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jBillou edited Waveform optimization.tex
over 9 years ago
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\subsection{Waveform optimization}
Given the data
$D={d_t^i}$, $D=\{d_t^i\}$, hidden states
$X={\phi_i^t,\lambda_i_t}$ $X=\{\phi_i^t,\lambda_i^t\}$ and parameters $\Theta$, we want to maximimze the likelihood $P(D|\Theta)$ over $\Theta$.
We want to maximize the expected value of the log of the joint distribution of hidden states and data, $P(D,X|\Theta)$ with respect to the unknown states, conditioned on the data and the current parameters:
$argmax $