Summary attributable risk estimation from unmatched case‐control data
- 1 April 1988
- journal article
- research article
- Published by Wiley in Statistics in Medicine
- Vol. 7 (4), 507-517
- https://doi.org/10.1002/sim.4780070407
Abstract
We propose an alternative method to obtain summary estimators, variances and confidence intervals for attributable risk measures. This method combines weighted exposure prevalences for cases and controls across strata formed by the cross‐classification of relevant covariates to form estimates of attributable risk among the exposed and attributable risk in the target population. The major benefit of this approach over those previously proposed in the literature is that it operates on data summed across strata rather than on estimation of statistics within each stratum. This alternative method for attributable risk measures utilizes the Mantel–Haenszel estimate of an average odds ratio, and can be implemented using the matrix procedure in SAS. This method is appropriate even when the within‐stratum sample sizes are too small for other methods to be valid. Simulation results indicate that this method is superior to others with respect to bias and coverage probability for confidence intervals.Keywords
This publication has 29 references indexed in Scilit:
- A New Variance Estimator for the Mantel-Haenszel Odds RatioPublished by JSTOR ,1985
- On the Large-Sample Distribution of the Mantel-Haenszel Odds-Ratio EstimatorPublished by JSTOR ,1983
- The Variance of the Mantel-Haenszel EstimatorPublished by JSTOR ,1982
- Statistical methods for estimating attributable risk from retrospective dataStatistics in Medicine, 1982
- Odds ratio estimators when the data are sparseBiometrika, 1981
- The Large Sample Variance of the Mantel-Haenszel Estimator of a Common Odds RatioPublished by JSTOR ,1979
- Estimation of Attributable Risk in the Presence of ConfoundingBiometrical Journal, 1979
- Calculation of Attributable Risks from Epidemiological DataInternational Journal of Epidemiology, 1978
- The effect of nonzero second-order interaction on combined estimators of the odds ratioBiometrika, 1978