4.5 Article

Minimizing attrition bias: a longitudinal study of depressive symptoms in an elderly cohort

期刊

INTERNATIONAL PSYCHOGERIATRICS
卷 21, 期 5, 页码 869-878

出版社

CAMBRIDGE UNIV PRESS
DOI: 10.1017/S104161020900876X

关键词

discrete failure time model; dropout; non-ignorable nonresponse; shared parameter model; Weibull model

资金

  1. National Institutes of Health [R01 AG07562, K24 AG022035, K25 DK059928]
  2. U.S. Department of Health and Human Services

向作者/读者索取更多资源

Background: Attrition from mortality is common in longitudinal studies of the elderly. Ignoring the resulting non-response or missing data can bias study results. Methods: 1260 elderly participants underwent biennial follow-up assessments over 10 years. Many missed one or more assessments over this period. We compared three statistical models to evaluate the impact of missing data on an analysis of depressive symptoms over time. The first analytic model (generalized mixed model) treated non-response as data missing at random. The other two models used shared parameter methods; each had different specifications for dropout but both jointly modeled both outcome and dropout through a common random effect. Results: The presence of depressive symptoms was associated with being female, having less education, functional impairment, using more prescription drugs, and taking antidepressant drugs. In all three models, the same variables were significantly associated with depression and in the same direction. However, the strength of the associations differed widely between the generalized mixed model and the shared parameter models. Although the two shared parameter models had different assumptions about the dropout process, they yielded similar estimates for the outcome. One model fitted the data better, and the other was computationally faster. Conclusions: Dropout does not occur randomly in longitudinal studies of the elderly. Thus, simply ignoring it can yield biased results. Shared parameter models are a powerful, flexible, and easily implemented tool for analyzing longitudinal data while minimizing bias due to nonrandom attrition.

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