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J R Stat Soc Series B Stat Methodol. 2022 Sep;84(4):1353-1391. doi: 10.1111/rssb.12502. Epub 2022 Apr 26.
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A semi-supervised adaptive Markov Gaussian embedding process (SAMGEP) for prediction of phenotype event times using the electronic health record.基于电子健康记录的表型事件时间预测的半监督自适应马尔可夫高斯嵌入过程 (SAMGEP)。
Sci Rep. 2022 Oct 22;12(1):17737. doi: 10.1038/s41598-022-22585-3.
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sureLDA: A multidisease automated phenotyping method for the electronic health record.SureLDA:一种电子健康记录中的多疾病自动化表型方法。
J Am Med Inform Assoc. 2020 Aug 1;27(8):1235-1243. doi: 10.1093/jamia/ocaa079.
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Impact of ICD10 and secular changes on electronic medical record rheumatoid arthritis algorithms.ICD10 和长期变化对电子病历类风湿关节炎算法的影响。
Rheumatology (Oxford). 2020 Dec 1;59(12):3759-3766. doi: 10.1093/rheumatology/keaa198.
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High-throughput multimodal automated phenotyping (MAP) with application to PheWAS.高通量多模态自动化表型分析 (MAP) 在 pheWAS 中的应用。
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An attention based deep learning model of clinical events in the intensive care unit.基于注意力的重症监护室临床事件深度学习模型。
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Determining the Time of Cancer Recurrence Using Claims or Electronic Medical Record Data.利用理赔数据或电子病历数据确定癌症复发时间
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10
Machine learning models in electronic health records can outperform conventional survival models for predicting patient mortality in coronary artery disease.机器学习模型在电子健康记录中可以优于传统的生存模型,用于预测冠心病患者的死亡率。
PLoS One. 2018 Aug 31;13(8):e0202344. doi: 10.1371/journal.pone.0202344. eCollection 2018.

基于电子健康记录数据的带噪声事件时间的半监督风险校准(SCORNET)。

Semisupervised Calibration of Risk with Noisy Event Times (SCORNET) using electronic health record data.

机构信息

Department of Biostatistics, Harvard School of Public Health, 677 Huntington Avenue, Boston, MA 02115, USA.

Department of Statistics, University of California Davis, 1 Shields Avenue, Davis, CA 05616, USA.

出版信息

Biostatistics. 2023 Jul 14;24(3):760-775. doi: 10.1093/biostatistics/kxac003.

DOI:10.1093/biostatistics/kxac003
PMID:35166342
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC10544799/
Abstract

Leveraging large-scale electronic health record (EHR) data to estimate survival curves for clinical events can enable more powerful risk estimation and comparative effectiveness research. However, use of EHR data is hindered by a lack of direct event time observations. Occurrence times of relevant diagnostic codes or target disease mentions in clinical notes are at best a good approximation of the true disease onset time. On the other hand, extracting precise information on the exact event time requires laborious manual chart review and is sometimes altogether infeasible due to a lack of detailed documentation. Current status labels-binary indicators of phenotype status during follow-up-are significantly more efficient and feasible to compile, enabling more precise survival curve estimation given limited resources. Existing survival analysis methods using current status labels focus almost entirely on supervised estimation, and naive incorporation of unlabeled data into these methods may lead to biased estimates. In this article, we propose Semisupervised Calibration of Risk with Noisy Event Times (SCORNET), which yields a consistent and efficient survival function estimator by leveraging a small set of current status labels and a large set of informative features. In addition to providing theoretical justification of SCORNET, we demonstrate in both simulation and real-world EHR settings that SCORNET achieves efficiency akin to the parametric Weibull regression model, while also exhibiting semi-nonparametric flexibility and relatively low empirical bias in a variety of generative settings.

摘要

利用大规模的电子健康记录 (EHR) 数据来估计临床事件的生存曲线,可以实现更强大的风险估计和比较效果研究。然而,EHR 数据的使用受到缺乏直接事件时间观测的限制。临床记录中相关诊断代码或目标疾病提及的发生时间充其量只是真实疾病发病时间的良好近似。另一方面,提取有关确切事件时间的精确信息需要费力的手动图表审查,并且由于缺乏详细的文档,有时完全不可行。当前的状态标签——随访期间表型状态的二进制指标——在编译时效率更高、可行性更强,在资源有限的情况下可以更精确地估计生存曲线。使用当前状态标签的现有生存分析方法几乎完全专注于有监督估计,而在这些方法中盲目纳入未标记的数据可能会导致有偏差的估计。在本文中,我们提出了 Semisupervised Calibration of Risk with Noisy Event Times (SCORNET),它通过利用一小部分当前状态标签和大量信息丰富的特征,生成一致且高效的生存函数估计器。除了提供 SCORNET 的理论依据外,我们还在模拟和真实 EHR 环境中证明,SCORNET 在各种生成环境中实现了类似于参数 Weibull 回归模型的效率,同时还表现出半非参数灵活性和相对较低的经验偏差。