4.5 Article

Correcting for exposure misclassification using survival analysis with a time-varying exposure

Journal

ANNALS OF EPIDEMIOLOGY
Volume 22, Issue 11, Pages 799-806

Publisher

ELSEVIER SCIENCE INC
DOI: 10.1016/j.annepidem.2012.09.003

Keywords

Survival analysis; Bias; Preterm birth; Vaccination; Pregnancy; Cox regression

Funding

  1. NIH [T32 HD052458]
  2. Office of the Assistant Secretary for Preparedness and Response, Biomedical Advanced Research and Development Authority, Department of Health and Human Services [HHSO100201000038C]
  3. [AHRQ 1R18HS018463-01]
  4. [NICHD 1R01 HD059861]
  5. [NICHD 2 R01 HD46595]

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Purpose: Survival analysis is increasingly being used in perinatal epidemiology to assess time-varying risk factors for various pregnancy outcomes. Here we show how quantitative correction for exposure misclassification can be applied to a Cox regression model with a time-varying dichotomous exposure. Methods: We evaluated influenza vaccination during pregnancy in relation to preterm birth among 2267 non-malformed infants whose mothers were interviewed as part of the Slone Birth Defects Study during 2006 through 2011. The hazard of preterm birth was modeled using a time-varying exposure Cox regression model with gestational age as the time-scale. The effect of exposure misclassification was then modeled using a probabilistic bias analysis that incorporated vaccination date assignment. The parameters for the bias analysis were derived from both internal and external validation data. Results: Correction for misclassification of prenatal influenza vaccination resulted in an adjusted hazard ratio (AHR) slightly higher and less precise than the conventional analysis: Bias-corrected AHR 1.04 (95% simulation interval, 0.70-1.52); conventional AHR, 1.00 (95% confidence interval, 0.71-1.41). Conclusions: Probabilistic bias analysis allows epidemiologists to assess quantitatively the possible confounder-adjusted effect of misclassification of a time-varying exposure, in contrast with a speculative approach to understanding information bias. (C) 2012 Elsevier Inc. All rights reserved.

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