About: Relative effective Cartier divisor

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Family of effective Cartier divisors; a closed subscheme D of a scheme X over a commutative ring R that is flat over R and such that the ideal sheaf of D is locally free of rank one (i.e., invertible sheaf)

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  • family of effective Cartier divisors; a closed subscheme D of a scheme X over a commutative ring R that is flat over R and such that the ideal sheaf of D is locally free of rank one (i.e., invertible sheaf) (en)
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  • Relative effective Cartier divisor (en)
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