Minor change a_F -> a_v

main.tex

@@ -1619,7 +1619,7 @@ which also guarantees that the gap $\frac{k}{2mn^2}$ is at least $\epsilon_{q,2}
 
 \begin{theorem}[Bound on $r$ \#3]
 \label{thm:rmax_with_eps1}
-	Let $v$ be a fixed Chern character, with $\frac{a_F}{n}=\beta:=\beta(v)$
+	Let $v$ be a fixed Chern character, with $\frac{a_v}{n}=\beta:=\beta(v)$
 	rational and expressed in lowest terms.
 	Then the ranks $r$ of the pseudo-semistabilizers $u$ for $v$ with
 	$\chern_1^\beta(u) = q = \frac{b_q}{n}$