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gamma分布
相关语句
  gamma distribution
    In the paper undoubted estimation of μ(θ) is first gotten,then using two parameters Linear Exponential distribution to replace Gamma distribution which is often used as structure function,building simple claim number model :Exponential distribution model,discussing the optimal BMS under different computing rulers. Finally a special model is given : Negative binomial model.
    )的确切可信性估计,然后将常用的结构函数Gamma分布拓展到双参数线性指数分布族,构造了这些简单分布所属分布族的索赔次数模型:线性指数分布模型,并讨论了模型在四种不同保费计算规则下的最优BMS.负二项模型作为线性指数分布族模型的特例给出。
短句来源
    With the Poisson-inverse Gaussian distribution choice for the distribution of the number of claims, a compound Poisson-inverse Gaussian distribution as the distribution of aggregate claims is considered. The normal distribution and the translated gamma distribution are employed as two kinds of approximations to the compound Poisson-inverse Gaussian distribution under some requirements.
    本文考虑当理赔次数N的分布为Poisson-逆高斯分布时,相应的总理陪量分布(即复合Poisson-逆高斯分布)的两种近似:正态分布和平移Gamma分布
短句来源
  gam ma distribution
    In the paper undoubted estimation of μ(θ) is first gotten,then using two parameters Linear Exponential distribution to replace Gamma distribution which is often used as structure function,building simple claim number model :Exponential distribution model,discussing the optimal BMS under different computing rulers. Finally a special model is given : Negative binomial model.
    )的确切可信性估计,然后将常用的结构函数Gamma分布拓展到双参数线性指数分布族,构造了这些简单分布所属分布族的索赔次数模型:线性指数分布模型,并讨论了模型在四种不同保费计算规则下的最优BMS.负二项模型作为线性指数分布族模型的特例给出。
短句来源
    With the Poisson-inverse Gaussian distribution choice for the distribution of the number of claims, a compound Poisson-inverse Gaussian distribution as the distribution of aggregate claims is considered. The normal distribution and the translated gamma distribution are employed as two kinds of approximations to the compound Poisson-inverse Gaussian distribution under some requirements.
    本文考虑当理赔次数N的分布为Poisson-逆高斯分布时,相应的总理陪量分布(即复合Poisson-逆高斯分布)的两种近似:正态分布和平移Gamma分布
短句来源
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  gamma distribution
A new estimate of shape parameter in the family of Gamma distribution
      
In this paper, a new estimator of the shape parameter in the family of Gamma distribution is constructed by using the moment idea, and it is proved that this estimator is strongly consistent and asymptotically normal.
      
Application of the theory of truncated probability distributions to studying minimal river runoff: Normal and gamma distribution
      
Content subscribing mechanism in P2P streaming based on gamma distribution prediction
      
From statistical regress, it was also found that the DSD follows the Gamma distribution best in most cases.
      
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With the Poisson-inverse Gaussian distribution choice for the distribution of the number of claims, a compound Poisson-inverse Gaussian distribution as the distribution of aggregate claims is considered. The normal distribution and the translated gamma distribution are employed as two kinds of approximations to the compound Poisson-inverse Gaussian distribution under some requirements. Also the approximation to the tail probability of compound Poisson-inverse Gaussian distribution is given when the claim amount...

With the Poisson-inverse Gaussian distribution choice for the distribution of the number of claims, a compound Poisson-inverse Gaussian distribution as the distribution of aggregate claims is considered. The normal distribution and the translated gamma distribution are employed as two kinds of approximations to the compound Poisson-inverse Gaussian distribution under some requirements. Also the approximation to the tail probability of compound Poisson-inverse Gaussian distribution is given when the claim amount distribution is subexponential.

本文考虑当理赔次数N的分布为Poisson-逆高斯分布时,相应的总理陪量分布(即复合Poisson-逆高斯分布)的两种近似:正态分布和平移Gamma分布。同时还考虑了当理赔量的分布为下指数分布时复合Poisson-逆高斯分布的尾概率的一种近似计算。

 
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