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Calculating confidence intervals for prediction error in microarray classification using resampling.

Wenyu Jiang1, Sudhir Varma, Richard Simon

  • 1Concordia University, Quebec, Canada. wjiang@mathstat.concordia.ca

Statistical Applications in Genetics and Molecular Biology
|March 4, 2008
PubMed
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Accurate prediction accuracy confidence intervals are crucial for microarray class prediction, especially with small sample sizes. A novel bias-reduced bootstrap case cross-validation method offers reliable confidence intervals for prediction accuracy in such scenarios.

Area of Science:

  • Bioinformatics
  • Statistical Learning
  • Computational Biology

Background:

  • Point estimates of prediction accuracy from cross-validation are common in microarray class prediction.
  • These estimates exhibit high variability, particularly with small sample sizes, necessitating confidence intervals.

Purpose of the Study:

  • To evaluate existing confidence interval methods for prediction accuracy in microarray studies.
  • To develop and validate a novel resampling scheme for improved confidence interval estimation.

Main Methods:

  • Extensive comparison of existing confidence interval methods based on empirical coverage and width.
  • Development of a bootstrap case cross-validation (BCCV) resampling scheme.
  • Definition and evaluation of BCCV-based confidence intervals, including bias-corrected and percentile methods.

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Main Results:

  • Standard binomial assumption and split-sample methods show under-coverage or overly conservative intervals.
  • BCCV percentile intervals are conservative without bias-correction; Efron's BCa intervals are anti-conservative.
  • A simple bias reduction on the BCCV percentile interval yields mildly conservative and superior inference.

Conclusions:

  • Existing methods for confidence intervals of prediction accuracy in microarrays are inadequate, especially for small sample sizes.
  • The proposed bias-reduced BCCV percentile method provides reliable and more accurate confidence intervals.
  • This method outperforms others for small to moderate sample size microarray applications.