Arctan exponential extension distribution with properties and applications

In the presented work, a continuous distribution named arctan exponential extension has been introduced along with relevant properties which are statistically and mathematically derived analyzed. While estimating model parameters, three well-known estimation methods employed Cramer-Von-Mises (CVM), maximum likelihood (MLE) least-square (LSE) methods. With help of real set data, in comparison to existing models, distribution’s goodness-of-fit is evaluated.