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生物标志物验证中的不完美参考:问题与界限。

Biomarker validation with an imperfect reference: Issues and bounds.

机构信息

1 Department of Statistics, Oregon State University, Corvallis, OR, USA.

2 Renal Division, Department of Medicine, Brigham and Women's Hospital, Harvard Medical School, Boston, MA, USA.

出版信息

Stat Methods Med Res. 2018 Oct;27(10):2933-2945. doi: 10.1177/0962280216689806. Epub 2017 Feb 6.

Abstract

Motivated by the goal of evaluating a biomarker for acute kidney injury, we consider the problem of assessing operating characteristics for a new biomarker when a true gold standard for disease status is unavailable. In this case, the biomarker is typically compared to another imperfect reference test, and this comparison is used to estimate the performance of the new biomarker. However, errors made by the reference test can bias assessment of the new test. Analysis methods like latent class analysis have been proposed to address this issue, generally employing some strong and unverifiable assumptions regarding the relationship between the new biomarker and the reference test. We investigate the conditional independence assumption that is present in many such approaches and show that for a given set of observed data, conditional independence is only possible for a restricted range of disease prevalence values. We explore the information content of the comparison between the new biomarker and the reference test, and give bounds for the true sensitivity and specificity of the new test when operating characteristics for the reference test are known. We demonstrate that in some cases these bounds may be tight enough to provide useful information, but in other cases these bounds may be quite wide.

摘要

受评估急性肾损伤生物标志物这一目标的驱动,当疾病状态缺乏真实的金标准时,我们考虑评估新生物标志物的操作特性的问题。在这种情况下,通常将生物标志物与另一种不完善的参考测试进行比较,并且该比较用于估计新生物标志物的性能。然而,参考测试中的错误可能会使新测试的评估产生偏差。已经提出了潜类分析等分析方法来解决这个问题,这些方法通常对新生物标志物和参考测试之间的关系做出一些强而不可验证的假设。我们研究了许多此类方法中存在的条件独立性假设,并表明对于给定的一组观测数据,条件独立性仅在疾病流行率值的受限范围内才是可能的。我们探讨了新生物标志物和参考测试之间的比较所包含的信息内容,并给出了当参考测试的操作特性已知时新测试的真实灵敏度和特异性的界。我们证明,在某些情况下,这些界可能足够紧密以提供有用的信息,但在其他情况下,这些界可能很宽。

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