The art of parameter (s) induction to the baseline distribution has received a great deal of
attention in recent years. The induction of one or more additional shape parameter (s) to the …

A new generalized distribution is developed, namely, Topp-Leone Marshall-Olkin-G
distribution. The new distribution is a linear combination of the exponentiated-G family of …

Abstract Marshall and Olkin (Biometrika 641–652, 1997) introduced a new way of
incorporating a parameter to expand a family of distributions. In this paper we adopt the …

A family of distribution is proposed by using Kumaraswamy-G (Kw-G) distribution as the
base line distribution in the generalized Marshall-Olkin (GMO) construction. By expanding …

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 …

We develop a new generalized family of the Gompertz-G distribution, namely, the Marshall-
Olkin-Gompertz-G distribution. Statistical properties of the new proposed model are …

We propose a new generalized family of distributions called the exponentiated generalized
power series (EGPS) family of distributions and study its sub-model, the exponentiated …

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 …

A new family of continuous probability distributions is proposed by using Kumaraswamy-G
distribution as the base line distribution in the Marshall-Olkin construction. A number of …

Defective distributions model cure rates by changing the usual domain of its parameters in a
way that their survival functions converge to a value p∈(0, 1). A new way to generate …