Estimation of current population mean using two-occasion successive sampling with one auxiliary variable

R. Zoramthanga
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Abstract

In this study, two-occasion successive sampling for ratio-to-regression estimator was used to determine the current estimate of the population mean using only the matched part and one auxiliary variable, which is available on both the occasions. The data used were based on the total number of female workers in villages in Mizoram with the total number of literate female in villages in Mizoram as an auxiliary variables. The data were gotten from Census of India 2001 and 2011. The optimum mean square error of the combined ratio-to-regression and ratio estimator has been compared with (i) the optimum mean square error of the chain-type ratio estimator (ii) mean per unit estimator and (iii) combined estimator when no auxiliary information is used at any occasion. This result showed that the combined ratio-to-regression and ratio estimator is more efficient than the other three existing estimators.
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用一个辅助变量的两次连续抽样估计当前总体均值
在本研究中,采用两次连续抽样的比率-回归估计器,仅使用匹配部分和一个辅助变量来确定总体均值的当前估计值,这两种情况下都可用。所使用的数据基于米佐拉姆邦村庄女工总数,米佐拉姆邦村庄识字女性总数作为辅助变量。数据来自2001年和2011年的印度人口普查。将组合比率回归和比率估计器的最佳均方误差与(i)链式比率估计器的最佳均方误差(ii)单位平均估计器和(iii)在任何场合不使用辅助信息时的组合估计器进行了比较。结果表明,比值回归和比值估计相结合的方法比其他三种估计方法更有效。
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Orientia tsutsugamushi: Diversity and Distribution in India: A Review Trace fossil assemblage of Oligocene (Barail Group) from Zote Area, Champhai District, Mizoram Volume 21, Issue 4 Parasites: Disease or cure? Study of induced half-metallic ferromagnetic property in CdO monolayer with non-metallic doping
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