diff --git a/sec/part2/divergences.tex b/sec/part2/divergences.tex
index a023e13..d1d5e97 100644
--- a/sec/part2/divergences.tex
+++ b/sec/part2/divergences.tex
@@ -21,7 +21,7 @@ The issue can be roughly traced back to the vanishing volume of a subspace and t
 
 As an introduction to the problem we first deal with singularities of the open string sector.
 We try to build a consistent scalar \qed and show that the vertex with four scalar fields is ill defined.
-Divergences in scalar QED are due to the behaviour of the eigenfunctions of the scalar d'Alembertian near the singularity but in a somehow unexpected way.
+Divergences in scalar \qed are due to the behaviour of the eigenfunctions of the scalar d'Alembertian near the singularity but in a somehow unexpected way.
 Near the singularity $u = 0$ in lightcone coordinates almost all eigenfunctions behave as $\frac{1}{\sqrt{\abs{u}}} e^{i \frac{\cA}{u}}$ with $\cA \neq 0$.
 The product of $N$ eigenfunctions gives a singularity $\abs{u}^{-N/2}$ which is technically not integrable.
 However the exponential term $e^{i \frac{\cA}{u}}$ allows for an interpretation as distribution when $\cA = 0$ is not an isolated point.
diff --git a/thesis.pdf b/thesis.pdf
index f8d49b0..b41865f 100644
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