There has been a renewed interest in developing more flexible statistical distributions in
recent decades. A major milestone in the methods for generating statistical distributions is …

In this paper, we propose a new class of lifetime distributions called the Marshall-Olkin
Generalized G Poisson family. The proposed family of distributions is constructed by …

We study some mathematical properties of the Marshall–Olkin extended Weibull distribution
introduced by Marshall and Olkin (Biometrika 84: 641–652, 1997). We provide explicit …

We introduce a new class of distributions called the Weibull Marshall–Olkin-G family. We
obtain some of its mathematical properties. The special models of this family provide bathtub …

The aim of this article is to compare via Monte Carlo simulations the finite sample properties
of the parameter estimates of the Marshall–Olkin extended exponential distribution obtained …

Marshall and Olkin (1997) introduced a general method for obtaining more flexible
distributions by adding a new parameter to an existing one, called the Marshall-Olkin family …

A three-parameter extension of the exponential distribution is introduced and studied in this
paper. The new distribution is quite flexible and can be used effectively in modelling survival …

This study proposes a new competitive model, the Marshall-Olkin Kappa distribution and
presents its various properties. These properties include the derivation of probability density …

In this paper, a new extension for the generalized Rayleigh distribution is introduced. The
proposed model, called Marshall–Olkin extended generalized Rayleigh distribution, arises …

In this paper, a new family of continuous random variables with non-necessarily symmetric
densities is introduced. Its density function can incorporate unimodality and bimodality …