Skip to main content
kesa's user avatar
kesa's user avatar
kesa's user avatar
kesa
  • Member for 9 years, 6 months
  • Last seen more than 1 year ago
awarded
revised
Loading…
Loading…
awarded
comment
Do discrete valuation rings correspond to local rings of points in fibre?
I still don't think, that the resulting DVR is then in $k(C)$ or am I mistaken? Sorry but I'm not very familiar with x-adic DVRs so I need some time to understand your example anyway.
awarded
Loading…
awarded
comment
Do discrete valuation rings correspond to local rings of points in fibre?
Well, I had forgotten to mention this explicitly. But still thanks for your answer. It is still interesting, that (at least) the assumptions I made are necessary.
revised
Loading…
comment
Do discrete valuation rings correspond to local rings of points in fibre?
First of all I want to thank you for the answer. I'm not sure if I understood your example but maybe I haven't made clear, that I want the DVR containing $\mathcal{O}_{C',Q}$ be itself contained in $k(C)$. Is this satisfied in your example? (I'm not sure but I think it is not)
awarded
revised
Loading…
Loading…