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MNHjDuYO+ZG2cW*-vj6}9 diff --git a/commutative-algebra-notes.tex b/commutative-algebra-notes.tex index 3b5e162..cf3d1ae 100644 --- a/commutative-algebra-notes.tex +++ b/commutative-algebra-notes.tex @@ -179,12 +179,21 @@ \end{defn} \subsection{Lemmas, propositions and corollaries} -\begin{thm}{AM.1.X}{Zorn's lemma} \label{zorn} - TODO -\end{thm} + +Let $\Sigma$ be a partially orddered set. Given subset $S \subset \Sigma$, an \emph{upper bound} of $S$ is an element $u \in \Sigma$ such that $s