In censored type I samples, the total number n of individuals may be unknown. If the parent distribution is exponential Marcus-Blumenthal (1975) estimated n using Bayesian and non-Bayesian approaches. In the present work we shall extend there results to the case where the underlying life time distribution is Weibull. The extension will be included the non-Bayesian and Bayesian estimators. A numerical investigation will be presented for some difficult formulas using computer facilities.
Ashour, S., & Shalaby, O. (1979). Estimating Sample Size with Weibull Failure. The Egyptian Statistical Journal, 23(2), 108-120. doi: 10.21608/esju.1979.315624
MLA
S.K. Ashour; O.A. Shalaby. "Estimating Sample Size with Weibull Failure", The Egyptian Statistical Journal, 23, 2, 1979, 108-120. doi: 10.21608/esju.1979.315624
HARVARD
Ashour, S., Shalaby, O. (1979). 'Estimating Sample Size with Weibull Failure', The Egyptian Statistical Journal, 23(2), pp. 108-120. doi: 10.21608/esju.1979.315624
VANCOUVER
Ashour, S., Shalaby, O. Estimating Sample Size with Weibull Failure. The Egyptian Statistical Journal, 1979; 23(2): 108-120. doi: 10.21608/esju.1979.315624
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