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Linda
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Why do I get a morphism $f_P: Spec \mathcal{O}_K \to \mathcal{X}$ for every point $P\in X(K)$? How does this morphism look like?
I deleted the tag "arakelov-theory".
revised
Why do I get a morphism $f_P: Spec \mathcal{O}_K \to \mathcal{X}$ for every point $P\in X(K)$? How does this morphism look like?
edited tags
comment
Why do I get a morphism $f_P: Spec \mathcal{O}_K \to \mathcal{X}$ for every point $P\in X(K)$? How does this morphism look like?
Wow, thanks. This is probably everything I needed. Though I can't find where in the lecture notes that I am reading it is required that $\mathcal{X}$ should be proper over $\mathcal{O}_K$, but maybe I just missed that.
asked
Why do I get a morphism $f_P: Spec \mathcal{O}_K \to \mathcal{X}$ for every point $P\in X(K)$? How does this morphism look like?