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Line 70:
\tilde{F} &= \frac{1}{2}\ln|\tilde{\Pi}_0\cdot\Pi\cdot\tilde{\Sigma}\cdot\Sigma_0| \\
&- \frac{1}{2}(\mu^T\Pi\mu + \tilde{\mu}_0^T\tilde{\Pi}_0\tilde{\mu}_0 - \mu_0^T\Pi_0\mu_0 - \tilde{\mu}^T\tilde{\Sigma}\tilde{\mu}) + F\\
\tilde{\mu} &= \tilde{\Sigma}(\Pi\mu + \tilde{\Pi}_0\tilde{\mu}_0
\tilde{\Sigma} &= (\Pi+\tilde{\Pi}_0-\Pi_0)^{-1} \\
\end{align}</math>
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