make an approximate numerical calculation even by hand on the basis of the results in this paper.

若利用爱尔朗分布表与指数函数表，用本文的结果作近似数值计算，手算也是可行的。

In this paper we research mainly the ergodic property of the output time series, and we obtain the ergodic state of the output time series in the market economy conditions.

主要研究产出时间序列的遍历性质，得出了市场经济条件下产出时间序列是马氏过程的结论，并讨论了它的遍历态；

In view of joint source-channel coding, a joint coding theorem for ergodic discrete source and discrete memoryless channel is presented.

以联合编码的观点讨论了离散平稳各态历经信源及离散无记忆信道的联合编码系统实现无失真可靠通信的充要条件。

The essence of the interesting chaos game is revealed, here as, the fractal measure and ergodic theorm of symbolic system.

从一个有趣的混沌游戏出发，揭示其深刻的数学背景，即分形测度理论与符号空间上的遍历定理。

In this paper we give the properties and structure of eigenfunctions and eigenvalues of the weakly ergodic homeomorphism on compact system.

本文给出紧致系统上弱遍历自同胚的特征值与特征函数的结构性态。

Ergodic theory and dynamical system is one of the most successful branch of mathematics since the 20th century.

遍历论和动力系统是20世纪以来最富有成就的数学分支之一。

According to the characteristics of chaos system, three forms of chaos-based information detection technique are summarized. The first is using the sensitive to initial value and ergodic of chaos system, constructing chaos detecting system.

文章根据混沌系统的特点，论述了基于混沌的信息检测技术的三种形式：构造混沌检测系统，实现高精度测量；

In this paper, if a matrix system is generalized Ergodic, the system is stable;

本文证明：若矩阵系统是广义各态历经的，则系统是稳定的；

Furthermore, we obtain a sufficient condition by which we can distinguish if an ordinary differntial system is a continuous ergodic system.

进一步我们也给出判别一个常微系统是连续遍历系统的充分条件。

On Characteristic Exponents Construction of a New Borel Set for the Multiplicative Ergodic Theorem for Vector Fields

关于特征指数：一个新的为向量场乘法遍历定理而构造的Borel集

We give an ergodic theorem for the dual of Feller operator.

本文给出关于Feller算子的对偶算子的一个遍历定理。

Ergodic Theorem for Infinite Iterated Function Systems

无穷迭代函数系统的遍历定理

A note on the ergodic theorem for quantized systems

量子系统的Ergodlc定理

In this paper, by using the methods of functional analysis, the proof of an ergodic theorem was given.

利用泛函分析的方法给出一个遍历定理的另一证明。