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Hi, these are the descriptions for figures 2+3.
For figure 2, what do you want the means to be?
And for figure 3, I'm not sure at all what you want.
\begin{figure} [DM + EP]
\caption{Four draws from the multi-band damped random walk model in
the five SDSS bands. These draws are made with $a(b)=(0.85, 0.75,
0.65, 0.55, 0.45)$~mag in the five bandpasses, $\mu(b)=$[DM+EP], and $\tau=400$~d. The model is rigid in the sense that the five bands
are all scaled replicas of one another.\label{fig:mdraws}}
\end{figure}
\begin{figure} [DM + EP]
\caption{Example of conditional
prediction... [DM+EP]\label{fig:conditional}}
\end{figure}
The text was updated successfully, but these errors were encountered:
Hi, these are the descriptions for figures 2+3.
For figure 2, what do you want the means to be?
And for figure 3, I'm not sure at all what you want.
\begin{figure}
$\mu(b)=$ [DM+EP], and
$\tau=400$ ~d. The model is rigid in the sense that the five bands
[DM + EP]\caption{Four draws from the multi-band damped random walk model in
the five SDSS bands. These draws are made with $a(b)=(0.85, 0.75,
0.65, 0.55, 0.45)$~mag in the five bandpasses,
are all scaled replicas of one another.\label{fig:mdraws}}
\end{figure}
\begin{figure}
[DM + EP]\caption{Example of conditional
prediction... [DM+EP]\label{fig:conditional}}
\end{figure}
The text was updated successfully, but these errors were encountered: