Literature DB >> 12766462

Estimating Confidence Intervals and Sampling Proportions in Two-Stage Prevalence Designs.

Blase Gambino1.   

Abstract

In response to Abbott and Volberg's (in press) rejoinder to my epidemiologic note on verification bias and estimation of prevalence rates (Gambino, in press), I provide the formulas for computing confidence intervals for the results of second-stage verification. In addition, I provide the appropriate equation for determining confidence intervals when prevalence is near zero or one. Finally, we present formulas for determining the most efficient sample sizes needed to minimize second-stage variance estimates. These allow the investigator working under a fixed budget to determine the relative value of sampling negative screens to test for false negatives. We close with an observation on the interpretability of evidence.

Year:  1999        PMID: 12766462     DOI: 10.1023/a:1023049529680

Source DB:  PubMed          Journal:  J Gambl Stud        ISSN: 1050-5350


  3 in total

1.  A Reply to Gambino's "An Epidemiologic Note on Verification Bias: Implications for Estimation of Rates"

Authors:  Max W. Abbott; Rachel A. Volberg
Journal:  J Gambl Stud       Date:  1999

2.  An Epidemiologic Note on Verification Bias: Implications for Estimation of Rates.

Authors:  Blase Gambino
Journal:  J Gambl Stud       Date:  1999

3.  Design of two-phase prevalence surveys of rare disorders.

Authors:  P E Shrout; S C Newman
Journal:  Biometrics       Date:  1989-06       Impact factor: 2.571

  3 in total

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