Abdelhafez, M., Thomas, D. (1990). Approximate Prediction Limits for The Weibull and Extreme Values Regression Models. test, 34(2), 408-419. doi: 10.21608/esju.1990.315050
Mohamed E.M. Abdelhafez; David T. Thomas. "Approximate Prediction Limits for The Weibull and Extreme Values Regression Models". test, 34, 2, 1990, 408-419. doi: 10.21608/esju.1990.315050
Abdelhafez, M., Thomas, D. (1990). 'Approximate Prediction Limits for The Weibull and Extreme Values Regression Models', test, 34(2), pp. 408-419. doi: 10.21608/esju.1990.315050
Abdelhafez, M., Thomas, D. Approximate Prediction Limits for The Weibull and Extreme Values Regression Models. test, 1990; 34(2): 408-419. doi: 10.21608/esju.1990.315050

Approximate Prediction Limits for The Weibull and Extreme Values Regression Models

The Egyptian Statistical Journal
Article 9, Volume 34, Issue 2, December 1990, Pages 408-419
Document Type: Original Article
DOI: 10.21608/esju.1990.315050
Authors
Mohamed E.M. Abdelhafez; David T. Thomas
Abstract
The problem of constructing two-sided prediction intervals for the Weibull and extreme value regression models is considered. The interval procedures can be applied for censored or uncensored data. Bootstrap procedures are proposed to find such intervals for randomly censored data. The single Weibull and extreme value distribution models are considered as special cases. A simulation study is performed to investigate the accuracy of the procedures in complete sample cases.
Keywords
Bootstrap Procedure; Extreme Value Regression Model; Prediction Intervals; Randomly Censored Data; Weibull Regression Model
Statistics
Article View: 45