This study discusses the convolution or the sum of independent and identical random variables, where the random variables are two distribution of Negative Binomial distribution so that the resulting distribution is known as the Negative Binomial - Negative Binomial. The purpose of this study is to find the characteristics of the distribution including the expected value, the variance value, the moment generating function and the characteristic function. This property is obtained by using theorems and lemmas that relate to the properties of a distribution. It is found that the expected value, variance value, moment generating function and characteristic function of the Negative Binomial-Exponential distribution are  
The thesis summarizes basic properties of the negative binomial distribution, including estimations ...
The infinite divisibility of compound negative binomial distribution especially as the sum of Laplac...
We define a multivariate negative binomial distribution (MVNB) as a bivariate Poisson distribution f...
AbstractThe probability generating function (pgf) of an n-variate negative binomial distribution is ...
In this note we are concerned with the sums S=Y1+Y2+...+Yn, where every constituent follows the nega...
The probability generating function (pgf) of an n-variate negative binomial distribution is defined ...
This paper introduces a new distribution by mixing the negative binomial distribution and exponentia...
This paper introduces a new distribution by mixing the negative binomial distribution and exponentia...
The infinite divisibility of compound negative binomial distribution especially as the sum of Laplac...
It is shown that the negative binomial distribution NB(r,p) may arise out of an identical but depend...
In a previous paper we state the dominant term in the third central moment of the maximum likelihood...
This study discusses the convolution or the sum of independent and identical random variables, where...
This study discusses the convolution or the sum of independent and identical random variables, where...
The infinite divisibility of compound negative binomial distribution especially as the sum of Laplac...
We study the convolution of compound negative binomial distributions with arbitrary parameters. The ...
The thesis summarizes basic properties of the negative binomial distribution, including estimations ...
The infinite divisibility of compound negative binomial distribution especially as the sum of Laplac...
We define a multivariate negative binomial distribution (MVNB) as a bivariate Poisson distribution f...
AbstractThe probability generating function (pgf) of an n-variate negative binomial distribution is ...
In this note we are concerned with the sums S=Y1+Y2+...+Yn, where every constituent follows the nega...
The probability generating function (pgf) of an n-variate negative binomial distribution is defined ...
This paper introduces a new distribution by mixing the negative binomial distribution and exponentia...
This paper introduces a new distribution by mixing the negative binomial distribution and exponentia...
The infinite divisibility of compound negative binomial distribution especially as the sum of Laplac...
It is shown that the negative binomial distribution NB(r,p) may arise out of an identical but depend...
In a previous paper we state the dominant term in the third central moment of the maximum likelihood...
This study discusses the convolution or the sum of independent and identical random variables, where...
This study discusses the convolution or the sum of independent and identical random variables, where...
The infinite divisibility of compound negative binomial distribution especially as the sum of Laplac...
We study the convolution of compound negative binomial distributions with arbitrary parameters. The ...
The thesis summarizes basic properties of the negative binomial distribution, including estimations ...
The infinite divisibility of compound negative binomial distribution especially as the sum of Laplac...
We define a multivariate negative binomial distribution (MVNB) as a bivariate Poisson distribution f...