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From Population to Subject-Specific Reference Intervals

机译:从人口到特定学科的参考区间

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In clinical practice, normal values or reference intervals are the main point of reference for interpreting a wide array of measurements, including biochemical laboratory tests, anthropometrical measurements, physiological or physical ability tests. They are historically defined to separate a healthy population from unhealthy and therefore serve a diagnostic purpose. Numerous cross-sectional studies use various classical parametric and nonparametric approaches to calculate reference intervals. Based on a large cross-sectional study (N = 60,799), we compute reference intervals for subpopulations (e.g. males and females) which illustrate that subpopulations may have their own specific and more narrow reference intervals. We further argue that each healthy subject may actually have its own reference interval (subject-specific reference intervals or SSRIs). However, for estimating such SSRIs longitudinal data are required, for which the traditional reference interval estimating methods cannot be used. In this study, a linear quantile mixed model (LQMM) is proposed for estimating SSRIs from longitudinal data. The SSRIs can help clinicians to give a more accurate diagnosis as they provide an interval for each individual patient. We conclude that it is worthwhile to develop a dedicated methodology to bring the idea of subject-specific reference intervals to the preventive healthcare landscape.
机译:在临床实践中,正常值或参考间隔是解释各种测量(包括生化实验室测试,人体测量,生理或身体能力测试)的主要参考点。历史上对它们的定义是将健康人群与不健康人群区分开,因此可用于诊断。许多横截面研究使用各种经典的参数和非参数方法来计算参考区间。根据一项大型的横截面研究(N = 60,799),我们计算了亚人群(例如男性和女性)的参考区间,这说明了亚人群可能具有自己的特定参考区间和更窄的参考区间。我们进一步认为,每个健康受试者实际上可能都有自己的参考间隔(特定于受试者的参考间隔或SSRI)。然而,为了估计这样的SSRI,需要纵向数据,对此,不能使用传统的参考间隔估计方法。在这项研究中,提出了一种线性分位数混合模型(LQMM),用于从纵向数据中估计SSRI。 SSRI可以为临床医生提供更准确的诊断,因为它们为每个患者提供了一定的间隔。我们得出的结论是,有必要开发一种专门的方法,以将特定于受试者的参考间隔的观念带入预防性医疗保健领域。

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