In Conversation: An OUP Podcast cover image

Jakob Hohwy, “The Predictive Mind” (Oxford UP, 2014)

In Conversation: An OUP Podcast

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How to Update Probability Distributions in a Bayesian Theory?

In a Bayesian theory, right, there's incoming evidence. And then you have the evidence and the probabilities get redistributed in the light of that evidence. We treat probability distributions as Gaussian so we can split up mathematically the mean from the standard deviation. That gives you then a rule, a Bayesian rule for updating the hypothesis. So I know this kind of technical way of getting around the problem that sounds like a commutation proposition but it actually works very well.

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