Goal
Construct the global Berkovich space associated to a strict affinoid algebra and prove:
- global sections recover the algebra;
- points identify homeomorphically with the relative Berkovich spectrum;
- algebra homomorphisms induce contravariant analytic maps;
- goodness, strictness, compactness/paracompactness, and Hausdorffness.
Dependencies
This should build on the global core (#21), analytic affinoid domains (#23), and Tate acyclicity (#20).
This issue is available to claim. Comment before starting so it can be relabeled claimed.
Goal
Construct the global Berkovich space associated to a strict affinoid algebra and prove:
Dependencies
This should build on the global core (#21), analytic affinoid domains (#23), and Tate acyclicity (#20).
This issue is available to claim. Comment before starting so it can be relabeled
claimed.