Ian Jauslin
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authorIan Jauslin <ian.jauslin@roma1.infn.it>2016-01-13 16:35:02 +0000
committerIan Jauslin <ian.jauslin@roma1.infn.it>2016-01-13 16:35:02 +0000
commite1dd96f1860a38bae2355b550a88a5e71c60054a (patch)
tree3ef0a351f81544016f72eb6a461711f13a19768e
parent2171672c2e5dab9b4e512a8120f917f2a5fdb473 (diff)
Correct typoHEADv1.0.1master
-rw-r--r--Jauslin_Copenhagen_2016.tex2
1 files changed, 1 insertions, 1 deletions
diff --git a/Jauslin_Copenhagen_2016.tex b/Jauslin_Copenhagen_2016.tex
index d44e609..24b8eab 100644
--- a/Jauslin_Copenhagen_2016.tex
+++ b/Jauslin_Copenhagen_2016.tex
@@ -236,7 +236,7 @@ with $A_{i,j}=d_{(i,j)}s_{i,j}+(-1)^{i+j}\ell_i\ell_j$ for $i<j$.
\begin{itemize}
\item Monomer correlations at close packing:
$$
-M_n(i_1,\cdots,i_{2n})=\frac1{\Xi(\mathbf0,\mathbf d)}\left.\frac{\partial^{2n}\Xi(\bm\ell,\mathbf d)}{\partial\ell_1\cdots\partial\ell_{2n}}\right|_{\bm\ell=\mathbf0}.
+M_n(i_1,\cdots,i_{2n})=\frac1{\Xi(\mathbf0,\mathbf d)}\left.\frac{\partial^{2n}\Xi(\bm\ell,\mathbf d)}{\partial\ell_{i_1}\cdots\partial\ell_{i_{2n}}}\right|_{\bm\ell=\mathbf0}.
$$
\item Fermionic Wick rule:
$$