Online Supplement: Principled Default Priors for Bayesian Hypothesis Testing in Binomial GLMs.

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Authors: Gidon T. Frischkorn, Joscha Dutli, Philipp Musfeld, Klaus Oberauer
Cited by: 0

Abstract

This project archives the simulation code, analysis scripts, and pre-computed outputs for the paper "Principled Default Priors for Bayesian Hypothesis Testing in Binomial GLMs: A Matched-Prior Framework with Empirical Evaluation." The paper develops a default prior framework for logistic and probit regression: matching the prior family to the link function yields a uniform prior on the probability scale, which serves as an interpretable anchor for setting the prior scale via prior predictive simulation. The materials here reproduce figures and tables in the manuscript and supplement without re-running the compute-heavy simulations. The analysis code is also maintained at https://github.com/GidonFrischkorn/PriorsBinomial

Fields of Study & Subjects

Statistical Methods and Bayesian Inference Statistical Distribution Estimation and Applications Markov Chains and Monte Carlo Methods

Publication details

Publication date
13 March 2026
Language
EN
Document type
Preprint