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Expand file tree Collapse file tree Original file line number Diff line number Diff line change @@ -215,7 +215,9 @@ theorem not_infinite {s : Set α} : ¬s.Infinite ↔ s.Finite :=
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216216alias ⟨_, Finite.not_infinite⟩ := not_infinite
217217
218- lemma Infinite.not_finite {s : Set α} (hs : s.Infinite) : ¬ s.Finite := hs
218+ @[simp] lemma Infinite.not_finite {s : Set α} (hs : s.Infinite) : ¬ s.Finite := hs
219+
220+ attribute [simp] Finite.not_infinite
219221
220222/-- See also `finite_or_infinite`, `fintypeOrInfinite`. -/
221223protected theorem finite_or_infinite (s : Set α) : s.Finite ∨ s.Infinite :=
Original file line number Diff line number Diff line change @@ -339,7 +339,9 @@ theorem not_uncountable_iff_countable {s : Set α} : ¬s.Uncountable ↔ s.Count
339339
340340alias ⟨_, Countable.not_uncountable⟩ := not_uncountable_iff_countable
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342- lemma Uncountable.not_countable {s : Set α} (hs : s.Uncountable) : ¬ s.Countable := hs
342+ @[simp] lemma Uncountable.not_countable {s : Set α} (hs : s.Uncountable) : ¬ s.Countable := hs
343+
344+ attribute [simp] Countable.not_uncountable
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344346theorem uncountable_coe_iff {s : Set α} : Uncountable s ↔ s.Uncountable :=
345347 not_countable_iff.symm.trans countable_coe_iff.not
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