refactor: Lint
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2 changed files with 3 additions and 5 deletions
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@ -102,7 +102,7 @@ lemma contrMap_swap : q.contrMap = q.swap.contrMap ≫ S.F.map q.contrSwapHom :=
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(_ : b = (S.FDiscrete.map (Discrete.eqToHom (by rw [haa']))).hom b')
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(_ : c = (S.FDiscrete.map (Discrete.eqToHom (by rw [haa']))).hom c'),
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(S.contr.app a).hom (b ⊗ₜ[S.k] c) = (S.contr.app a').hom (b' ⊗ₜ[S.k] c') := by
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intro a a' b c b' c' haa' hbc hcc
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intro a a' b c b' c' haa' hbc hcc
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subst haa'
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simp_all
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refine h1' ?_ ?_ ?_
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@ -111,11 +111,11 @@ lemma contrMap_swap : q.contrMap = q.swap.contrMap ≫ S.F.map q.contrSwapHom :=
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· refine h1n' ?_ ?_ ?_
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rfl
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· change _ = ((S.FDiscrete.map (Discrete.eqToHom _)) ≫ S.FDiscrete.map (Discrete.eqToHom _)).hom
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( (x (q.swap.i.succAbove q.swap.j)))
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(x (q.swap.i.succAbove q.swap.j))
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rw [← S.FDiscrete.map_comp]
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simp only [Nat.succ_eq_add_one, mk_hom, Discrete.functor_obj_eq_as, Function.comp_apply,
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eqToHom_trans]
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have h1nn' {a b d: Fin n.succ.succ} (hbd : b = d) (h : c d = S.τ (S.τ (c a))):
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have h1nn' {a b d: Fin n.succ.succ} (hbd : b = d) (h : c d = S.τ (S.τ (c a))) :
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(S.FDiscrete.map (Discrete.eqToHom (h))).hom (x d) =
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(S.FDiscrete.map (eqToHom (by
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subst hbd
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