Lemma 31.4.4. Let $X$ be a locally Noetherian scheme of dimension $\leq 1$. The following are equivalent
$X$ is Cohen-Macaulay, and
$X$ has no embedded points.
Proof. Follows from Lemma 31.4.3 and the definitions. $\square$
Lemma 31.4.4. Let $X$ be a locally Noetherian scheme of dimension $\leq 1$. The following are equivalent
$X$ is Cohen-Macaulay, and
$X$ has no embedded points.
Proof. Follows from Lemma 31.4.3 and the definitions. $\square$
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