In this paper, a new class of distributions called the odd log-logistic Lindley-G family is
proposed. Several of its statistical and reliability properties are studied in-detail. One …

In this paper, we propose a new class of lifetime distributions called the Marshall-Olkin
Generalized G Poisson family. The proposed family of distributions is constructed by …

In this article, a new modified asymmetric Topp–Leone distribution is created and developed
from a theoretical and inferential point of view. It has the feature of extending the remarkable …

Several classes of distributions have been proposed in the statistical literature by adding
one or more parameters to generate new distributions. Some wellknown generators are …

The half-logistic modified Kies exponential (HLMKEx) distribution is a novel three-parameter
model that is introduced in the current work to expand the modified Kies exponential …

Accurately modeling lifetime data is very important for appropriate decision making in health
and biomedical fields. This usually requires the use of distributions. However, no single …

A new class of models called the transmuted odd log-logistic-G family IS proposed and
studied. The method of maximum likelihood is used to estimate the unknown parameters …

In this paper, the authors introduce a new three-parameter lifetime probability distribution
known as the Marshall-Olkin-generated log-logistic (LL) distribution. They thoroughly …

The paper introduces a new reliability Burr Pareto type-II model, showcasing its versatility
and effectiveness in engineering applications, particularly in analyzing the failure and …

Recent studies have discussed the application and relevance of trigonometry in probability
distributions. In this paper, a new, trigonometric family of distributions derived from the …