Some Generalized Family of Probability Distributions

The generalization of a family of probability distributions has recently received much attention. These studies are mainly motivated due to the need of modeling various types of data and to find their probabilistic structure. In this talk, we will present the usefulness of zero truncated Poisson (ZTP) distribution to develop different family of distributions including the Transmuted-G and Beta-G Poisson family. The efficacy of developing such models will be justified by illustrating two different real–life applications.