Robust hyperparameter estimation protects against hypervariable genes and improves power to detect differential expression
Belinda Phipson, Stanley Lee, Ian J. Majewski, Warren S. Alexander and, Gordon K. Smyth

TL;DR
This paper introduces a robust hyperparameter estimation method for empirical Bayes differential expression analysis, reducing false positives from outliers and increasing detection power, with implementation in the limma package.
Contribution
It presents a novel robust hyperparameter estimation procedure that improves differential expression testing by handling outliers more effectively.
Findings
Robust method reduces false positives from hypervariable genes.
Increases power to detect true differentially expressed genes.
Performs well in simulations and real case studies.
Abstract
One of the most common analysis tasks in genomic research is to identify genes that are differentially expressed (DE) between experimental conditions. Empirical Bayes (EB) statistical tests using moderated genewise variances have been very effective for this purpose, especially when the number of biological replicate samples is small. The EB procedures can however be heavily influenced by a small number of genes with very large or very small variances. This article improves the differential expression tests by robustifying the hyperparameter estimation procedure. The robust procedure has the effect of decreasing the informativeness of the prior distribution for outlier genes while increasing its informativeness for other genes. This effect has the double benefit of reducing the chance that hypervariable genes will be spuriously identified as DE while increasing statistical power for the…
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