Abstract

In this study, we propose optional randomized response technique (RRT) models in binary response situation. Gupta, Gupta, and Singh (2002) introduced the basic premise of optional RRT model, that a question may be sensitive for one respondent but may not be sensitive for another. In an optional RRT model, a respondent is requested to provide a scrambled response only if he/she considers the question is sensitive. Otherwise, the respondent provides a truthful response. This study focus on estimating π, the prevalence sensitive characteristics, and ω, the sensitivity level of the underlying sensitive question. Two-question and split-sample approaches are used for parameters estimation. A comparison between proposed optional RRT models and corresponding full RRT models are carried out numerically.

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