Faculty of Science, Engineering and Computing.
Department of Psychology, University of Sheffield.
Psychol Methods. 2014 Sep;19(3):334-55. doi: 10.1037/a0034961. Epub 2013 Dec 2.
Prevalence estimation models, using randomized or fuzzy responses, provide protection against exposure to respondents beyond anonymity and represent a useful research tool in socially sensitive situations. However, both guilty and innocent noncompliance can have a profound impact on prevalence estimations derived from these models. In this article, we introduce the maximum-likelihood extension of the single sample count (SSC-MLE) estimation model to detect and attribute noncompliance through testing 5 competing hypotheses on possible ways of noncompliance. We demonstrate the ability of the SSC-MLE to estimate and attribute noncompliance with a single sample using the observed distribution of affirmative answers on recent recreational drug use from a sample of university students (N = 1,441). Based on the survey answers, the drug use prevalence was estimated at 17.62% (± 6.75%), which is in line with relevant drug use statistics. Only 2.51% (± 1.54%) were noncompliant, of which 0.55% (± 0.44%) was attributed to guilty noncompliance (i.e., have used drugs but did not admit) and 2.17% (± 1.44%) to innocent noncompliers with no drug use in the past 3 months to hide. The SSC-MLE indirect estimation method represents an important tool for estimating the prevalence of a broad range of socially sensitive behaviors. Subsequent applications of the SSC-MLE to a range of transgressive behaviors with varying sensitivity will contribute to establishing the SSC-MLE's performance properties, along with obtaining empirical evidence to test the underlying assumption of independence of noncompliance from involvement. Freely downloadable, user-friendly software to facilitate applications of the SSC-MLE model is provided.
使用随机或模糊回答的流行估计模型为受访者提供了免受暴露的保护,并且在社会敏感情况下代表了一种有用的研究工具。然而,无论是有罪的还是无辜的不遵守都可能对这些模型得出的流行估计产生深远影响。在本文中,我们介绍了单样本计数(SSC-MLE)估计模型的最大似然扩展,通过测试 5 种关于不遵守的可能方式的竞争假设来检测和归因不遵守。我们使用大学生样本中最近的娱乐性药物使用的肯定回答的观察分布,演示了 SSC-MLE 估计和归因单一样本不遵守的能力(N=1441)。基于调查答案,药物使用流行率估计为 17.62%(±6.75%),与相关药物使用统计数据一致。只有 2.51%(±1.54%)的人不遵守,其中 0.55%(±0.44%)归因于有罪不遵守(即,使用了药物但没有承认),2.17%(±1.44%)归因于无辜的不遵守者,他们在过去 3 个月内没有使用药物来隐瞒。SSC-MLE 间接估计方法是估计广泛的社会敏感行为流行率的重要工具。随后将 SSC-MLE 应用于一系列具有不同敏感性的越轨行为,将有助于确定 SSC-MLE 的性能特性,并获得经验证据来检验不遵守与参与的独立性的基本假设。提供了免费下载、用户友好的软件,以方便 SSC-MLE 模型的应用。