Due to the rapidly evolving COVID-19 pandemic caused by the SARS-CoV-2 virus, quick public health investigations of the relationships between behaviours and infection risk are essential. Recently the test-negative design was proposed to recruit and survey participants who are symptomatic and being tested for SARS-CoV-2 infection with the goal of evaluating associations between the survey responses (including behaviours and environment) and testing positive on the test. It was also proposed to recruit additional controls who are part of the general population as a baseline comparison group in order to evaluate risk factors specific to SARS-CoV-2 infection. In this study, we consider an alternative design where we recruit among all individuals, symptomatic and asymptomatic, being tested for the virus in addition to population controls. We define a regression parameter related to a prospective risk factor analysis and investigate its identifiability under the two study designs. We review the difference between the prospective risk factor parameter and the parameter targeted in the typical test-negative design where only symptomatic and tested people are recruited. Using missing data directed acyclic graphs we provide conditions and required data collection under which identifiability of the prospective risk factor parameter is possible and compare the benefits and limitations of the alternative study designs and target parameters. We propose a novel inverse probability weighting estimator and demonstrate the performance of this estimator through simulation study.
翻译:由于SARS-CoV-2病毒造成的COVID-19大流行病迅速发展,必须对行为与感染风险之间的关系进行快速公共卫生调查。最近,提议采用测试负面设计,以征聘和调查有症状的参与者和正在接受SARS-CoV-2感染测试的参与者,目的是评价调查答复(包括行为和环境)与测试检测结果之间的关联性。还提议征聘属于普通人口一部分的更多控制措施,作为基准比较组,以评价SARS-CoV-2感染的风险因素。在本研究中,我们考虑一种替代设计,即我们在所有个人中征聘有症状和无症状的参与者,除人口控制外,还要对病毒进行测试。我们界定了与潜在风险因素分析有关的回归参数,并在两项研究设计中调查其可识别性。我们还审查了潜在风险因素参数与典型测试无效性设计中的参数之间的差异,在只聘用有症状和测试的人的情况下,利用缺失的数据指导了单流图。我们提供了条件,并要求收集数据,在其中,除了人口控制外,还要进行病毒检测病毒的症状和症状测试。我们界定了潜在风险系数参数的可计量性参数,并比较了未来风险系数参数的可能参数的可能参数。我们用新的参数,在模拟模型中比较了可能的概率图中,比较了可能的概率参数是可能的参数。