minor improvements

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......@@ -326,7 +326,7 @@ From a computational point of view, one could say, that we now plug the Chern cl
References: \cite[Ex.~III.11.11]{lawson_spin}
The next player, that we need too, is the \Index{Chern character}:
The next player, that we need to state the index theorem, is the \Index{Chern character}:
Let $E$ be a complex vector bundle of dimension $n$ over $X$.
We may write the total rational Chern class formally as\marginnote{$\deg x_i=2$}
......@@ -5,7 +5,7 @@
\includeonly{% comment out as needed
% contents/diffop,
% contents/K-homology,
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