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Small changes required by the new monad polymorphsm #30

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Small changes required by the new monad polymorphsm #30

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4 changes: 2 additions & 2 deletions Class/Convertible/Core.agda
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Original file line number Diff line number Diff line change
Expand Up @@ -21,12 +21,12 @@ Convertible₁ T U = ∀ {A B} → ⦃ Convertible A B ⦄ → Convertible (T A)
Convertible₂ : (Set → Set → Set) → (Set → Set → Set) → Set₁
Convertible₂ T U = ∀ {A B} → ⦃ Convertible A B ⦄ → Convertible₁ (T A) (U B)

Functor⇒Convertible : ∀ {F : Type↑} → ⦃ Functor F ⦄ → Convertible₁ F F
Functor⇒Convertible : ∀ {F : Type↑ id} → ⦃ Functor F ⦄ → Convertible₁ F F
Functor⇒Convertible = λ where
.to → fmap to
.from → fmap from

Bifunctor⇒Convertible : ∀ {F} → ⦃ Bifunctor F ⦄ → Convertible₂ F F
Bifunctor⇒Convertible : ∀ {F : Type↑² (_⊔ˡ_)} → ⦃ Bifunctor F ⦄ → Convertible₂ F F
Bifunctor⇒Convertible = λ where
.to → bimap to to
.from → bimap from from
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2 changes: 1 addition & 1 deletion Tactic/Derive/Convertible.agda
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Expand Up @@ -24,7 +24,7 @@ open import Class.HasHsType
open import Tactic.Derive.HsType

private
instance _ = Functor-M {TC}
instance _ = Functor-M {_} {TC}

open MonadReader ⦃...⦄

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