Thompson M,Lower confidence limits and a test of hypotheses for system availability,IEEE Transactions on Reliability,1966.
[2]
Gray H L,Lewis T O,A confidence interval for the availability ratio,TECHNOMETRICS,1967.
[3]
Chandrasekhar P,Natarajan R,Sujatha H S,Confidence limits for steady state availability of systems,Microelectronics Reliability,1994(8).
[4]
Chandrasekhar P,Natarajan R,Confidence limits for steady-state availability of systems with a mixture of exponential and gamma operating time and lognormal repair time,Microelectronics Reliability,1996(9).
[5]
Masters B N,Lewis T O,A note on the confidence interval for the availability ratio,Microelectronics Reliability,1987(3).
[6]
Masters B N,Lewis T O,Kolarik W J,A confidence interval for the availability ratio for systems with Weibull operating time and lognormal repair time,Microelectronics Reliability,1992.
[7]
Chandrasekhar P,Natarajan R,Confidence limits for steady state availability of systems with lognormal operating time and inverse Gaussian repair time,Microelectronics Reliability,1997(6).
[8]
Gray H L,Schucany W R,Lower confidence limits for availability assuming lognormally distributed repair times,IEEE Transactions on Reliability,1969.
[9]
Martz H F,Waller R A,Bayesian reliability analysis,New York:John Wiley & Sons,1982.
[10]
Tsui K,Weerahandi S,Generalized p-values in significance testing of hypotheses in the presence of nuisance parameters,Journal of the American Statistical Association,1989.
[11]
Weerahandi S,Generalized confidence intervals,Journal of the American Statistical Association,1993.
[12]
Weerahandi S,Exact statistical methods for data analysis,New York:Springer-Verlag,1995.
[13]
Ananda M M A,Confidence intervals for steady state availability of a system with exponential operating time and lognormal repair time,Applied Mathematics and Computation,2003.
[14]
Ananda M M A,Gamage J,On steady state availability of system with lognormal repair time,Applied Mathematics and Computation,2004.
[15]
Xu X,Li G,Fiducial inference in the pivotal family of distributions,Science in China (Series A:Mathematics),2006.
