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首页> 外文期刊>Philosophical transactions of the Royal Society. Mathematical, physical, and engineering sciences >Bayesian assessment of overtriage and undertriage at a level I trauma centre
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Bayesian assessment of overtriage and undertriage at a level I trauma centre

机译:贝叶斯评估I级创伤中心的过度分流和未分流

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摘要

We analysed the trauma triage system at a specific level I trauma centre to assess rates of over- and undertriage and to support recommendations for system improvements. The triage process is designed to estimate the severity of patient injury and allocate resources accordingly, with potential errors of overestimation (overtriage) consuming excess resources and underestimation (undertriage) potentially leading to medical errors.We first modelled the overall trauma system using risk analysis methods to understand interdependencies among the actions of the participants. We interviewed six experienced trauma surgeons to obtain their expert opinion of the over- and undertriage rates occurring in the trauma centre. We then assessed actual over- and undertriage rates in a random sample of 86 trauma cases collected over a six-week period at the same centre. We employed Bayesian analysis to quantitatively combine the data with the prior probabilities derived from expert opinion in order to obtain posterior distributions. The results were estimates of overtriage and undertriage in 16.1 and 4.9% of patients, respectively.This Bayesian approach, which provides a quantitative assessment of the error rates using both case data and expert opinion, provides a rational means of obtaining a best estimate of the system's performance. The overall approach that we describe in this paper can be employed more widely to analyse complex health care delivery systems, with the objective of reduced errors, patient risk and excess costs.
机译:我们在特定的I级创伤中心对创伤分类系统进行了分析,以评估过度分类和不足分类的发生率,并支持有关系统改进的建议。分诊过程旨在估计患者伤害的严重程度并相应地分配资源,高估(过度分类)的潜在错误会消耗过多的资源,而低估(过度分类)的潜在错误可能导致医疗错误。了解参与者行动之间的相互依赖性。我们采访了六位经验丰富的创伤外科医生,以获取他们对创伤中心发生过高和不足的比率的专家意见。然后,我们评估了在同一中心六周内收集的86例创伤病例的随机样本中的实际超检和超检率。我们使用贝叶斯分析将数据与专家意见得出的先验概率定量结合,以获取后验分布。结果分别是16.1%和4.9%的患者的超额分类和未分类的估计值。这种贝叶斯方法使用案例数据和专家意见对错误率进行定量评估,为获得最佳估计率提供了合理的手段。系统的性能。我们在本文中描述的总体方法可以更广泛地用于分析复杂的医疗服务系统,以减少错误,降低患者风险和增加成本。

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