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raynor14
  • Member for 9 years, 9 months
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How to compute class number of a torus
I am confused. Then don't you need a ses of etale sheaves on $Spec(\mathbb{Z})$ ? The exact sequence we have is only an exact sequence on $Spec(\mathbb{Q})$.
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How to compute class number of a torus
are you using etale cohomology or Galois cohomology here ?
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How to compute class number of a torus
Thank you for your answer. Could you please elaborate a bit more about the exact sequence relates the class numbers and the unit groups ?
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How to compute class number of a torus
Thank you for your answer ! I will look into these papers. It seems they are very relevant.
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How to compute class number of a torus
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How to compute class number of a torus
@Kimball Yes that's what i mean. Thank you.
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integral basis for the Lie algebra of the Neron model of an abelian variety
Thank you very much for your answer. Does that mean, there is no integral basis for $Lie(A)$ in the general case then ?
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