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ebnm: An R Package for Solving the Empirical Bayes Normal Means Problem Using a Variety of Prior Families

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arxiv 2110.00152 v3 pith:FCUBYEAY submitted 2021-10-01 stat.CO stat.ME

classification stat.COstat.ME
keywords ebnmpackagepriorassumptionsstatisticsanalysisareasbayes
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The empirical Bayes normal means (EBNM) model is important to many areas of statistics, including (but not limited to) multiple testing, wavelet denoising, and gene expression analysis. There are several existing software packages that can fit EBNM models under different prior assumptions and using different algorithms; however, the differences across interfaces complicate direct comparisons. Further, a number of important prior assumptions do not yet have implementations. Motivated by these issues, we developed the R package ebnm, which provides a unified interface for efficiently fitting EBNM models using a variety of prior assumptions, including nonparametric approaches. In some cases, we incorporated existing implementations into ebnm; in others, we implemented new fitting procedures with a focus on speed and numerical stability. We illustrate the use of ebnm in a detailed analysis of baseball statistics. By providing a unified and easily extensible interface, the ebnm package can facilitate development of new methods in statistics, genetics, and other areas; as an example, we briefly discuss the R package flashier, which harnesses methods in ebnm to provide a flexible and robust approach to matrix factorization.

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  1. Empirical Bayes for correlated Gaussian sequence model

    math.ST 2026-07 accept novelty 7.0 of 10

    CML for the correlated Gaussian sequence model converges at rate n_*^{-1/2} in weighted Hellinger distance, with matching minimax lower bound, and applies to linear GLS and one-step debiased nonlinear regression.

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