Add to ORKGIn this paper we introduce a new family of bivariate discrete distributions on Z 2 , called the Rademacher(α 1 , α 2) − N 2 class. Its main feature is to generate bivariate random variables with possible negative or positive values for the covariance. This new family can also be considered as an extension (on Z^2) of some standard bivariate discrete (non negative valued) distribution
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In this paper we introduce a new family of bivariate discrete distributions on Z 2 , called the Rade...
A new class of multivariate discrete distributions with binomial and multinomial marginals is studie...
In this article we construct bivariate discrete distribution in $\mathbb Z^2$. We make use of a gene...
The bivariate forms of many important discrete probability distributions have been studied by many s...
We construct a bivariate distribution of (X, Y ) by assuming that the conditional distribution of Y ...
We construct a bivariate distribution of (X, Y ) by assuming that the conditional distribution of Y ...
The beta distribution is a basic distribution serving several purposes. It is used to model data, an...
In this paper, we consider a new class of bivariate negative binomial distributions having marginal ...
This thesis considers bivariate extension of the Meixner class of distributions by the method of gen...
We define a multivariate negative binomial distribution (MVNB) as a bivariate Poisson distribution f...
In many real-world applications, the random variables modeling the phenomena of interest are continu...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In this paper we introduce a new family of bivariate discrete distributions on Z 2 , called the Rade...
A new class of multivariate discrete distributions with binomial and multinomial marginals is studie...
In this article we construct bivariate discrete distribution in $\mathbb Z^2$. We make use of a gene...
The bivariate forms of many important discrete probability distributions have been studied by many s...
We construct a bivariate distribution of (X, Y ) by assuming that the conditional distribution of Y ...
We construct a bivariate distribution of (X, Y ) by assuming that the conditional distribution of Y ...
The beta distribution is a basic distribution serving several purposes. It is used to model data, an...
In this paper, we consider a new class of bivariate negative binomial distributions having marginal ...
This thesis considers bivariate extension of the Meixner class of distributions by the method of gen...
We define a multivariate negative binomial distribution (MVNB) as a bivariate Poisson distribution f...
In many real-world applications, the random variables modeling the phenomena of interest are continu...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...
In many real-world problems, the phenomena of interest are continuous in nature and modeled through ...