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一种用于逻辑回归分析的非相关随机应答技术的替代方法。

An alternative to unrelated randomized response techniques with logistic regression analysis.

作者信息

Hsieh Shu-Hui, Lee Shen-Ming, Li Chin-Shang, Tu Su-Hao

机构信息

Center for Survey Research, Research Center for Humanities and Social Sciences, Academia Sinica, Taipei, Taiwan.

Department of Statistics, Feng Chia University, Taichung, Taiwan.

出版信息

Stat Methods Appt. 2016 Nov;25(4):601-621. doi: 10.1007/s10260-016-0351-1. Epub 2016 Jan 25.

Abstract

The randomized response technique (RRT) is an important tool that is commonly used to protect a respondent's privacy and avoid biased answers in surveys on sensitive issues. In this work, we consider the joint use of the unrelated-question RRT of Greenberg et al. (J Am Stat Assoc 64:520-539, 1969) and the related-question RRT of Warner (J Am Stat Assoc 60:63-69, 1965) dealing with the issue of an innocuous question from the unrelated-question RRT. Unlike the existing unrelated-question RRT of Greenberg et al. (1969), the approach can provide more information on the innocuous question by using the related-question RRT of Warner (1965) to effectively improve the efficiency of the maximum likelihood estimator of Scheers and Dayton (J Am Stat Assoc 83:969-974, 1988). We can then estimate the prevalence of the sensitive characteristic by using logistic regression. In this new design, we propose the transformation method and provide large-sample properties. From the case of two survey studies, an extramarital relationship study and a cable TV study, we develop the joint conditional likelihood method. As part of this research, we conduct a simulation study of the relative efficiencies of the proposed methods. Furthermore, we use the two survey studies to compare the analysis results under different scenarios.

摘要

随机应答技术(RRT)是一种重要工具,常用于保护应答者隐私,并在敏感问题调查中避免有偏差的回答。在本研究中,我们考虑联合使用格林伯格等人(《美国统计协会杂志》64:520 - 539,1969年)的无关问题随机应答技术以及华纳(《美国统计协会杂志》60:63 - 69,1965年)的相关问题随机应答技术,以处理无关问题随机应答技术中无害问题的情况。与格林伯格等人(1969年)现有的无关问题随机应答技术不同,该方法通过使用华纳(1965年)的相关问题随机应答技术,可以提供更多关于无害问题的信息,从而有效提高舍尔和代顿(《美国统计协会杂志》83:969 - 974,1988年)最大似然估计量的效率。然后,我们可以使用逻辑回归估计敏感特征的流行率。在这个新设计中,我们提出了变换方法并给出了大样本性质。从两项调查研究的案例,即婚外情研究和有线电视研究中,我们开发了联合条件似然方法。作为本研究的一部分,我们对所提出方法的相对效率进行了模拟研究。此外,我们使用这两项调查研究来比较不同场景下的分析结果。

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