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Unweighted regression models perform better than weighted regression techniques for respondent-driven sampling data: results from a simulation study

机译:对于受访者驱动的采样数据,非加权回归模型的性能优于加权回归技术:模拟研究的结果

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It is unclear whether weighted or unweighted regression is preferred in the analysis of data derived from respondent driven sampling. Our objective was to evaluate the validity of various regression models, with and without weights and with various controls for clustering in the estimation of the risk of group membership from data collected using respondent-driven sampling (RDS). Twelve networked populations, with varying levels of homophily and prevalence, based on a known distribution of a continuous predictor were simulated using 1000 RDS samples from each population. Weighted and unweighted binomial and Poisson general linear models, with and without various clustering controls and standard error adjustments were modelled for each sample and evaluated with respect to validity, bias and coverage rate. Population prevalence was also estimated. In the regression analysis, the unweighted log-link (Poisson) models maintained the nominal type-I error rate across all populations. Bias was substantial and type-I error rates unacceptably high for weighted binomial regression. Coverage rates for the estimation of prevalence were highest using RDS-weighted logistic regression, except at low prevalence (10%) where unweighted models are recommended. Caution is warranted when undertaking regression analysis of RDS data. Even when reported degree is accurate, low reported degree can unduly influence regression estimates. Unweighted Poisson regression is therefore recommended.
机译:尚不清楚在对由受访者驱动的抽样得出的数据进行分析时,究竟是加权回归还是非加权回归是优选的。我们的目标是通过使用响应者驱动抽样(RDS)收集的数据评估各种回归模型(在有无权重和无权重以及有各种聚类控件的情况下)的有效性,以评估群体成员风险。基于连续预测变量的已知分布,使用来自每个群体的1000个RDS样本模拟了十二个网络群体,其同构性和患病率各不相同。对有无样本聚类控制和标准误差调整的加权和未加权二项式和泊松通用线性模型进行建模,并针对有效性,偏差和覆盖率进行评估。还估计了人口患病率。在回归分析中,未加权对数链接(Poisson)模型在所有人群中均保持名义I型错误率。对于加权二项式回归,偏差很大,I型错误率过高。使用RDS加权Logistic回归估算患病率的覆盖率最高,除非在低患病率(10%)时建议使用非加权模型。对RDS数据进行回归分析时,请务必谨慎。即使报告程度准确,报告程度低也会过分影响回归估计。因此,建议使用非加权泊松回归。

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