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 …

This paper introduces a general family of continuous distributions, based on the exponential-
logarithmic distribution and the odd transformation. It is called the “odd exponential …

In this article, we use Lehmann alternative-II to extend the odd generalized exponential
family. The uniqueness of this family lies in the fact that this transformation has resulted in a …

In this paper, we develop the new extended Kumaraswamy generated (NEKwG) family of
distributions. It aims to improve the modeling capability of the standard Kumaraswamy family …

In this paper, we introduce a truncated general-G class of distributions. This class can be
viewed as a weighted family of distributions with a general weight function, and also it …

In this paper, we introduce a new family of distributions which extends several new
halfdistributions. Also, the family can be viewed as a general weighted family of distributions …

In this paper, a new transmuted general family of distributions is introduced and studied. In
particular, we obtain explicit expressions for the moments, the incomplete moments, the …

This paper introduces a new rich family of distributions based on mixtures and the so-called
Marshall-Olkin family of distributions. It includes a wide variety of well-established mixture …

This paper is devoted to a new class of distributions called the Box-Cox gamma-G family. It
is a natural generalization of the useful Ristić–Balakrishnan-G family of distributions …

In this paper, we derived a new distribution named as truncated Weibull Rayleigh (TW-R)
distribution. Its characterization and statistical properties are obtained, such as reliability …