A Maxwell–Weibull distribution was introduced by using Maxwell generalized family of
distributions. The distribution, density, survival, hazard and quantile functions of the …

In this paper, we present a new family of continuous distributions known as the type I half
logistic Burr X‐G. The proposed family's essential mathematical properties, such as quantile …

In this article we propose and study a new family of distributions which is defined by using
the genesis of the truncated Poisson distribution and the exponentiated generalized-G …

A new family of distributions called the exponential Lindley odd log-logistic G family is
introduced and studied. The new generator generalizes three newly defined G families and …

In this paper, a new class of continuous distributions with two extra positive parameters is
introduced and is called the Type II General Exponential (TIIGE) distribution. Some special …

This article proposes a new lifetime-generated family of distributions called the sine-
exponentiated Weibull-H (SEW-H) family, which is derived from two well-established …

In this paper, a new flexible version the exponentiated Weibull model is introduced and
studied. The new model generalizes many new and well-known models. We are motivated …

We introduce a new class of continuous distributions called the odd exponentiated
halflogistic-G family. Some special models of the new family are provided. These special …

In this study, a new flexible family of distributions is proposed with its statistical properties as
well as some useful characterizations. The maximum likelihood method is used to estimate …

In this paper, we introduce a new general family of distributions obtained by a subtle
combination of two well-established families of distributions: the so-called power Topp …