In this paper, equal-tailed two-sided prediction intervals are developed for generalized Burr type XII, or log-Burr regression model. A useful parameterization given by Gould and Lawless (1988) is used to write the log-Burr model as a location-scale parameter regression model. An iterative procedure is needed to obtain both limits. The case of random sample from a single generalized Burr type XII, or log-Burr distribution is considered as a special case. In this case the results can be extended to include type II censored sampling.
Abdelhafez, M. (1992). Prediction Intervals for Generalized Burr Regression Models. The Egyptian Statistical Journal, 36(2), 177-187. doi: 10.21608/esju.1992.314859
MLA
Mohamed E. M. Abdelhafez. "Prediction Intervals for Generalized Burr Regression Models", The Egyptian Statistical Journal, 36, 2, 1992, 177-187. doi: 10.21608/esju.1992.314859
HARVARD
Abdelhafez, M. (1992). 'Prediction Intervals for Generalized Burr Regression Models', The Egyptian Statistical Journal, 36(2), pp. 177-187. doi: 10.21608/esju.1992.314859
VANCOUVER
Abdelhafez, M. Prediction Intervals for Generalized Burr Regression Models. The Egyptian Statistical Journal, 1992; 36(2): 177-187. doi: 10.21608/esju.1992.314859
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