False Discovery Rate–Adjusted Multiple Confidence Intervals for Selected Parameters
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Abstract
Often in applied research, confidence intervals (CIs) are constructed or reported only for parameters selected after viewing the data. We show that such selected intervals fail to provide the assumed coverage probability. By generalizing the false discovery rate (FDR) approach from multiple testing to selected multiple CIs, we suggest the false coverage-statement rate (FCR) as a measure of interval coverage following selection. A general procedure is then introduced, offering FCR control at level q under any selection rule. The procedure constructs a marginal CI for each selected parameter, but instead of the confidence level 1 − q being used marginally, q is divided by the number of parameters considered and…
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697
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Authors
2Topics & keywords
Topics
Keywords
- False discovery rate
- Multiple comparisons problem
- Confidence interval
- Mathematics
- Selection (genetic algorithm)
- Statistics
- Equivalence (formal languages)
- Dependency (UML)
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