given a morphism U \to V of \mathcal{C} the restriction functor \textit{Mod}(\mathcal{O}_ V) \to \textit{Mod}(\mathcal{O}_ U) sends \mathcal{A}_ V into \mathcal{A}_ U,
given a morphism U \to V of \mathcal{C} the restriction functor \textit{Mod}(\mathcal{O}_ V) \to \textit{Mod}(\mathcal{O}_ U) sends \mathcal{A}_ V into \mathcal{A}_ U,
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