Created
January 30, 2019 18:41
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Sρ→Tρ : ∀ {Γ Δ} | |
→ let Γ' = cctx Γ in let Δ' = cctx Δ in | |
(∀ {A} → Γ S.∋ A → Δ S.∋ A) | |
→ T.Renaming Γ' Δ' | |
Sρ→Tρ {Γ} {Δ} ρ {A'} x with cctx Γ | inspect cctx Γ | cctx Δ | inspect cctx Δ | ct⁻¹ A' | inspect ct⁻¹ A' | |
Sρ→Tρ {Γ} {Δ} ρ {A'} x' | Γ' | [ Γ≡Γ' ] | Δ' | [ Δ≡Δ' ] | A | [ A'≡A ] with T∋→S∋ x' | |
... | x rewrite sym Γ≡Γ' | from∘to Context-iso Γ | xyz = {!S∋→T∋ (ρ x)!} -- | ct≡ {Conversion.TypeIso.from' A'} | to∘from Type-iso A' | |
where | |
xyz : ct (Conversion.TypeIso.from' A') ≡ A' | |
xyz = to∘from Type-iso A' | |
-- Not in scope: | |
-- xyz at <...>/Bisimulation.lagda:105,52-55 | |
-- when scope checking xyz |
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