In this article, we introduce a new extended cosine family of distributions. Some important
mathematical and statistical properties are studied, including asymptotic results, a quantile …

The half-logistic (HL) distribution is a widely considered statistical model for studying lifetime
phenomena arising in science, engineering, finance, and biomedical sciences. One of its …

This paper proposes a new generalization of the Gull Alpha Power Family of distribution,
namely the exponentiated generalized gull alpha power family of distribution abbreviated as …

In this paper, we introduced a new three-parameter probability model called Poisson
generalized half logistic (PoiGHL). The new model possesses an increasing, decreasing …

A new generator of continuous distributions called Exponentiated Generalized Marshall–
Olkin-G family with three additional parameters is proposed. This family of distribution …

This paper presents a new generalization of the extended Gompertz distribution. We defined
the so-called exponentiated generalized extended Gompertz distribution, which has at least …

In a view to obtain a new distribution that is more flexible than the type I generalized half
logistic distribution, we used the beta-G generator and the type I generalized half logistic …

We propose a new model with flexible failure rate called complementary Poisson
generalized half logistic (CPGHL). Various properties of the model are explored and …

This paper aims to develop a multiple deferred state sampling plan for a time-truncated life
test if the lifetime of the item follows exponentiated half logistic distribution. The optimal …

In this article, we introduced and studied exponentiated generalized Kumaraswamy
distribution. We derived mathematical properties including quantile function, moment …