This paper develops the exponentiated Mfamily of continuous distributions, aiming to
provide new statistical models for data fitting purposes. It stands out from the other families …

This paper introduces a new family of distributions called the hyperbolic tangent (HT) family.
The cumulative distribution function of this model is defined using the standard hyperbolic …

In this study, we propose a new distribution based on the inverted exponential distribution
called as “Alpha Power Inverted Exponential” distribution. We provide some of its statistical …

This article proposes the Gompertz-Alpha power inverted exponential distribution for lifetime
processes. The statistical properties of the distribution such as survival, hazard, reversed …

Abstract The Gompertz inverse exponential (GoIE) distribution using the Gompertz
generalized family of distributions was derived and introduced in this article. Some basic …

The Exponential distribution is the probability distribution of the time between two
consecutive events in a Poisson point process, that is, it is a process in which the events …

In this paper, we focused on two families of distributions: the Topp–Leone Kumaraswamy
family and a novel proposed family of distributions. Subsequently, we explore their …

This paper major goal is to create a model that may be used to model Italy's Covid-19
Mortality rate. The Alpha Power Exponentiated Inverse Exponential distribution, often known …

In this research, the Bayesian estimators of both the unknown model parameters, survivor
(or reliability) function and failure rate of the three-parameter Kumaraswamy-Inverse …

This study is based on formulation of a new probability model having four parameters.
Parameters of the model are estimated using Maximum likelihood, Least Square and …