diff --git a/contents/coarse.tex b/contents/coarse.tex
index 833be11681fef8d9a61ce4cafa00125ae5df0128..588860c3f52115e9c6cf9cf357220446f54de553 100644
--- a/contents/coarse.tex
+++ b/contents/coarse.tex
@@ -1145,7 +1145,7 @@ This is then referred to as the \emph{coarse} Baum--Connes assembly map by \text
For $X= G$ we are in the setting of \cref{thm:equiv_roe_alg_group_cstar}, where the \K-theory of the Roe algebra can be identified with the \K-theory of the reduced group \Cstar-algebra.
The Baum--Connes assembly map than has the form
\[
- \mu \colon \KX_*^G(G) \To{} \K_* \enbrace*{\Cstar_\mu(G)}
+ \mu \colon \KX_*^G(G) \To{} \K_* \enbrace*{\Cstar_\rho(G)}
\]
and we say, that $G$ satisfies the Baum--Connes conjecture, if this map is an isomorphism.