Asymptotic efficiencies, of Kimball's linearized maximum likelihood estimator β ̂ for the scale parameter of the Type I extreme value distribution are evaluated for Type II censored samples. The means and expected squared errors of β ̂ are compared with those of the best linear unbiased order statistic estimator and the asymptotic efficient linear order estimator based on a continuous weighting function for sample sizes n=10 and 20. Asymptotic efficiencies of an approximate maximum likelihood estimator α̂ for the location parameter α of the extreme value distribution are also evaluated.
Habib, M., & Bargal, A. (1985). Efficiency of Kimball's Linearized Maximum Likelihood Estimators for the Two Parameter Weibull and Extreme Value Distributions. The Egyptian Statistical Journal, 29(2), 94-100. doi: 10.21608/esju.1985.316600
MLA
M. G. Habib; A. I. Bargal. "Efficiency of Kimball's Linearized Maximum Likelihood Estimators for the Two Parameter Weibull and Extreme Value Distributions", The Egyptian Statistical Journal, 29, 2, 1985, 94-100. doi: 10.21608/esju.1985.316600
HARVARD
Habib, M., Bargal, A. (1985). 'Efficiency of Kimball's Linearized Maximum Likelihood Estimators for the Two Parameter Weibull and Extreme Value Distributions', The Egyptian Statistical Journal, 29(2), pp. 94-100. doi: 10.21608/esju.1985.316600
VANCOUVER
Habib, M., Bargal, A. Efficiency of Kimball's Linearized Maximum Likelihood Estimators for the Two Parameter Weibull and Extreme Value Distributions. The Egyptian Statistical Journal, 1985; 29(2): 94-100. doi: 10.21608/esju.1985.316600
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