Definition 31.14.6. Let (X, \mathcal{O}_ X) be a locally ringed space. Let \mathcal{L} be an invertible sheaf on X. A global section s \in \Gamma (X, \mathcal{L}) is called a regular section if the map \mathcal{O}_ X \to \mathcal{L}, f \mapsto fs is injective.
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