Abstract
Ranked set sampling is an alternative to simple random sampling, which uses the least amount of money and time. The ranked set sampling (RSS) is modified to obtain a more efficient and cost-effective estimator of population parameters. This paper aims to bring a more efficient and cost-effective design than stratified ranked set sampling and simple random sampling. In some distributions, the suggested method used fewer sample units than stratified ranked set sampling and gives a more efficient estimation of population parameters. In symmetric distributions, the proposed design, called "partial stratified ranked set sampling" yields an unbiased estimator of the population mean. The design is illustrated with practical data of COVID-19 confirmed cases.
Publisher
Public Library of Science (PLoS)
Reference31 articles.
1. Method for unbiased selective sampling using ranked sets;GA McIntyre;Australian Journal of Agricultural Research,1952
2. On unbiased estimates of the population mean based on the sample stratified by means of ordering;K Takahasi;Annals of the Institute of Statistical Mathematics,1968
3. Ranked set sampling theory with order statistics background;TR Dell;Biometrics,1972
4. Ranked set sampling with concomitant variables.;SL Stoke;Communications in Statistics-Theory and Methods,1977
5. New improved ranked set sampling designs with an application to real data.;AI Al-Omari;Computers, Materials & Continua.,2021
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