TY - JOUR
T1 - Past, Present, and Future of Software for Bayesian Inference
AU - Štrumbelj, Erik
AU - Bouchard-Côté, Alexandre
AU - Corander, Jukka
AU - Gelman, Andrew
AU - Rue, Haavard
AU - Murray, Lawrence
AU - Pesonen, Henri
AU - Plummer, Martyn
AU - Vehtari, Aki
N1 - KAUST Repository Item: Exported on 2023-09-21
Acknowledgements: Erik Štrumbelj’s work is partially funded by the Slovenian Research Agency (research core funding No. P2- 0442). Andrew Gelman’s work is partially funded by the U.S. Office of Naval Research. Special thanks to Christian Robert for the initiative and encouragement for this work.
PY - 2023/9/19
Y1 - 2023/9/19
N2 - Software tools for Bayesian inference have undergone rapid evolution in the past three decades, following popularisation of the first generation MCMC-sampler implementations. More recently, exponential growth in the number of users has been stimulated both by the active development of new packages by the machine learning community and popularity of specialist software for particular applications. This review aims to summarize the most popular software and provide a useful map for a reader to navigate the world of Bayesian computation. We anticipate a vigorous continued development of algorithms and corresponding software in multiple research fields, such as probabilistic programming, likelihood-free inference, and Bayesian neural networks, which will further broaden the possibilities for employing the Bayesian paradigm in exciting applications.
AB - Software tools for Bayesian inference have undergone rapid evolution in the past three decades, following popularisation of the first generation MCMC-sampler implementations. More recently, exponential growth in the number of users has been stimulated both by the active development of new packages by the machine learning community and popularity of specialist software for particular applications. This review aims to summarize the most popular software and provide a useful map for a reader to navigate the world of Bayesian computation. We anticipate a vigorous continued development of algorithms and corresponding software in multiple research fields, such as probabilistic programming, likelihood-free inference, and Bayesian neural networks, which will further broaden the possibilities for employing the Bayesian paradigm in exciting applications.
UR - http://hdl.handle.net/10754/694575
M3 - Article
JO - Accepted by Statistical Science
JF - Accepted by Statistical Science
ER -