32 Limits of Schemes
-
Section 32.1: Introduction
-
Section 32.2: Directed limits of schemes with affine transition maps
-
Section 32.3: Infinite products
-
Section 32.4: Descending properties
-
Section 32.5: Absolute Noetherian Approximation
-
Section 32.6: Limits and morphisms of finite presentation
-
Section 32.7: Relative approximation
-
Section 32.8: Descending properties of morphisms
-
Section 32.9: Finite type closed in finite presentation
-
Section 32.10: Descending relative objects
-
Section 32.11: Characterizing affine schemes
-
Section 32.12: Variants of Chow's Lemma
-
Section 32.13: Applications of Chow's lemma
-
Section 32.14: Universally closed morphisms
-
Section 32.15: Noetherian valuative criterion
-
Section 32.16: Refined Noetherian valuative criteria
-
Section 32.17: Valuative criteria over a Nagata base
-
Section 32.18: Limits and dimensions of fibres
-
Section 32.19: Base change in top degree
-
Section 32.20: Glueing in closed fibres
-
Section 32.21: Application to modifications
-
Section 32.22: Descending finite type schemes