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Stratified Random Sampling on the Randomized Response Technique (RRT) for Multiple-Choice Sensitive Question Survey

机译:多项选择敏感问题调查中随机响应技术(RRT)的分层随机抽样

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Objective to explore scientific sampling methods and corresponding formulas for multiple-choice sensitive question survey. Methods the RRT of multiple-choice sensitive question and stratified random sampling were used in this paper. Moreover, sampling theories, total probability formulas and properties of variance were used. Results Formulas for the estimator of the population proportion and its variance on the RRT of multiple-choice sensitive question in stratified random sampling were deduced. These methods and formulas on the RRT have had a successful application for the survey on the classes of college students’ cheating in exams in the Soochow University. The severity of cheating in exams was classified into three classes (never, 1-2 times ,>2 times) and the proportion was 68.55%, 19.95% and 11.50%, respectively. Conclusion the methods and corresponding formulas of stratified random sampling on the RRT for multiple-choice sensitive question survey were feasible.
机译:目的探讨科学取样方法和相应公式的多项选择敏感问题调查。方法本文使用了多项选择性问题和分层随机取样的RRT。此外,使用采样理论,总概率公式和方差性质。结果推导出人口比例估计的公式及其对分层随机抽样中多项选择敏感问题的RRT的差异。这些方法和公式在RRT上已经成功地申请了大学生在潜艇大学考试中的大学生作弊的调查。在考试中作弊的严重程度分为三个课程(从未,1-2次,> 2次)分别为68.55%,19.95%和11.50%。结论分层随机抽样对多项选择敏感问题调查的RRT的方法和相应公式是可行的。

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