Probabilistic modelling and statistical analysis of environmental conditions is important for
the design and assessment of ships and other marine structures. It will give a necessary …

We introduce a new extension of the reciprocal Exponential distribution for modeling the
extreme values. We used the Morgenstern family and the clayton copula for deriving many …

In this article, we defined and studied a new distribution for modeling extreme value. Some
of its mathematical properties are derived and analyzed. Simple types copula is employed …

A new three-parameter extension of the Fréchet model is proposed and studied. Some of its
statistical properties are derived. A simple type Copula-based construction via Morgenstern …

In this paper, we proposed a new extension of the Rayleigh distribution with two parameter
called type I half logistic Rayleigh distribution. Several important mathematical and statistical …

In this paper, we investigate a new model based on Burr X and Fréchet distribution for
extreme values and derive some of its properties. Maximum likelihood estimation along with …

A new univariate extension of the Fréchet distribution is proposed and studied. Some of its
fundamental statistical properties such as stochastic properties, ordinary and incomplete …

A new useful version of the Fréchet model is introduced and studied. Some of its properties
are derived. The method of maximum likelihood is used for estimating the unknown …

Selecting appropriate thresholds for modeling extreme financial values is vital in financial
institutions. An effective threshold of the financial claims ensures that the model captures …

Statistical probability distributions are commonly used by data analysts and statisticians to
describe and analyze their data. It is possible in many situations that data would not fit the …