A new generalization of the Fréchet distribution is introduced and studied. Its structural properties including the quantile function, random number generation, moments, moment generating function and order statistics are investigated. The unknown parameters of the model are estimated using maximum likelihood estimation method and a simulation study is carried out to check the performance of the method. The new model is applied to a real data set to prove empirically its flexibility
In this paper we introduce a new distribution called the beta Pareto–geometric. We provide a compreh...
AbstractIn this paper we introduce a new distribution called the beta Pareto–geometric. We provide a...
We propose a new generator from Frѐchet random variable that is known as the Odd Frѐchet-G (OFr-G) f...
In this paper, we study a new model called the Burr X exponentiated Frechet Distribution. The new mo...
A new ‡exible extension of the Fréchet model is proposed and studied. Some of itsfundamental statis...
We introduce a generalized version of the quadratic rank transmuted Fre ́chet distribution that gene...
A new version of the Fréchet model is investigated and studied. Some of its are mathematically deriv...
In this work, we introduce a new extension of the Fréchet distribution. A set of the mathematical an...
In this article, we propose a new four-parameter Fréchet distribution called the odd Lomax Fréchet d...
A new univariate extension of the Fréchet distribution is proposed and studied. Some of its fundamen...
A new five-parameter model called the exponentiated Marshall-Olkin Fréchet distribution is studied. ...
We develop a new continuous distribution called the beta-Burr type X distribution that extends the B...
In this article an attempt is made to introduce a new extension of the Fréchet model called the Xgam...
In this paper, we have introduced a new generalization of the Fre ́chet distribution named as the Cu...
A new useful version of the Fréchet model is introduced and studied. Some of its properties are deri...
In this paper we introduce a new distribution called the beta Pareto–geometric. We provide a compreh...
AbstractIn this paper we introduce a new distribution called the beta Pareto–geometric. We provide a...
We propose a new generator from Frѐchet random variable that is known as the Odd Frѐchet-G (OFr-G) f...
In this paper, we study a new model called the Burr X exponentiated Frechet Distribution. The new mo...
A new ‡exible extension of the Fréchet model is proposed and studied. Some of itsfundamental statis...
We introduce a generalized version of the quadratic rank transmuted Fre ́chet distribution that gene...
A new version of the Fréchet model is investigated and studied. Some of its are mathematically deriv...
In this work, we introduce a new extension of the Fréchet distribution. A set of the mathematical an...
In this article, we propose a new four-parameter Fréchet distribution called the odd Lomax Fréchet d...
A new univariate extension of the Fréchet distribution is proposed and studied. Some of its fundamen...
A new five-parameter model called the exponentiated Marshall-Olkin Fréchet distribution is studied. ...
We develop a new continuous distribution called the beta-Burr type X distribution that extends the B...
In this article an attempt is made to introduce a new extension of the Fréchet model called the Xgam...
In this paper, we have introduced a new generalization of the Fre ́chet distribution named as the Cu...
A new useful version of the Fréchet model is introduced and studied. Some of its properties are deri...
In this paper we introduce a new distribution called the beta Pareto–geometric. We provide a compreh...
AbstractIn this paper we introduce a new distribution called the beta Pareto–geometric. We provide a...
We propose a new generator from Frѐchet random variable that is known as the Odd Frѐchet-G (OFr-G) f...