Add to ORKGIn this article we construct bivariate discrete distribution in $\mathbb Z^2$. We make use of a generalized trivariate reduction technique. The special case leading to bivariate Skellam distributions is studied in detail. Properties of the derived models as well as estimation are examined. Real data application is provided. Discussion of extensions to different models is also mentioned
A bivariate semi-Pareto distribution is introduced and characterized using geometric minimization. A...
A unified treatment of three types of zero class truncation for bivariate discrete distributions is ...
The thesis deals with the basic discrete and continuous multivariate distributions, which play an im...
A method of constructing bivariate distributions is given. The method utilises a generalised trivari...
In this paper we introduce a new family of bivariate discrete distributions on Z 2 , called the Rade...
In this paper we introduce a new family of bivariate discrete distributions on Z 2 , called the Rade...
In this paper, we introduce a new distribution on Z2, which can be viewed as a natural bivariate ext...
In this paper, we introduce a new distribution on Z2, which can be viewed as a natural bivariate ext...
In many real-world applications, the random variables modeling the phenomena of interest are continu...
The bivariate forms of many important discrete probability distributions have been studied by many s...
This thesis considers bivariate extension of the Meixner class of distributions by the method of gen...
Modeling correlated count data through some bivariate (or multivariate) discrete distribution is ess...
A new class of multivariate discrete distributions with binomial and multinomial marginals is studie...
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 ...
A bivariate semi-Pareto distribution is introduced and characterized using geometric minimization. A...
A unified treatment of three types of zero class truncation for bivariate discrete distributions is ...
The thesis deals with the basic discrete and continuous multivariate distributions, which play an im...
A method of constructing bivariate distributions is given. The method utilises a generalised trivari...
In this paper we introduce a new family of bivariate discrete distributions on Z 2 , called the Rade...
In this paper we introduce a new family of bivariate discrete distributions on Z 2 , called the Rade...
In this paper, we introduce a new distribution on Z2, which can be viewed as a natural bivariate ext...
In this paper, we introduce a new distribution on Z2, which can be viewed as a natural bivariate ext...
In many real-world applications, the random variables modeling the phenomena of interest are continu...
The bivariate forms of many important discrete probability distributions have been studied by many s...
This thesis considers bivariate extension of the Meixner class of distributions by the method of gen...
Modeling correlated count data through some bivariate (or multivariate) discrete distribution is ess...
A new class of multivariate discrete distributions with binomial and multinomial marginals is studie...
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 ...
A bivariate semi-Pareto distribution is introduced and characterized using geometric minimization. A...
A unified treatment of three types of zero class truncation for bivariate discrete distributions is ...
The thesis deals with the basic discrete and continuous multivariate distributions, which play an im...