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Bayesian model comparison

The posterior probability of a model given data, P(H|D), is given by P(H|D) = P(D|H)P(H)/P(D)

The key data-dependent term, P(D|H), is sometimes called the evidence for model H, and evaluating it correctly is the key to Bayesian model comparison. The evidence is usually the normalizing constant or partition function of another inference, namely the inference of the parameters of model H given the data D.

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Bayesian inference | Bayesian logic | Bayesian statistics | List of statistical topics | Methodological reductionism | Minimum Message Length | Minimum description length | Occam's Razor | Occams razor | Ockham's Razor | Parsimonious explanation | ProbabilityApplications | Probability Applications

 

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This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Bayesian model comparison".

 

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