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 …

We propose a new extended G family of distributions. Some of its structural properties are
derived and some useful characterization results are presented. The maximum likelihood …

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 …

A new four-parameter lifetime model called OddLog-Logistic Burr XII distribution, is defined
and investigated. Some of itsmathematical properties are derived. Some useful …

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 …

A new family of distributions called the odd generalized NH is introduced and studied. Four
new special models are presented. Some mathematical properties of the odd generalized …

In this article, we propose a new family of distributions called odd Burr-III family of
distributions generated from the logit of Burr-III random variable. We display density and …

A new class of statistical distributions called the Type II half-Logistic odd Fréchet-G class is
proposed. The new class is a continuation of the unusual Fréchet class. This class is …

We propose a new class of continuous distributions with two extra shape parameters named
the Odd Log-Logistic Poisson-G family. Some of its mathematical properties including …

This paper introduces a new family of distributions based on the additive model structure.
Three submodels of the proposed family are studied in detail. Two simulation studies were …