A Note on the Precision of Stratified Systematic Sampling
Akeem O. Kareem, Isaac Olayiwola Oshungade, G.M. Oyeyemi
Abstract
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Akeem O. Kareem, Isaac Olayiwola Oshungade, G.M. Oyeyemi
Abstract
Open-access reader
Conflicting views had greeted the use of systematic sampling for sample selection and estimation in stratified sampling in terms of the precision of the population mean base on the inherent characteristics of the population. These conflicting views were analyzed using Cochran data (1977, p. 211) [1]. When the population units are ordered, variance of systematic sampling for all possible systematic samples provides equal, non-negative and most precise estimates for all the variance functions considered i.e. , unlike when a single systematic sample is used and when variance of simple random sampling is used to estimate selected systematic samples.
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Conflicting views had greeted the use of systematic sampling for sample selection and estimation in stratified sampling in terms of the precision of the population mean base on the inherent characteristics of the population. These conflicting views were analyzed using Cochran data (1977, p. 211) [1]. When the population units are ordered, variance of systematic sampling for all possible systematic samples provides equal, non-negative and most precise estimates for all the variance functions considered i.e. , unlike when a single systematic sample is used and when variance of simple random sampling is used to estimate selected systematic samples.
Key concepts: Systematic sampling, Stratified sampling, Statistics, Sampling (signal processing), Sampling design, Variance (accounting), Population variance, Simple random sample