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SQUIDS Seminar - Trace-class Gaussian priors for Bayesian reinforcement learning

Dates:18 October 2023
Times:14:30 - 16:00
What is it:Seminar
Organiser:Department of Mathematics
Who is it for:University staff, External researchers, Current University students
Speaker:Torben Sell
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  • In category "Seminar"
  • In group "(Maths) Statistics, quantification of uncertainty, inverse problems and data science"
  • By Department of Mathematics

Schedule:

  • 2:30pm: pretalk
  • 3:05pm: research talk 'Trace-class Gaussian priors for Bayesian reinforcement learning'

I will motivate the talk by looking at some challenges in reinforcement learning, where classic function priors such as Karhunen-Loève priors struggle to scale up to the domain sizes we are interested in. I will then give some background and highlight connections to existing function priors, before defining the trace-class neural network (tcNN) prior. The prior is a Gaussian neural network prior, where each weight and bias has an independent Gaussian prior, but with the key difference to standard Bayesian neural network priors that the variances decrease in the width of the network in such a way that the resulting function is almost surely well defined in the limit of an infinite width network. Benefits and disadvantages of the different priors will be discussed, and the advantages of tcNN priors over other function space priors will be highlighted in numerical examples.

Reference: Trace-class Gaussian priors for Bayesian learning of neural networks with MCMC, Torben Sell and Sumeetpal S Singh, Journal of the Royal Statistical Society, Series B, 2023, open access article (https://academic.oup.com/jrsssb/article/85/1/46/7017762).

Speaker

Torben Sell

Organisation: The University of Edinburgh

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G.114
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Jonas Latz

jonas.latz@manchester.ac.uk

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