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How estimating nuisance parameters can reduce the variance (with consistent variance estimation). [PDF]
Lok JJ.
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Multi-Sensor Adaptive Weighted Data Fusion Based on Biased Estimation. [PDF]
Qiu M, Liu B.
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Advancing image-based meta-analysis through systematic use of crowdsourced NeuroVault data. [PDF]
Peraza JA +6 more
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MIXED MODELING APPROACH FOR CHARACTERIZING THE GENETIC EFFECTS IN A LONGITUDINAL PHENOTYPE. [PDF]
Zhang P, Albert PS, Hong HG.
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The Construction of the Uniformly Minimum Variance Unbiased Estimator
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On Minimum Variance Unbiased Estimators
Abstract The problem of finding minimum variance unbiased estimators of various parameters for parametric distributions is an important one in statistics. This article gives analytical formulas for the minimum variance unbiased estimators of parametric functions, which are usually used in a classroom, for two types of densities.
K. X. Karakostas
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Some Easily Found Minimum Variance Unbiased Estimators
Abstract Several methods are available for finding minimum variance unbiased estimators for functions of distribution parameters. This paper concentrates on two which are rarely used but simple when applicable. The first, previously discussed by Davis (1951) and Tate (1959), yields estimators by differentiation when the range of nonzero probability for
William C. Guenther
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Corrections: On Minimum Variance Unbiased Estimators
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Uniform Minimum Variance Unbiased Estimators (UMVUEs)
2020In questo capitolo vengono proposti esercizi sugli stimatori ottimi non distorti – Uniform Minimum Variance Unbiased Estimators (UMVUE) a partire da un modello di campionamento casuale parametrico , in particolare: definizione e proprieta degli UMVUE; metodi per la ricerca degli UMVUE; legame tra UMVUE e statistiche sufficienti minimali e complete ...
Francesca Gasperoni +2 more
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Minimum Variance Unbiased Estimation in the Gamma Distribution
Communications in Statistics - Simulation and Computation, 1975In this paper a new infinite series UMVU etimator far general functions of the scale parameter in the gamma distribution wita shape parameter known is presented. The formula gives is easy to employ,and also leads to simple approximations to the UMVU. These approximations are shown to perform well is the examples considered.
Woodward, W. A., Gray, H. L.
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