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An overview of confounding. Part 2: how to identify it and special situations

机译:混杂概述。 第2部分:如何识别它和特殊情况

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Abstract Confounding biases study results when the effect of the exposure on the outcome mixes with the effects of other risk and protective factors for the outcome that are present differentially by exposure status. However, not all differences between the exposed and unexposed group cause confounding. Thus, sources of confounding must be identified before they can be addressed. Confounding is absent in an ideal study where all of the population of interest is exposed in one universe and is unexposed in a parallel universe. In an actual study, an observed unexposed population represents the unobserved parallel universe. Thinking about differences between this substitute population and the unexposed parallel universe helps identify sources of confounding. These differences can then be represented in a diagram that shows how risk and protective factors for the outcome are related to the exposure. Sources of confounding identified in the diagram should be addressed analytically and through study design. However, treating all factors that differ by exposure status as confounders without considering the structure of their relation to the exposure can introduce bias. For example, conditions affected by the exposure are not confounders. There are also special types of confounding, such as time‐varying confounding and unfixable confounding. It is important to evaluate carefully whether factors of interest contribute to confounding because bias can be introduced both by ignoring potential confounders and by adjusting for factors that are not confounders. The resulting bias can result in misleading conclusions about the effect of the exposure of interest on the outcome.
机译:摘要混淆偏见研究结果当暴露对结果与其他风险和保护因子的影响效果,以通过暴露状态差异的结果。然而,并非暴露和未曝光的群体之间的所有差异导致混淆。因此,必须在解决它们之前识别混杂来源。在一个理想的研究中缺乏混杂,其中所有的兴趣人口都暴露在一个宇宙中,并未在平行宇宙中未曝光。在实际研究中,观察到的未曝光群体代表未观察到的平行宇宙。思考这种替代人口与未曝光的平行宇宙之间的差异有助于确定混淆的来源。然后可以在图中表示这些差异,表明结果的风险和保护因子是如何与暴露有关的。在图中确定的混淆来源应通过研究设计来解决。然而,在不考虑其与曝光关系的情况下,通过暴露地位作为混淆来治疗所有因素可能引入偏差。例如,受曝光影响的条件不是混淆。还有特殊类型的混杂性,例如时变的混淆和不可用的混杂。仔细评估感兴趣的因素是否有助于混淆,因为可以通过忽略潜在的混乱,并通过调整不是混淆的因素来引入偏差。由此产生的偏差可能导致关于兴趣曝光对结果的影响的误导结论。

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