calibcant/theory.tex: Explicitly list scaling parameters G_0 and m

Thanks Mom!

diff --git a/src/calibcant/theory.tex b/src/calibcant/theory.tex
index ed602cf01a1ecdc0b532366680c2800b16055e0b..ef87a3687fc03f37d9d43c19e2b4fa8997c8041b 100644 (file)
--- a/src/calibcant/theory.tex
+++ b/src/calibcant/theory.tex
@@ -344,8 +344,8 @@ these replacements in \cref{eq:model-psd,eq:DHO-var}, we have
   \avg{V_p(t)^2} &= \frac{\pi \sigma_p^2 G_0}{2 m^2 \beta \omega_0^2}
                   = \sigma_p^2 \avg{x(t)^2} \;.
 \end{align}
-The scaling parameters cannot be independently fit though, so lets
-condense the power spectrum of the right hand side of
+The scaling parameters---$G_0$ and $m$---cannot be fit independently,
+so we condense the power spectrum of the right hand side of
 \cref{eq:DHO-ddt-Vp} into a single
 \begin{equation}
   G_1 \equiv \frac{\sigma_p^2 G_0}{m^2} \;.  \label{eq:Gone-def}