In recent years, the trigonometric families of continuous distributions have found a place of
choice in the theory and practice of statistics, with the Sin-G family as leader. In this paper …

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 …

In this article, a new two-parameter model called the truncated Cauchy power-inverted Topp–
Leone (TCP-ITL) is constructed by merging the truncated Cauchy power-G (TCP-G) family …

We come up with a new class called log-logistic tan generalized family which provides sub-
models with left skewed, symmetrical, right skewed, unimodal, bimodal and reversed-J …

In this work, we presented the type I half logistic Burr‐Weibull distribution, which is a unique
continuous distribution. It offers several superior benefits in fitting various sorts of data …

In this article, we develop a new general family of distributions aimed at unifying some well-
established lifetime distributions and offering new work perspectives. A special family …

In this paper, we first show a new probability result which can be concisely formulated as
follows: the function 2 G β/(1+ G α), where G denotes a baseline cumulative distribution …

The spread of the COVID‐19 epidemic, since December 2019, has caused much damage
around the world, disturbed every aspect of daily life, and has become a serious health …

Numerous technical systems are modeled to identify dependability and safety measures.
The modeling approach here is a real data driven approach. We work with the results …

We introduce a new distribution, so called A new generalized modified Weibull (NGMW)
distribution. Various structural properties of the distribution are obtained in terms of Meijer's …