Volume no :25, Issue no: 1, March (2021)

EXPONENTIAL TYPE ESTIMATOR FOR THE POPULATION MEAN UNDER RANKED SET SAMPLING

Author's: Khalid Ul Islam Rather and Cem Kadilar
Pages: [1] - [12]
Received Date: February 11, 2021; Revised March 3, 2021
Submitted by:
DOI: http://dx.doi.org/10.18642/jsata_7100122173

Abstract

We propose a new exponential type estimator for the population mean by adapting the estimator suggested by Kadilar [12] to the Ranked Set Sampling (RSS). Theoretically and numerically, we show that the proposed exponential type estimator is more efficient than the classical ratio estimator in the RSS and the estimator of Kadilar et al. [11].

Keywords

exponential type estimators, ranked set sampling, ratio estimator, population mean, efficiency.