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Biostatistics. 2023 Dec 15;25(1):20-39. doi: 10.1093/biostatistics/kxac034.
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Inference in Functional Linear Quantile Regression.函数线性分位数回归中的推断
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Association between extreme temperatures and emergency room visits related to mental disorders: A multi-region time-series study in New York, USA.极端温度与与精神障碍相关的急诊就诊之间的关联:美国纽约多地区时间序列研究。
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Bayesian Zero-Inflated Negative Binomial Regression Based on Pólya-Gamma Mixtures.基于波利亚-伽马混合的贝叶斯零膨胀负二项回归
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Quantile Function on Scalar Regression Analysis for Distributional Data.分布数据标量回归分析中的分位数函数
J Am Stat Assoc. 2020;115(529):90-106. doi: 10.1080/01621459.2019.1609969. Epub 2019 Jun 21.
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Association of Air Pollution and Heat Exposure With Preterm Birth, Low Birth Weight, and Stillbirth in the US: A Systematic Review.空气污染和热暴露与美国早产、低出生体重和死胎的关联:系统评价。
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Air pollution: the emergence of a major global health risk factor.空气污染:一个主要的全球健康风险因素的出现。
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Influence of exposure measurement errors on results from epidemiologic studies of different designs.暴露测量误差对不同设计的流行病学研究结果的影响。
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Air pollution and health.空气污染与健康。
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基于标量-分位数函数的方法来估计环境暴露对短期健康影响的研究

A scalar-on-quantile-function approach for estimating short-term health effects of environmental exposures.

机构信息

Department of Biostatistics and Bioinformatics, Emory University, Atlanta, GA 30322, United States.

Department of Biostatistics, Yale University, New Haven, CT 06511, United States.

出版信息

Biometrics. 2024 Jan 29;80(1). doi: 10.1093/biomtc/ujae008.

DOI:10.1093/biomtc/ujae008
PMID:38477485
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC10934338/
Abstract

Environmental epidemiologic studies routinely utilize aggregate health outcomes to estimate effects of short-term (eg, daily) exposures that are available at increasingly fine spatial resolutions. However, areal averages are typically used to derive population-level exposure, which cannot capture the spatial variation and individual heterogeneity in exposures that may occur within the spatial and temporal unit of interest (eg, within a day or ZIP code). We propose a general modeling approach to incorporate within-unit exposure heterogeneity in health analyses via exposure quantile functions. Furthermore, by viewing the exposure quantile function as a functional covariate, our approach provides additional flexibility in characterizing associations at different quantile levels. We apply the proposed approach to an analysis of air pollution and emergency department (ED) visits in Atlanta over 4 years. The analysis utilizes daily ZIP code-level distributions of personal exposures to 4 traffic-related ambient air pollutants simulated from the Stochastic Human Exposure and Dose Simulator. Our analyses find that effects of carbon monoxide on respiratory and cardiovascular disease ED visits are more pronounced with changes in lower quantiles of the population's exposure. Software for implement is provided in the R package nbRegQF.

摘要

环境流行病学研究通常利用综合健康结果来估计短期(例如,每日)暴露的影响,这些暴露可在越来越精细的空间分辨率下获得。然而,通常使用区域平均值来推导出人群水平的暴露量,这无法捕捉到在感兴趣的时空单元内(例如,在一天或邮政编码内)可能发生的暴露的空间变化和个体异质性。我们提出了一种通用的建模方法,通过暴露分位数函数将单位内暴露异质性纳入健康分析中。此外,通过将暴露分位数函数视为功能协变量,我们的方法在描述不同分位数水平的关联方面提供了更大的灵活性。我们将所提出的方法应用于亚特兰大四年内的空气污染和急诊部(ED)就诊的分析。该分析利用了从 Stochastic Human Exposure and Dose Simulator 模拟的每日邮政编码级别的个人暴露于 4 种与交通相关的环境空气污染物的分布。我们的分析发现,一氧化碳对呼吸和心血管疾病 ED 就诊的影响在人群暴露的较低分位数发生变化时更为明显。实现该方法的软件在 R 包 nbRegQF 中提供。