Definition 38.34.2. Let T be a scheme. A h covering of T is a family of morphisms \{ f_ i : T_ i \to T\} _{i \in I} such that each f_ i is locally of finite presentation and one of the equivalent conditions of Lemma 38.34.1 is satisfied.
Definition 38.34.2. Let T be a scheme. A h covering of T is a family of morphisms \{ f_ i : T_ i \to T\} _{i \in I} such that each f_ i is locally of finite presentation and one of the equivalent conditions of Lemma 38.34.1 is satisfied.
Comments (0)