
diff -r 259bef1b5dad -r 99e577999b53 text/deligne.tex
--- a/text/deligne.tex	Sun Oct 23 16:04:10 2011 -0600
+++ b/text/deligne.tex	Sun Oct 23 16:20:25 2011 -0600
@@ -171,9 +171,10 @@
 \medskip
 
 Let $\ol{f} \in SC^n_{\ol{M}\ol{N}}$.
+As usual, fix a system of field $\cF$ and let $\bc_*$ denote the blob complex construction based on $\cF$.
 Let $\hom(\bc_*(M_i), \bc_*(N_i))$ denote the morphisms from $\bc_*(M_i)$ to $\bc_*(N_i)$,
-as modules of the $A_\infty$ 1-category $\bc_*(E_i)$.
-We define a map
+as modules of the $A_\infty$ 1-category $\bc_*(E_i)$ (see \S\ref{ss:module-morphisms}).
+We will define a map
 \[
 	p(\ol{f}): \hom(\bc_*(M_1), \bc_*(N_1))\ot\cdots\ot\hom(\bc_*(M_k), \bc_*(N_k))
 				\to \hom(\bc_*(M_0), \bc_*(N_0)) .




