Blue, able and simplified linear estimation of the selected order statistics from the logistic distribution
Date
2016Author
Weke, Patrick G. O.
Ogutu, Carolyne A.
Odweso, George M
Type
ArticleLanguage
enMetadata
Show full item recordAbstract
Simplified linear estimation of the scale parameter of the logistic
distribution based on the sum of consecutive order statistics is
considered. The paper also discusses the best linear unbiased
estimators (BLUEs) and asymptoti
cally best linear estimators
(ABLEs) based on
k
optimally selected order statistics from the
logistic distribution. The proposed model is based on a pair of single
spacing and the two binary digits as the weights and the bias, variance
and relative efficiencies for sample sizes
(
)
(
)
∞
=
,
85
5
40
1
5
n
are
computed.
Citation
Weke, Patrick GO, Carolyne A. Ogutu, and George Muhua Odweso. "BLUE, ABLE AND SIMPLIFIED LINEAR ESTIMATION OF THE SELECTED ORDER STATISTICS FROM THE LOGISTIC DISTRIBUTION." Far East Journal of Theoretical Statistics 52.3 (2016): 159.Publisher
University of Nairobi
Rights
Attribution-NonCommercial-NoDerivs 3.0 United StatesUsage Rights
http://creativecommons.org/licenses/by-nc-nd/3.0/us/Collections
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