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<p>By parameterizing the space of models, the belief in all models may be updated in a single step. The distribution of belief over the model space may then be thought of as a distribution of belief over the parameter space. The distributions in this section are expressed as continuous, represented by probability densities, as this is the usual situation. The technique is, however, equally applicable to discrete distributions.</p>

<p>Let the vector  span the parameter space. Let the initial prior distribution over  be , where  is a set of parameters</p><p>
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