Admissibility and Uniform Admissibility when Estimating the Population Counterpart of a U-Statistic
Mazloum, R. (1988). Admissibility and Uniform Admissibility when Estimating the Population Counterpart of a U-Statistic. EKB Journal Management System, 32(2), 116-134. doi: 10.21608/esju.1988.316558
Reda Ibrahim Mazloum. "Admissibility and Uniform Admissibility when Estimating the Population Counterpart of a U-Statistic". EKB Journal Management System, 32, 2, 1988, 116-134. doi: 10.21608/esju.1988.316558
Mazloum, R. (1988). 'Admissibility and Uniform Admissibility when Estimating the Population Counterpart of a U-Statistic', EKB Journal Management System, 32(2), pp. 116-134. doi: 10.21608/esju.1988.316558
Mazloum, R. Admissibility and Uniform Admissibility when Estimating the Population Counterpart of a U-Statistic. EKB Journal Management System, 1988; 32(2): 116-134. doi: 10.21608/esju.1988.316558

Admissibility and Uniform Admissibility when Estimating the Population Counterpart of a U-Statistic

The Egyptian Statistical Journal
Article 4, Volume 32, Issue 2, December 1988, Page 116-134  XML
Document Type: Original Article
DOI: 10.21608/esju.1988.316558
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Author
Reda Ibrahim Mazloum
Abstract
We consider the estimation problem of a class of parametric functions namely the population counterpart of a U-statistic. Recently, Meeden and Ghosh (1982,1983) have provided quite simple but powerful tools for proving admissibility of estimators and estimator design pairs in finite population sampling problems. These techniques have been then generalized by Mazloum and Meeden (1987). We consider what these techniques yield in the way of admissibility results when estimating the class of functions discussed.
Keywords
Admissibility; Estimation Problem; Finite Population Sampling; Parametric Functions; U-Statistic
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