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Break a long line in more-algebra

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aisejohan committed Dec 16, 2018
1 parent 344494f commit 401dc3844a2066ce826030e06856ed7df52fea3b
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  1. +2 −1 more-algebra.tex
@@ -22020,7 +22020,8 @@ \section{The Beauville-Laszlo theorem}
Even in this setting Theorem \ref{theorem-BL-glueing}
says something new: the
results of \cite{Beauville-Laszlo} only apply to modules on which
$f$ is a nonzerodivisor (and hence glueable in our sense, see Lemma \ref{lemma-same-f-torsion-module}).
$f$ is a nonzerodivisor (and hence glueable in our sense, see
Lemma \ref{lemma-same-f-torsion-module}).
Lemma \ref{lemma-BL-properties} also provides a slight extension
of the results of \cite{Beauville-Laszlo}: not only can we allow $M$
to have nonzero $f$-power torsion, we do not even require it to be glueable.

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