因而本文研究泊松积分的离散方法。
Methods to discretize the Poisson integral are investigated in this study.
前人给出了泊松随机测度的经典结果。
Some writers gave a classical results of Poisson Random measure.
考虑了常利力下双复合泊松风险模型。
The double compound Poisson risk model under constant interest force is considered.
如何模拟一个R的任意区域的空间泊松过程？
How to simulate a spatial Poisson Process in an arbitrary region with r?
本文作者讨论的是泊松方程的线性三角元法。
The linear triangular element method of the Poisson equation is considered in this paper.
在每个价格水平下，需求服从非齐次泊松分布。
Demand follows a non-homogeneous Poisson process at each price level.
本文主要对具有复合泊松需求的联合补充问题进行研究。
This paper deals with joint replenishment problem with compound Poisson demand.
近似性之二，则是将泊松问题近似地看作高斯分布问题。
The second is to regard the Poisson distribution as a Gaussian distribution approximately.
研究用混合泊松随机变量的观察值来估计其随机强度的问题。
This paper studies estimation of stochastic intensity from observed values of mixed Poisson random variables.
基于贝叶斯理论，提出采用概率的方法来估计泊松曲线的参数。
Based on the Bayesian theory, a probability method was proposed to estimate the parameters of the Poisson curve.
本文用符拉索夫方程和广义泊松方程得出原子核内具有特征振荡。
Vlasov equation and generalized Poisson equation are used here to obtain the energies of oscillations in nuclei.
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。
Poisson theorem and De Moivre-Laplace theorem present the approximate calculation formula of binomial distribution.
采用了通用估计方程(GEE)方法对泊松回归模型进行参数估计。
Generalized Estimation Equation (GEE) was used to estimate parameters of poisson regression model.
本文介绍了用单板机控制测量核衰变统计分布——泊松及高斯分布。
This paper reports the measurement of Poission or Guassion statistic distributions of nuclear decay controlled by a single board computer.
采用泊松采样使得采样过程更加随机，更能体现RTT的变化特征。
Using the Poisson sampling, the sampling process is more random, and it can show RTT variation character well.
本文把出现在视场内的恒星数量看成是一个服从泊松分布的随机过程。
The number of stars appearing in the field of view can be regard as a statistic process obeying Poisson distribution.
同时考虑了齐次泊松过程与复合泊松过程在保险业风险管理中的应用。
At the same time, we investigated some applications of the homogeneous Poisson process and the compound Poisson process in insurance.
文章在泊松方程的基础上，提出一套实现对真实纱线边缘轮廓提取的算法。
Based on Poisson's equation, the paper brings out an arithmetic to realize the edge outlining of fancy yarns.
在描述地震发生的随机性时，采用了目前国内外广泛应用的泊松过程模型。
When describing random of earthquake occurrence, Poisson's random process model applied widely home and abroad is adopted.
他推广了伯努利形式下的大数定律，研究得出了一种新的分布，就是泊松分布。
He popularized the law of large Numbers of Bernoulli form, the study draws a new distribution is Poisson distribution.
然后我们才使用这些估计的参数和使用泊松分布曲线拟何来选择合适的分布的。
We then use these parameters and follow a Pearson curve fitting procedure to select an appropriate distribution.
分析结果表明，该算法能够有效地提高任务的执行效率，符合复合泊松分布规律。
The results show that this algorithm can effectively advance the task execution efficiency, and the algorithm conforms to compound poisson distribution.
通常的例子，汇总数据的平均数，中位数和模式，而更复杂的标准偏差和泊松分布。
The usual examples of aggregated data are average, median and mode while the more complicated are standard deviation and Poisson distribution.
文章还涉及了一种基于泊松采样的采样方法，并对目前的采样提出了新的改进方案。
This paper also involves a sampling method based on Poisson sampling and proposes a new solution for present sampling.
给出了在狄利克雷边界条件下，由两个相交球面围成的区域中泊松方程的格林函数。
The Green's function for the Poisson equation in the domains bounded by two intersecting spheres with Dirichlet boundary conditions is presented.
目前人们做了大量的研究工作，去寻找能较好的拟合个体风险模型的复合泊松模型。
So far, people do a lot of effort to find the best Compound Poisson risk model which approach the individual risk model.
计算年住院分娩率,通过泊松回归调整其他因素和分析不同社会经济地区和不同收入家庭的趋势。
Crude and adjusted annual rates were calculated by means of Poisson regression and were used to define trends across socioeconomic regions and households in different income quintiles.
本文提出了一个计算单向纤维增强复合材料横向弹性模量和泊松系数的边界元计算模型。
This paper proposes a BEM computation model to calculate the transverse effective moduli and Poisson's ratios of unidirectional fiber reinforced composites.
在讨论不同结构的LDMOS表面势和表面电场模型时，本文采用多种方法求解泊松方程。
A variety of methods are employed to solve Poisson equation when discussing on the surface potential and surface electric field models of LDMOS with different structures in this paper.
在讨论不同结构的LDMOS表面势和表面电场模型时，本文采用多种方法求解泊松方程。
A variety of methods are employed to solve Poisson equation when discussing on the surface potential and surface electric field models of LDMOS with different structures in this paper.
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