removed whitespace

inputs/a_2_additional_stuff.tex

@@ -15,18 +15,17 @@ boundedness we used in the lecture.
         \item \vocab{dominated by $f \in L^p$} for $p \ge 1$ iff
             \[
             \forall X \in \cX .~ |X| \le f,
-            \] 
+            \]
         \item \vocab{bounded in $L^p$} for $p \ge 1$ iff
             \[
             \sup_{X \in \cX} \|X\|_{L^p} < \infty,
-            \] 
+            \]
         \item \vocab{uniformly integrable} iff
             \[
             \forall \epsilon > 0 .~\exists K .~ \forall X \in \cX.~
             \bE[|X| \One_{|X| > K}] < \epsilon.
-            \] 
+            \]
     \end{itemize}
-    
 \end{definition}
 
 \begin{fact}+