Definition 67.22.2. Let S be a scheme. Let \mathcal{P} be a property of morphisms of schemes which is étale local on the source-and-target. We say a morphism f : X \to Y of algebraic spaces over S has property \mathcal{P} if the equivalent conditions of Lemma 67.22.1 hold.
Comments (2)
Comment #464 by Kestutis Cesnavicius on
Comment #482 by Johan on