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1 parent 5ad865d commit ab0f3e4c327ef6ebe05e3c17eef7c46560d85f81 @aisejohan aisejohan committed Feb 17, 2017
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  1. +1 −1 cotangent.tex
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@@ -155,7 +155,7 @@ \section{The cotangent complex of a ring map}
\begin{lemma}
\label{lemma-colimit-cotangent-complex}
Let $A_i \to B_i$ be a system of ring maps over a directed index
-set $I$. Then $\colim L_{A_i/B_i} = L_{\colim A_i/\colim B_i}$.
+set $I$. Then $\colim L_{B_i/A_i} = L_{\colim B_i/\colim A_i}$.
\end{lemma}
\begin{proof}

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