Definition 30.26.2. Let f : X \to S be a morphism of schemes which is locally of finite type. Let Z \subset X be a closed subset. We say Z is proper over S if the equivalent conditions of Lemma 30.26.1 are satisfied.
Definition 30.26.2. Let f : X \to S be a morphism of schemes which is locally of finite type. Let Z \subset X be a closed subset. We say Z is proper over S if the equivalent conditions of Lemma 30.26.1 are satisfied.
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