PLoS ONE (Jan 2023)

Weighted power Maxwell distribution: Statistical inference and COVID-19 applications.

  • Muqrin A Almuqrin,
  • Salemah A Almutlak,
  • Ahmed M Gemeay,
  • Ehab M Almetwally,
  • Kadir Karakaya,
  • Nicholas Makumi,
  • Eslam Hussam,
  • Ramy Aldallal

DOI
https://doi.org/10.1371/journal.pone.0278659
Journal volume & issue
Vol. 18, no. 1
p. e0278659

Abstract

Read online

During the course of this research, we came up with a brand new distribution that is superior; we then presented and analysed the mathematical properties of this distribution; finally, we assessed its fuzzy reliability function. Because the novel distribution provides a number of advantages, like the reality that its cumulative distribution function and probability density function both have a closed form, it is very useful in a wide range of disciplines that are related to data science. One of these fields is machine learning, which is a sub field of data science. We used both traditional methods and Bayesian methodologies in order to generate a large number of different estimates. A test setup might have been carried out to assess the effectiveness of both the classical and the Bayesian estimators. At last, three different sets of Covid-19 death analysis were done so that the effectiveness of the new model could be demonstrated.