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If K is a number field then K is discrete in the adeles of K #257
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matthewjasper
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* Prove zero_discrete for all number fields before generalizing from zero. * Move the proofs below prerequisite theorems * Prove NumberField.AdeleRing.zero_discrete
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* Prove zero_discrete for all number fields before generalizing from zero. * Move the proofs below prerequisite theorems * Prove NumberField.AdeleRing.zero_discrete
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* Prove zero_discrete for all number fields before generalizing from zero. * Move the proofs below prerequisite theorems * Prove NumberField.AdeleRing.zero_discrete
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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.
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