Lemma 10.104.5. Suppose $R$ is a Cohen-Macaulay local ring. For any prime $\mathfrak p \subset R$ the ring $R_{\mathfrak p}$ is Cohen-Macaulay as well.
Proof. Special case of Lemma 10.103.11. $\square$
Lemma 10.104.5. Suppose $R$ is a Cohen-Macaulay local ring. For any prime $\mathfrak p \subset R$ the ring $R_{\mathfrak p}$ is Cohen-Macaulay as well.
Proof. Special case of Lemma 10.103.11. $\square$
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