1983
DOI: 10.1080/03610928308828551
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Bayesian inferences given a type-2censored sample from a burr distribution

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Cited by 40 publications
(13 citation statements)
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“…It was proposed as a life time model and its properties were studied by Burr and Cislak [24], Dubey [25,26], Tadikamalla [59] and Lewis [42], among others. Inferences, based on the Burr XII (β,) distribution and some of its testing measures were made by Papadopoulos [53], Evans and Ragab [31], Lingappaiah [45], Shah and Gekhale [55], AL-Hussaini and Jaheen [12,13]. Khan and Khan [39] and AL-Hussaini [3] characterized the Burr XII (β,) distribution.…”
Section: Application To Exponentiated Burr Type XII Populationmentioning
confidence: 99%
“…It was proposed as a life time model and its properties were studied by Burr and Cislak [24], Dubey [25,26], Tadikamalla [59] and Lewis [42], among others. Inferences, based on the Burr XII (β,) distribution and some of its testing measures were made by Papadopoulos [53], Evans and Ragab [31], Lingappaiah [45], Shah and Gekhale [55], AL-Hussaini and Jaheen [12,13]. Khan and Khan [39] and AL-Hussaini [3] characterized the Burr XII (β,) distribution.…”
Section: Application To Exponentiated Burr Type XII Populationmentioning
confidence: 99%
“…Many authors have discussed the problem of estimation of the unknown parameters, while quite a few discussed the prediction problem. For instance, Evans & Ragab (1983) discussed the prediction problem for the life times of the unused items and Nigm (1988) discussed the same problem for the future jth order statistic. They used fixed sample size for the future sample, a discrete prior for the shape parameter and a gamma prior for k. The choice of this prior is not reasonable to express our belief about c. This discrete prior is not a realistic choice.…”
Section: Introductionmentioning
confidence: 99%
“…Evans and Simon (1975) discussed the Burr distribution as a failure model and derived the Maximum Likelihood Estimators (MLE) for its parameters. Evans and Ragab (1983) discussed the Bayes estimotors for Burr distribution paramaeters based on type-II censored samples. Wu and Yu (2005) proposed pivotal quantities to test the shape parameter and established its confidence interval based on censored data.…”
Section: Introductionmentioning
confidence: 99%