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Regression methods for estimating attributable risk in population-based case-control studies: a comparison of
S S Coughlin1, C C Nass, L W Pickle
1Department of Community and Family Medicine, Georgetown University School of Medicine, Washington, DC 20007.
American Journal of Epidemiology
|February 1, 1991
Summary
A new additive regression model estimates attributable risk in population studies more effectively than logistic models. This method accurately sums individual risk factors for a comprehensive view of multiple exposures.
Area of Science:
- Epidemiology
- Biostatistics
- Public Health Research
Background:
- Estimating attributable risk in case-control studies is crucial for understanding disease causes.
- Existing multivariate methods often use logistic regression, which assumes multiplicative relationships between risk factors.
- Confounding factors require careful adjustment in risk estimation.
Purpose of the Study:
- To propose and evaluate an additive regression model for estimating attributable risk in population-based case-control studies.
- To compare the performance of the additive model against traditional logistic regression models.
- To assess the model's utility in handling multiple exposures and confounding factors.
Main Methods:
- Development of a regression method based on an additive model for risk estimation.
- Application of both additive and logistic regression models to matched case-control data.
- Utilized population-based data from a childhood astrocytoma brain tumor study for empirical validation.
Main Results:
- Both additive and logistic models demonstrated good data fit.
- The additive model provided a more satisfactory estimate of risk attributable to multiple exposures, especially without significant additive interaction.
- Adjusted risk estimates from the additive model summed coherently to the overall joint estimate, unlike the logistic model.
Conclusions:
- The proposed additive regression model offers a valuable alternative for multivariate attributable risk estimation in case-control studies.
- This approach is particularly useful when an additive relationship between covariates is appropriate.
- The additive model facilitates a clearer understanding of the combined impact of multiple risk factors.