The main aim of this manuscript to present a new weighted distribution named the Double Weighted Exponential Pareto Distribution (DWEOD). This paper constructed and studied this new distribution. The quantifiable properties are discussed, including the mean, variance, harmonic mean, coefficient of variation, reliability function, moments generating function, mode, hazard function, and the reverse hazard function. Moreover, this work estimated the parameters of this distribution by the maximum likelihood estimation method and the method of the moment
This paper introduces a generalization of moment exponential distribution so called Kumaraswamy Mome...
This article introduces a two-parameter probability model which represents another generalization of...
In this article, a new four-parameter lifetime distribution, namely, the Weibull-Linear exponential ...
In this paper we introduce a new distribution that is dependent on the Exponential and Pareto distr...
This paper offering a new weighted distribution known as the Double Weighted Weibull Distribution (D...
Since the widely using of the weighted distribution in many fields of real life such various areas i...
The weighted distributions are widely used in many real life fields such as medicine, ecology, relia...
We propose a new discrete distribution namely the discrete weighted exponential (dWE) distribution. ...
A new two-parameter weighted exponential distribution which has more mild algebraic properties than...
In this paper, for the first time, a new six-parameter class of distributions called weighted Feller...
Abstract: Problem statement: The double Pareto distribution appeared most often as model for variety...
this article, a generalization of the new Weibull-Pareto (NWP) distribution is derived. The quadrati...
In this paper, the derivation of the likelihood function for parameter estimation based on double ra...
A new class of weighted distributions is proposed by incorporating an extended exponential distribut...
summary:We discuss three estimation methods: the method of moments, probability weighted moments, an...
This paper introduces a generalization of moment exponential distribution so called Kumaraswamy Mome...
This article introduces a two-parameter probability model which represents another generalization of...
In this article, a new four-parameter lifetime distribution, namely, the Weibull-Linear exponential ...
In this paper we introduce a new distribution that is dependent on the Exponential and Pareto distr...
This paper offering a new weighted distribution known as the Double Weighted Weibull Distribution (D...
Since the widely using of the weighted distribution in many fields of real life such various areas i...
The weighted distributions are widely used in many real life fields such as medicine, ecology, relia...
We propose a new discrete distribution namely the discrete weighted exponential (dWE) distribution. ...
A new two-parameter weighted exponential distribution which has more mild algebraic properties than...
In this paper, for the first time, a new six-parameter class of distributions called weighted Feller...
Abstract: Problem statement: The double Pareto distribution appeared most often as model for variety...
this article, a generalization of the new Weibull-Pareto (NWP) distribution is derived. The quadrati...
In this paper, the derivation of the likelihood function for parameter estimation based on double ra...
A new class of weighted distributions is proposed by incorporating an extended exponential distribut...
summary:We discuss three estimation methods: the method of moments, probability weighted moments, an...
This paper introduces a generalization of moment exponential distribution so called Kumaraswamy Mome...
This article introduces a two-parameter probability model which represents another generalization of...
In this article, a new four-parameter lifetime distribution, namely, the Weibull-Linear exponential ...