71 Divisors on Algebraic Spaces
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Section 71.1: Introduction
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Section 71.2: Associated and weakly associated points
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Section 71.3: Morphisms and weakly associated points
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Section 71.4: Relative weak assassin
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Section 71.5: Fitting ideals
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Section 71.6: Effective Cartier divisors
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Section 71.7: Effective Cartier divisors and invertible sheaves
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Section 71.8: Effective Cartier divisors on Noetherian spaces
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Section 71.9: Relative effective Cartier divisors
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Section 71.10: Meromorphic functions and sections
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Section 71.11: Relative Proj
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Section 71.12: Functoriality of relative proj
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Section 71.13: Invertible sheaves and morphisms into relative Proj
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Section 71.14: Relatively ample sheaves
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Section 71.15: Relative ampleness and cohomology
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Section 71.16: Closed subspaces of relative proj
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Section 71.17: Blowing up
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Section 71.18: Strict transform
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Section 71.19: Admissible blowups