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import Huber_ring.basic | |
local attribute [instance] discrete_top_ring | |
/-- Chambert-Loir's lemma: a discrete ring is Huber. -/ | |
lemma discrete_Huber_ring {A : Type*} [comm_ring A] [topological_space A] [discrete_topology A] : | |
Huber_ring A := | |
⟨⟨A, by assumption, by assumption, by apply_instance, | |
⟨{ emb := open_embedding_id, | |
J := ⊥, | |
fin := submodule.fg_bot, | |
top := is_bot_adic_iff.mpr ‹_›, | |
.. algebra.id A }⟩⟩⟩ | |