summary:The compound Poisson-gamma variable is the sum of a random sample from a gamma distribution with sample size an independent Poisson random variable. It has received wide ranging applications. In this note, we give an account of its mathematical properties including estimation procedures by the methods of moments and maximum likelihood. Most of the properties given are hitherto unknown
In many of statistical theory of asymptotic distribution, it is based on normal distribution or some...
We study the convolution of compound negative binomial distributions with arbitrary parameters. The ...
In 1920 M. Greenwood and G. U. Yule presented a compound distribution Poisson-two-parameter gamma an...
summary:The compound Poisson-gamma variable is the sum of a random sample from a gamma distribution ...
summary:The compound Poisson-gamma variable is the sum of a random sample from a gamma distribution ...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
AbstractWe present two methods of constructing multivariate compound distributions and investigate t...
We present two methods of constructing multivariate compound distributions and investigate the corre...
In 1920 M. Greenwood and G. U. Yule presented a compound distribution Poisson-two-parameter gamma a...
Claims reserving and claims process estimation are classical problems in general insurance. Some of ...
Claims reserving and claims process estimation are classical problems in general insurance. Some of ...
In many of statistical theory of asymptotic distribution, it is based on normal distribution or some...
We study the convolution of compound negative binomial distributions with arbitrary parameters. The ...
In 1920 M. Greenwood and G. U. Yule presented a compound distribution Poisson-two-parameter gamma an...
summary:The compound Poisson-gamma variable is the sum of a random sample from a gamma distribution ...
summary:The compound Poisson-gamma variable is the sum of a random sample from a gamma distribution ...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
The statistical properties of the Poisson- Beta distribution have been studied. The moment estimato...
AbstractWe present two methods of constructing multivariate compound distributions and investigate t...
We present two methods of constructing multivariate compound distributions and investigate the corre...
In 1920 M. Greenwood and G. U. Yule presented a compound distribution Poisson-two-parameter gamma a...
Claims reserving and claims process estimation are classical problems in general insurance. Some of ...
Claims reserving and claims process estimation are classical problems in general insurance. Some of ...
In many of statistical theory of asymptotic distribution, it is based on normal distribution or some...
We study the convolution of compound negative binomial distributions with arbitrary parameters. The ...
In 1920 M. Greenwood and G. U. Yule presented a compound distribution Poisson-two-parameter gamma an...