Recent studies have highlighted the statistical relevance and applicability of trigonometric
distributions for the modeling of various phenomena. This paper contributes to the subject by …

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 …

This paper introduced a family of distributions which is flexible and capable of yielding more
robust compound probability models when used in modeling real life events. General …

In this paper, we propose and investigate the odd Lindley Power Rayleigh (OLPR)
distribution, which is derived by combining the odd Lindley-G family and power Rayleigh …

This research article introduces a new family of distributions developed using the innovative
beta-generated transformation technique. Among these distributions, the focus is on the …

A new five‐parameter transmuted generalization of the Lomax distribution (TGL) is
introduced in this study which is more flexible than current distributions and has become the …

In this paper, we introduce and study a new extension of Lomax distribution with four-
parameter named as the Marshall–Olkin alpha power Lomax (MOAPL) distribution. Some …

For the past few years, various forms of statistical distributions based on trigonometrical
transformation were proposed by researchers to model data and thereby finding the suitable …

In many areas of applied sciences, the last step of a study often consists in analyzing in
depth the collected data. Among all the kinds of data, the lifetime data are well-known to …

This article proposes the Gompertz-Alpha power inverted exponential distribution for lifetime
processes. The statistical properties of the distribution such as survival, hazard, reversed …