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...

In this article, four new families named as Weibull extended exponentiated-X (WEE-X), Lomax (LEE-X), Logistic (LGCEE-X), and Burr III (BIIIEE-X) with their quantile functions are proposed. The expressions for distribution function density of BIIIEE-X family written in terms linear combinations the exponentiated densities based to parent model. New models, i.e., Weibul (WEEW), (LEEW), (LGCEEW), ...

This article proposes a new distribution call the Exponentiated Power Lindley-Logarithmic Distribution for modeling real life data. The is motivated by Lindley distribution. quantile function derived and Maximum likelihood estimates of parameters are also derived. performed better in simulation study than competing can model biomedical phenomena agricultural events.

In this paper, we introduce a new four-parameter generalized version of the Chen model called exponentiated extended distribution. Some results about reliability characteristics hazard rate function as well some mathematical properties are provided. The maximum likelihood estimators and five approaches based on concept minimum spacing distance given for estimation parameters their performances ...

This study presents a new three-parameter beta distribution defined on the unit interval, which can have increasing, decreasing, left-skewed, right-skewed, approximately symmetric, bathtub, and upside-down bathtub shaped densities, U, hazard rates. model define well-known distributions with various parameters supports, such as Kumaraswamy, exponential, exponentiated uniform, generalized of firs...