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iblech authored and aisejohan committed May 17, 2017
1 parent ae81e9b commit db6f6a956c39679a0021745c594bd8168db0a110
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@@ -10176,7 +10176,7 @@ \section{Integral and finite morphisms}
Recall that a ring map $R \to A$ is said to be {\it integral}
if every element of $A$ satisfies a monic equation with
coefficients in $R$. Recall that a ring map $R \to A$ is
said to be finite if $A$ is {\it finite} as an $R$-module.
said to be {\it finite} if $A$ is finite as an $R$-module.
See Algebra, Definition \ref{algebra-definition-integral-ring-map}.
\begin{definition}

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