OAI/AlgebraicGeometry/RelativeTriviality/ResidueIsomorphism.lean

GitHub source file

14 declarations, 0 contain sorry, 0 declared as axioms

1. lemma OAI.CampanaPeternellSix.RelativeCech.isIso_of_moduleSpecΓ_map line 14
2. lemma OAI.CampanaPeternellSix.RelativeCech.isIso_restrict_fromSpec_of_bijective line 29
3. lemma OAI.CampanaPeternellSix.RelativeCech.bijective_app_of_isIso_restrict line 39
4. lemma OAI.CampanaPeternellSix.RelativeCech.bijective_on_subopens_of_bijective_affine line 47
5. lemma OAI.CampanaPeternellSix.RelativeCech.bijective_of_residue_bijective line 65
6. lemma OAI.CampanaPeternellSix.RelativeCech.exists_notMem_bijective_of_residue line 93
7. lemma OAI.CampanaPeternellSix.RelativeCech.localized_bijective_transfer line 127
8. lemma OAI.CampanaPeternellSix.RelativeCech.affine_exists_basicOpen_bijective line 155
9. lemma OAI.bijective_baseChange_of_isIso line 189
10. lemma OAI.CampanaPeternellSix.RelativeCech.globalPullbackIso_naturality line 216
11. lemma OAI.CampanaPeternellSix.RelativeCech.isIso_extendScalars_map_of_isIso_pullback line 237
12. lemma OAI.CampanaPeternellSix.RelativeCech.affine_baseChange_bijective_of_isIso_pullback line 248
13. lemma OAI.CampanaPeternellSix.RelativeCech.affine_residue_bijective_of_isIso_pullback line 257
14. lemma OAI.CampanaPeternellSix.RelativeCech.residue_bijective_of_field_bijective line 271