| publication name | A New Class of the Failure Quantile Models with Increasing, Decreasing and Bathtub-Shaped Failure Rates |
|---|---|
| Authors | Mervat Mahdy; Dina Samir |
| year | 2022 |
| keywords | |
| journal | |
| volume | Not Available |
| issue | Not Available |
| pages | Not Available |
| publisher | Not Available |
| Local/International | International |
| Paper Link | Not Available |
| Full paper | download |
| Supplementary materials | Not Available |
Abstract
The article considers a new exible distribution with di¤erent shape of quan- tile hazard rate. A new class developed is the sum of quantile functions of the generalized extreme value and weibull distributions. A new model has the probability density function whose sensitive skewness is a general case of prob- ability density quantile function of the exponential distribution, probability density quantile function of the rayleigh distribution, exponential distribution and rayleigh distribution. Di¤erent properties and reliability characterization of this new model have been discussed and inference of parameters using per- centile methods and L-moments methods are studied. To clarify the procedure of methods of estimation, two real data sets were performed.