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. 2013 Mar;24(2):215-23.
doi: 10.1097/EDE.0b013e31827f4fa9.

Sensitivity analysis for nonignorable missingness and outcome misclassification from proxy reports

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Sensitivity analysis for nonignorable missingness and outcome misclassification from proxy reports

Michelle Shardell et al. Epidemiology. 2013 Mar.

Abstract

Researchers often recruit proxy respondents, such as relatives or caregivers, for epidemiologic studies of older adults when study participants are unable to provide self-reports (eg, because of illness or cognitive impairment). In most studies involving proxy-reported outcomes, proxies are recruited only to report on behalf of participants who have missing self-reported outcomes; thus, either a proxy report or participant self-report, but not both, is available for each participant. When outcomes are binary and investigators conceptualize participant self-reports as gold standard measures, substituting proxy reports in place of missing participant self-reports in statistical analysis can introduce misclassification error and lead to biased parameter estimates. However, excluding observations from participants with missing self-reported outcomes may also lead to bias. We propose a pattern-mixture model that uses error-prone proxy reports to reduce selection bias from missing outcomes, and we describe a sensitivity analysis to address bias from differential outcome misclassification. We perform model estimation with high-dimensional (eg, continuous) covariates using propensity-score stratification and multiple imputation. We apply the methods to the Second Cohort of the Baltimore Hip Studies, a study of elderly hip fracture patients, to assess the relation between type of surgical treatment and perceived physical recovery. Simulation studies show that the proposed methods perform well. We provide SAS programs in the eAppendix (http://links.lww.com/EDE/A646) to enhance the methods' accessibility.

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Figures

Figure 1
Figure 1
Figure Simulation study results. 0 from A) propensity-score stratification and B) multiple imputation; 1 from C) propensity-score stratification and D) multiple imputation; 10 from E) propensity-score stratification and F) multiple imputation. True values denoted by*.

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