Prove propositionality for naturality
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@ -58,7 +58,8 @@ module NaturalTransformation {ℓc ℓc' ℓd ℓd' : Level}
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NaturalTransformation = Σ Transformation Natural
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-- Think I need propPi and that arrows are sets
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postulate propIsNatural : (θ : _) → isProp (Natural θ)
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propIsNatural : (θ : _) → isProp (Natural θ)
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propIsNatural θ x y i {A} {B} f = 𝔻.arrowsAreSets _ _ (x f) (y f) i
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NaturalTransformation≡ : {α β : NaturalTransformation}
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→ (eq₁ : α .proj₁ ≡ β .proj₁)
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