Lemma 71.10.2. Let S be a scheme. Let X be an algebraic space over S. For U affine and étale over X the set \mathcal{S}_ X(U) is the set of nonzerodivisors in \mathcal{O}_ X(U).
Proof. Follows from Lemma 71.7.5. \square
Lemma 71.10.2. Let S be a scheme. Let X be an algebraic space over S. For U affine and étale over X the set \mathcal{S}_ X(U) is the set of nonzerodivisors in \mathcal{O}_ X(U).
Proof. Follows from Lemma 71.7.5. \square
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