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Bayesian analysis of optional unrelated question randomized response models

机译:贝叶斯分析可选无关问题随机响应模型

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The randomized response technique (RRT) is an effective method designed to obtain the sensitive information from respondents while assuring the privacy. Narjis and Shabbir [Narjis, G., and J. Shabbir. 2018. Estimation of population proportion and sensitivity level using optional unrelated question randomized response techniques. Communications in Statistics - Simulation and Computation 0 (0):1-15] proposed three binary optional unrelated question RRT models for estimating the proportion of population that possess a sensitive characteristic and the sensitivity level of the question. In this study, we have developed the Bayes estimators of two parameters for optional unrelated question RRT model along with their corresponding minimal Bayes posterior expected losses (BPEL) under squared error loss function (SELF) using beta prior. Relative losses, mean squared error (MSE) and absolute bias are also examined to compare the performances of the Bayes estimates with those of the classical estimates obtained by Narjis and Shabbir (2018). A real survey data are provided for practical utilizations.
机译:随机响应技术(RRT)是一种有效的方法,旨在获得受访者的敏感信息,同时保证隐私。 Narjis和Shabbir [Narjis,G.和J. Shabbir。 2018年,使用可选的无关问题随机响应技术估计人口比例和敏感度。统计通信 - 仿真和计算0(0):1-15]提出了三个二进制可选的无关问题RRT模型,用于估算具有敏感特性的人口比例和问题的敏感度。在这项研究中,我们开发了两个参数的贝叶斯估计,用于可选的无关问题RRT模型以及它们在平方误差函数(Self)下的相应最小贝叶斯后望预期损失(BPEL)使用测试版。还检查了相对损失,平均平方误差(MSE)和绝对偏压,以比较贝叶斯估计与由Narjis和Shabbir(2018)获得的经典估计的性能进行比较。提供实际调查数据以进行实际利用。

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