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用于横截面数据的长度偏倚半竞争风险模型:在当前妊娠尝试持续时间数据中的应用。

Length-biased semi-competing risks models for cross-sectional data: an application to current duration of pregnancy attempt data.

作者信息

McLain Alexander C, Guo Siyuan, Zhang Jiajia, Marie Thoma

机构信息

Department of Epidemiology and Biostatistics, University of South Carolina.

Department of Family Health Services, University of Maryland.

出版信息

Ann Appl Stat. 2021 Jun;15(2):1054-1067. doi: 10.1214/20-AOAS1428. Epub 2021 Jul 12.

DOI:10.1214/20-AOAS1428
PMID:35371371
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC8970577/
Abstract

Cross-sectional length-biased data arise from questions on the at-risk time for an event of interest from those who are at-risk but have yet to experience the event. For example, in the National Survey on Family Growth (NSFG), women who were currently attempting to become pregnant were asked how long they had been attempting pregnancy. Cross-sectional survival analysis methods use the observed at-risk times to make inference on the distribution of the unobserved time-to-failure. However, methodological gaps in these methods remain such as how to handle semi-competing risks. For example, if the women attempting pregnancy had undergone fertility treatment during their current pregnancy attempt. In this paper, we develop statistical methods that extend cross-sectional survival analysis methods to incorporate semi-competing risks. They can be used to estimate the distribution of the length of natural pregnancy attempts (i.e., without fertility treatment) while correctly accounting for women that sought fertility treatment prior to being sampled using cross-sectional data. We demonstrate our approach based on simulated data and an analysis of data from the NSFG. The proposed method results in separate survival curves for: time-to-natural-pregnancy, time-to-fertility treatment, and time-to-pregnancy after fertility treatment.

摘要

横断面长度偏倚数据源于对感兴趣事件的风险时间的询问,这些问题针对的是处于风险中但尚未经历该事件的人群。例如,在全国生育情况调查(NSFG)中,询问了当时正在尝试怀孕的女性她们尝试怀孕的时间有多长。横断面生存分析方法利用观察到的风险时间来推断未观察到的失效时间的分布。然而,这些方法仍存在方法学上的差距,比如如何处理半竞争风险。例如,如果尝试怀孕的女性在当前的怀孕尝试期间接受了生育治疗。在本文中,我们开发了统计方法,扩展了横断面生存分析方法以纳入半竞争风险。它们可用于估计自然怀孕尝试(即未接受生育治疗)的时长分布,同时正确考虑在使用横断面数据进行抽样之前寻求生育治疗的女性。我们基于模拟数据和对NSFG数据的分析展示了我们的方法。所提出的方法为以下情况得出了单独的生存曲线:自然怀孕时间、接受生育治疗时间以及接受生育治疗后的怀孕时间。

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Lifetime Data Anal. 2020 Jul;26(3):451-470. doi: 10.1007/s10985-019-09485-x. Epub 2019 Oct 1.
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Is human fecundity changing? A discussion of research and data gaps precluding us from having an answer.人类生育能力正在发生变化吗?关于阻碍我们得出答案的研究和数据缺口的讨论。
Hum Reprod. 2017 Mar 1;32(3):499-504. doi: 10.1093/humrep/dew361.
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J Am Stat Assoc. 2014;109(505):24-35. doi: 10.1080/01621459.2013.859076.
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Biometrics. 2015 Jun;71(2):302-12. doi: 10.1111/biom.12286. Epub 2015 Feb 25.
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Propensity Score Estimation in the Presence of Length-biased Sampling: A Nonparametric Adjustment Approach.存在长度偏倚抽样时的倾向得分估计:一种非参数调整方法。
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