Lemma 67.39.11. Let S be a scheme. Let X, Y be algebraic spaces étale over an algebraic space Z. Any morphism X \to Y over Z is étale.
Proof. This is a copy of Properties of Spaces, Lemma 66.16.6. \square
Lemma 67.39.11. Let S be a scheme. Let X, Y be algebraic spaces étale over an algebraic space Z. Any morphism X \to Y over Z is étale.
Proof. This is a copy of Properties of Spaces, Lemma 66.16.6. \square
Comments (0)