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author committer David A. Madore 2018-02-07 12:27:59 (GMT) David A. Madore 2018-02-07 12:27:59 (GMT) 7e7fc90417d8b0667be5be46bc34521822a38376 (patch) 43fda4570a36ff9058ee81b3692ccaa4d49d8b1a 025dddddc599fdd7ab72bcb2ab2dabbe401caf86 (diff) accq205-7e7fc90417d8b0667be5be46bc34521822a38376.zipaccq205-7e7fc90417d8b0667be5be46bc34521822a38376.tar.gzaccq205-7e7fc90417d8b0667be5be46bc34521822a38376.tar.bz2
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-rw-r--r--notes-accq205-v2.tex2
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 diff --git a/notes-accq205-v2.tex b/notes-accq205-v2.texindex b7b138c..aafebd2 100644--- a/notes-accq205-v2.tex+++ b/notes-accq205-v2.tex@@ -604,7 +604,7 @@ noethérien. \subsection{Localisation}\label{subsection-localization} \thingy\label{multiplicative-set} On dit qu'une partie $S$ d'un anneau-$A$ est \defin[multiplciative (partie)]{multiplicative} lorsque $1\in+$A$est \defin[multiplicative (partie)]{multiplicative} lorsque$1\in S$et qu'on a$ss'\in S$dès que$s,s'\in S\$. On notera les deux exemples suivants de parties multiplicatives :