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Published on: December 11, 2019
An alternative to unrelated randomized response techniques with logistic regression analysis
Shu-Hui Hsieh1, Shen-Ming Lee2, Chin-Shang Li3
1Center for Survey Research, Research Center for Humanities and Social Sciences, Academia Sinica, Taipei, Taiwan.
This study introduces a novel combination of randomized response techniques (RRT) to enhance privacy protection and data accuracy in sensitive surveys. The new method improves the efficiency of statistical estimation for sensitive characteristics.
Area of Science:
- Statistics
- Survey Methodology
- Privacy-Preserving Data Analysis
Background:
- The randomized response technique (RRT) is crucial for addressing privacy concerns and response bias in surveys on sensitive topics.
- Existing RRT methods, like Greenberg et al.'s unrelated-question RRT and Warner's related-question RRT, have limitations regarding information gain on innocuous questions.
Purpose of the Study:
- To propose a novel approach combining unrelated-question RRT and related-question RRT to improve information collection on innocuous questions.
- To enhance the efficiency of the maximum likelihood estimator for sensitive characteristic prevalence estimation.
- To introduce a new design for RRT that improves upon existing methods.
Main Methods:
- Jointly applying the unrelated-question RRT (Greenberg et al., 1969) and related-question RRT (Warner, 1965).
- Developing a transformation method with large-sample properties for data analysis.
- Utilizing logistic regression for estimating the prevalence of sensitive characteristics.
- Employing a joint conditional likelihood method, demonstrated with two survey studies (extramarital relationships, cable TV).
Main Results:
- The proposed combined RRT approach provides more information on innocuous questions compared to existing unrelated-question RRT.
- The new method improves the efficiency of the maximum likelihood estimator.
- Simulation studies demonstrate the relative efficiencies of the proposed methods.
- Analysis of survey data under different scenarios highlights the practical utility of the approach.
Conclusions:
- The joint application of related- and unrelated-question RRT offers a more efficient and informative approach to sensitive surveys.
- The proposed transformation and joint conditional likelihood methods provide robust tools for analyzing data from this novel RRT design.
- This research advances privacy-preserving statistical methods, enhancing the reliability of survey findings on sensitive issues.
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