41 Étale Morphisms of Schemes
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Section 41.1: Introduction
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Section 41.2: Conventions
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Section 41.3: Unramified morphisms
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Section 41.4: Three other characterizations of unramified morphisms
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Section 41.5: The functorial characterization of unramified morphisms
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Section 41.6: Topological properties of unramified morphisms
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Section 41.7: Universally injective, unramified morphisms
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Section 41.8: Examples of unramified morphisms
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Section 41.9: Flat morphisms
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Section 41.10: Topological properties of flat morphisms
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Section 41.11: Étale morphisms
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Section 41.12: The structure theorem
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Section 41.13: Étale and smooth morphisms
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Section 41.14: Topological properties of étale morphisms
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Section 41.15: Topological invariance of the étale topology
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Section 41.16: The functorial characterization
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Section 41.17: Étale local structure of unramified morphisms
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Section 41.18: Étale local structure of étale morphisms
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Section 41.19: Permanence properties
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Section 41.20: Descending étale morphisms
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Section 41.21: Normal crossings divisors