Morphism Of (Locally) Ringed Spaces
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Morphism Of (Locally) Ringed Spaces
Let \( \displaystyle f : X \longrightarrow Y \) be a continuous mapping between topological spaces. Show that \( \displaystyle f \) induces naturally a morphism \( \displaystyle \left( f , f^{\#} \right) \) of ringed spaces, and prove that it is, in fact, a morphism of locally ringed spaces.
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