In this paper, a new four-parameter distribution is developed and studied using the
tractability properties of the Kumaraswamy generalized family of distributions and the …

An extension of the cosine generalized family is presented in this paper by using the cosine
trigonometric function and method of parameter induction concurrently. Prominent …

Over the last several decades, many algebraic generalized families and classes of statistical
distributions have been developed. This research aims to construct a new cotangent …

Actuaries are constantly on the lookout for heavy-tailed (HT) distributions in order to model
data important to business and actuarial risk problems. In this article, we describe a novel …

Every day, new data must be analysed as well as possible in all areas of applied science,
which requires the development of attractive statistical models, that is to say adapted to the …

Over the years, several researchers have worked to model phenomena in which the
distribution of data presents more or less heavy tails. With this aim, several generalizations …

Statistical models are useful in explaining and forecasting real-world occurrences. Various
extended distributions have been widely employed for modeling data in a variety of fields …

The uses of statistical distributions for modeling real phenomena of nature have received
considerable attention in the literature. The recent studies have pointed out the potential of …

In this work, we present a five-parameter life time distribution called Harris power Lomax
(𝐻𝑃𝐿) distribution which is obtained by convoluting the Harris-G distribution and the Power …

This article introduces a new family of distributions through the transformation involving
tangent functions, referred to as the New Logarithmic Tangent-U family. The newly …