This research investigates the potential usefulness of the transmuted exponentiated modified Weibull (TEMW) distribution for modelling bladder cancer data. This distribution, formed using the quadratic rank transmutation map technique, contains twenty three lifetime distributions as special cases. We obtain the analytic shapes of the density and hazard functions. Some structural properties of t...

A new generalized exponentiated Weibull model called Gumbel-exponentiated {Logistic} distribution is introduced and studied. The distribution extends the exponentiated with additional parameters bimodal densities. Some earlier distributions formed the sub-models of the proposed distribution. mathematical properties distribution including expressions for hazard function, survival moments, ...

New distribution of inverse Pareto using kumaraswamy generalized called Kumaraswamy is introduced in this paper. The proposed model applicable the study variety fields. Several properties distribution, including explicit expressions for quantile, moments, moment generating function and are studied. maximum likelihood estimation used to estimate parameters derive information matrix it. Simulatio...

The inverse Weibull distribution can be readily applied to a wide range of situations including applications in medicine, reliability and ecology. In this article we introduce a new model of generalized inverse Weibull distribution referred to as the Exponentiated generalized inverse distribution. We provide a comprehensive mathematical treatment of this distribution. We derive the moment gener...

Probability distributions perform a very significant role in the field of applied sciences, particularly reliability engineering. Engineering data sets are either negatively or positively skewed and/or symmetrical. Therefore, flexible distribution is required that can handle such sets. In this paper, we propose new family lifetime to model aforementioned This proposed known as “New Modified Exp...