Simon McGill edited section_Bayesian_Inference_One_very__.tex  over 8 years ago

Commit id: 9acd8d3ab03f9085df673be35c87bad72268d531

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\begin{eqnarray}  & R(\mathbb{B}, d, \phi, s, a) = (\mathbb{B}^*, d^*, a^*) \\  & \mathbb{B}^*(Z_t=z') = \mathbb{B}(Z_{t+1} = z' \given Z_t, S=s, A=a) \\  & \mathbb{B}^*(Z_{t+1} = z' \given Z_{t} = z, S=s, A=a) = \mathbb{B}(Z_{t+1} = z' \given Z_t = z, S=s, A=a)\]  \end{eqnarray}  ...where $d^*$ and $a^*$ are still arbitrary sets of rational desires and actions.