You are in:Home/Publications/The Zero Truncated Poisson Burr X Inverse Exponential Distribution for Modeling Fracture Toughness and Taxes Revenue Data | |
Dr. Mohamed Sewalim El-sayed Hamed :: Publications: |
Title: | The Zero Truncated Poisson Burr X Inverse Exponential Distribution for Modeling Fracture Toughness and Taxes Revenue Data |
Authors: | Mohamed Sewalim Hamed |
Year: | 2019 |
Keywords: | Zero Truncated Poisson; Inverse Exponential; Maximum Likelihood; Modeling real data |
Journal: | Biostatics and Biometrics Open Access Journal (BBOAJ) |
Volume: | 8 |
Issue: | 4 |
Pages: | 1-7 |
Publisher: | Juniper Publishers |
Local/International: | International |
Paper Link: | |
Full paper | Mohamed Sewalim Elsayed Hamed_The Zero Truncated Poisson Burr X Inverse Exponentia.pdf |
Supplementary materials | Not Available |
Abstract: |
In this work, we derive a new inverse exponential continuous model via the zero truncated Poisson with a strong physical interpretation. A round of mathematical properties are derived. The maximum likelihood Method is considered for estimating the unknown parameter of our model. The new model is much better other important competitive models. |