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If K is a number field then K is discrete in the adeles of K #257

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kbuzzard opened this issue Dec 1, 2024 · 1 comment · Fixed by #362
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If K is a number field then K is discrete in the adeles of K #257

kbuzzard opened this issue Dec 1, 2024 · 1 comment · Fixed by #362
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@kbuzzard
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kbuzzard commented Dec 1, 2024

Assuming discreteness for K=Q (an earlier result), and the fact that A_K is K-isomorphic to K tensor A_Q (another earlier result), we can deduce discreteness for all K. Slightly more details are in the blueprint.

@github-project-automation github-project-automation bot moved this to Unclaimed in FLT Project Dec 1, 2024
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@kbuzzard kbuzzard moved this from Unclaimed to Claimed in FLT Project Feb 27, 2025
matthewjasper added a commit to matthewjasper/FLT that referenced this issue Feb 27, 2025
* Prove zero_discrete for all number fields before generalizing from
  zero.
* Move the proofs below prerequisite theorems
* Prove NumberField.AdeleRing.zero_discrete
matthewjasper added a commit to matthewjasper/FLT that referenced this issue Feb 27, 2025
* Prove zero_discrete for all number fields before generalizing from
  zero.
* Move the proofs below prerequisite theorems
* Prove NumberField.AdeleRing.zero_discrete
matthewjasper added a commit to matthewjasper/FLT that referenced this issue Feb 27, 2025
* Prove zero_discrete for all number fields before generalizing from
  zero.
* Move the proofs below prerequisite theorems
* Prove NumberField.AdeleRing.zero_discrete
kbuzzard pushed a commit that referenced this issue Mar 1, 2025
* Prove zero_discrete for all number fields before generalizing from
  zero.
* Move the proofs below prerequisite theorems
* Prove NumberField.AdeleRing.zero_discrete
@github-project-automation github-project-automation bot moved this from Claimed to Completed in FLT Project Mar 1, 2025
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