A family of ratio estimators for population mean in extreme ranked set sampling using two auxiliary variables

Título inglés	A family of ratio estimators for population mean in extreme ranked set sampling using two auxiliary variables
Autor/es	Abdul Haq ; Javid Shabbir
Revista	1696-2281
Publicación	2010, 34 (1): 45-64
Tipo de documento	articulo
Idioma	Inglés
Resumen inglés	In this paper we have adopted the Khoshnevisan et al. (2007) family of estimators to extreme ranked set sampling (ERSS) using information on single and two auxiliary variables. Expressions for mean square error (MSE) of proposed estimators are derived to ?rst order of approximation. Monte Carlo simulations and real data sets have been used to illustrate the method. The results indicate that the estimators under ERSS are more ef?cient as compared to estimators based on simple random sampling (SRS), when the underlying populations are symmetric.
Palabras clave inglés	Ratio estimator, ranked set sampling, extreme ranked set sampling.
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