Poisson Theorem

Poisson theorem and De Moivre-Laplace theorem present the approximate calculation formula of binomial distribution .

泊松定理、隶莫佛-拉普拉斯定理给出了二项分布的近似计算公式。

Multivariate Poisson Theorem Under Weak Dependent Conditions

弱相依条件下的多维Poisson定理

An Extension for Poisson Theorem

Poisson定理的一个推广

In this paper , we discuss Poisson theorem for the sums of a random number of { xn . k } in Markov chains and exchangeable random variables . The corresponding results for the lengths of runs were also got .

在本文中，我们讨论了Markov链组列、可交换随机变量组列中｛xn，k｝的随机和的Poisson定理，并证明了其结果对连续成功次数所作成的部分和仍成立。

The Poisson 's Theorem Based Analysis Method and Application of Magnetic and Gravity Anomalies

基于泊松定理的重磁异常分析方法及应用

A Compound Poisson Approximation Theorem One Evening Complex object

一个复合Poisson逼近定理

The Poisson Convergence Theorem For Random Sums

随机和的Poisson收敛定理

In this paper , we gave a more profound explanation of the integrals of the motion and of the Poisson ′ s theorem , and point out some mistakes in Ref. ( 2 ) .

本文对运动积分和泊松定理进行比较深入的讨论，指出了文献[2]中某些错误。

According to the Poisson ` s theorem , the theories model of three degrees body was designed , and the related coefficient R , inclined rate B and intercepts A of model ` s gravity and magnetic anomalies by using correspondence analysis method were studied .

本文从泊松定理出发，设计三度体理论模型，运用重磁对应分析方法，研究理论模型的重磁异常相关系数R、斜率B和截距A。