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Bayesian estimation of sensitivity level and population proportion of a sensitive characteristic in a binary optional unrelated question RRT model

机译:二元可选无关问题RRT模型中敏感性特征的敏感性水平和总体比例的贝叶斯估计

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摘要

Sihm etal. (2016) proposed an unrelated question binary optional randomized response technique (RRT) model for estimating the proportion of population that possess a sensitive characteristic and the sensitivity level of the question. In our work, decision theoretic approach has been followed to obtain Bayes estimates of the two parameters along with their corresponding minimal Bayes posterior expected losses (BPEL) using beta prior and squared error loss function (SELF). Relative losses are also examined to compare the performances of the Bayes estimates with those of the classical estimates obtained by Sihm etal. (2016). The results obtained are illustrated with the help of real survey data using non informative prior.
机译:Sihm等。 (2016)提出了一个不相关的问题二元可选随机响应技术(RRT)模型,用于估计拥有敏感特征的人口比例和问题的敏感度水平。在我们的工作中,遵循决策理论方法,使用β先验误差和平方误差损失函数(SELF)来获得两个参数的贝叶斯估计以及它们对应的最小贝叶斯后验预期损失(BPEL)。还检查了相对损失,以将贝叶斯估计的性能与Sihm等人获得的经典估计的性能进行比较。 (2016)。所获得的结果将在不使用先验信息的情况下借助真实调查数据进行说明。

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