Compare the marginal effects for environmental exposure and biomonitoring data with repeated measurements and values below the limit of detection
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11 2024
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Source: J Expo Sci Environ Epidemiol. 34(6):1018-1027
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Alternative Title:J Expo Sci Environ Epidemiol
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Description:Background
Environmental exposure and biomonitoring data with repeated measurements from environmental and occupational studies are commonly right-skewed and in the presence of limits of detection (LOD). However, existing model has not been discussed for small-sample properties and highly skewed data with non-detects and repeated measurements.
Objective
Marginal modeling provides an alternative to analyzing longitudinal and cluster data, in which the parameter interpretations are with respect to marginal or population-averaged means.
Methods
We outlined the theories of three marginal models, i.e., generalized estimating equations (GEE), quadratic inference functions (QIF), and generalized method of moments (GMM). With these approaches, we proposed to incorporate the fill-in methods, including single and multiple value imputation techniques, such that any measurements less than the limit of detection are assigned values.
Results
We demonstrated that the GEE method works well in terms of estimating the regression parameters in small sample sizes, while the QIF and GMM outperform in large-sample settings, as parameter estimates are consistent and have relatively smaller mean squared error. No specific fill-in method can be deemed superior as each has its own merits.
Significance
The marginal models for environmental exposure and biomonitoring data with repeated measurements and non-detects performed validity of statistical inference, especially in small-sample settings. In addition to the use of mixed effects models, these models will broaden and benefit the repeated measures data analysis in the field of exposure science.
Impact Statement
Marginal modeling is firstly employed to analyze repeated measures data with non-detects, in which only the mean structure needs to be correctly provided to obtain consistent parameter estimates. After replacing non-detects through substitution methods and utilizing small-sample bias corrections, in a simulation study we found that the estimating approaches used in the marginal models have corresponding advantages under a wide range of sample sizes. We also applied the models to longitudinal and cluster working examples.
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Pubmed ID:38253592
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Pubmed Central ID:PMC11260897
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Volume:34
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Issue:6
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Supporting Files:No Additional Files