In this paper, we introduce a new flexible generator of continuous distributions called the
transmuted Burr XG (TBX-G) family to extend and increase the flexibility of the Burr X …

In this paper, we study a new flexible three-parameter exponential distribution called the
extended odd Weibull exponential distribution, which can have constant, decreasing …

For bounded unit interval, we propose a new Kumaraswamy generalized (G) family of
distributions through a new generator which could be an alternate to the Kumaraswamy-G …

In this paper, a new flexible generator of distributions is proposed. Some of its fundamental
properties including quantile, skewness, kurtosis, hazard rate function, moments, mean …

Alizadeh et al. introduced a flexible family of distributions, in the so-called Gompertz-G
family. In this article, a discrete analogue of the Gompertz-G family is proposed. We also …

In the literature of distribution theory, a vast proportion is acquired by discrete distributions
and their applications in real-world phenomena. However, in a rapidly changing …

In the statistical literature, several discrete distributions have been developed so far.
However, in this progressive technological era, the data generated from different fields is …

We propose a new flexible class called the Marshall-Olkin odd Burr III family for generating
continuous distributions and derive some of its statistical properties. We provide three …

This paper introduces a new univariate flexible generator of distributions called the odd
Chen-G family, and some of its statistical properties are derived. Two special models of the …

Burr proposed twelve different forms of cumulative distribution functions for modeling data.
Among those twelve distribution functions is the Burr X distribution. In statistical literature, a …