In this paper the Lentner, M.N. and Buehler, K.J. (1963) conditional distribution are used to derive the fiducial distribution and then the Bayesian distribution by assuming the general theories of the distributions are satisfied for the fiducial distribution, and thus Lindley' (1958) conditions are satisfied for the mixture of gams distribution. The new prior densities, and thus the new posterior distributions are also used to compute the conli-dance bounds of series system for each component has an exponential time-to-fail distribution.
Hendi, M. (1983). Bayesian Confidence Bounds for the Relability of Series System when Each Component has an Exponential Time to Failure Distribution. The Egyptian Statistical Journal, 27(1), 40-55. doi: 10.21608/esju.1983.428103
MLA
Mahmoud M.I. Hendi. "Bayesian Confidence Bounds for the Relability of Series System when Each Component has an Exponential Time to Failure Distribution", The Egyptian Statistical Journal, 27, 1, 1983, 40-55. doi: 10.21608/esju.1983.428103
HARVARD
Hendi, M. (1983). 'Bayesian Confidence Bounds for the Relability of Series System when Each Component has an Exponential Time to Failure Distribution', The Egyptian Statistical Journal, 27(1), pp. 40-55. doi: 10.21608/esju.1983.428103
VANCOUVER
Hendi, M. Bayesian Confidence Bounds for the Relability of Series System when Each Component has an Exponential Time to Failure Distribution. The Egyptian Statistical Journal, 1983; 27(1): 40-55. doi: 10.21608/esju.1983.428103
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