Lehmann Type-2 Inverse Lomax Distribution and Applications to Reliability Data

Authors

  • Olayode Fatoki

  • Adeleye Najeem Friday

  • Adefolarin David Adekunle

moments; entropy; lehmann type-2 inverse lomax distribution; quantiles

Abstract

We developed a new three-parameter extended inverse Lomax distribution called the Lehmann Type-2 inverse Lomax distribution We demonstrated its superiority over the inverse Lomax distribution through various theoretical and practical approaches The derived properties include the quantiles moments incomplete moments entropy Renyi and Tsallis and order statistics Finally we consider two life-time data sets to show how the practitioner can take advantage of the new Type-2 inverse Lomax model

How to Cite

Lehmann Type-2 Inverse Lomax Distribution and Applications to Reliability Data. (2022). Global Journal of Science Frontier Research, 22(F3), 15-26. https://testing.journalofscience.org/index.php/GJSFR/article/view/102512

References

Lehmann Type-2 Inverse Lomax Distribution and Applications to Reliability Data

Published

2022-09-20

How to Cite

Lehmann Type-2 Inverse Lomax Distribution and Applications to Reliability Data. (2022). Global Journal of Science Frontier Research, 22(F3), 15-26. https://testing.journalofscience.org/index.php/GJSFR/article/view/102512