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Multiplication Models of Quantitative Sensitive Questions Survey in Two-stage Sampling and Its Application

机译:两阶段抽样中定量敏感问题调查的乘法模型及其应用

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Objective: To explore scientific sampling methods and corresponding formulas for multiplication models of quantitative sensitive questions survey with the sample selected by two-stage sampling. Methods: Randomized response technique (RRT) of multiplication models of quantitative sensitive questions survey and two-stage sampling were showed in this paper. Moreover, sampling theories, total probability formulas and properties of variance were used. Results: Formulas for the estimator of the population mean and its variance on randomized response model of multiplication models of quantitative sensitive questions in two-stage sampling were deduced. Our survey methods and formulas on the RRT model have a successful application for quantitative sensitive questions survey, what students of Soochow University cheated in exams. And the average frequency of cheating in exams was 1.3484 times. Conclusion: The methods and corresponding formulas on multiplication models of quantitative sensitive questions survey with the sample selected by two-stage sampling were feasible.
机译:目的:探索采用两阶段抽样的样本对定量敏感问题进行调查的乘法模型的科学抽样方法和相应公式。方法:采用定量敏感问题调查和两阶段抽样相乘模型的随机响应技术(RRT)。此外,使用了抽样理论,总概率公式和方差性质。结果:推导了两阶段抽样中定量敏感问题乘法模型的随机响应模型的总体均值估计值及其方差的公式。我们基于RRT模型的调查方法和公式已成功应用于定量敏感问题调查,即苏州大学的学生在考试中作弊了。考试中作弊的平均频率为1.3484次。结论:采用两阶段抽样的方法对定量敏感问题进行调查的乘法模型的方法和相应公式是可行的。

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