Definition 31.26.7. Let X be a locally Noetherian integral scheme. The Weil divisor class group of X is the quotient of the group of Weil divisors by the subgroup of principal Weil divisors. Notation: \text{Cl}(X).
Definition 31.26.7. Let X be a locally Noetherian integral scheme. The Weil divisor class group of X is the quotient of the group of Weil divisors by the subgroup of principal Weil divisors. Notation: \text{Cl}(X).
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