Definition 71.10.9. Let S be a scheme. Let X be an algebraic space over S. Let \mathcal{L} be an invertible \mathcal{O}_ X-module. A meromorphic section s of \mathcal{L} is said to be regular if the induced map \mathcal{K}_ X \to \mathcal{K}_ X(\mathcal{L}) is injective.
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