Cosmetics
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@ -65,17 +65,17 @@ record RawCategory (ℓa ℓb : Level) : Set (lsuc (ℓa ⊔ ℓb)) where
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Monomorphism : {X : Object} → (f : Arrow A B) → Set ℓb
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Monomorphism {X} f = ( g₀ g₁ : Arrow X A ) → f ∘ g₀ ≡ f ∘ g₁ → g₀ ≡ g₁
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IsInitial : Object → Set (ℓa ⊔ ℓb)
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IsInitial I = {X : Object} → isContr (Arrow I X)
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IsInitial : Object → Set (ℓa ⊔ ℓb)
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IsInitial I = {X : Object} → isContr (Arrow I X)
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IsTerminal : Object → Set (ℓa ⊔ ℓb)
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IsTerminal T = {X : Object} → isContr (Arrow X T)
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Initial : Set (ℓa ⊔ ℓb)
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Initial = Σ (Object) IsInitial
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Initial : Set (ℓa ⊔ ℓb)
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Initial = Σ Object IsInitial
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Terminal : Set (ℓa ⊔ ℓb)
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Terminal = Σ (Object) IsTerminal
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Terminal = Σ Object IsTerminal
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-- Univalence is indexed by a raw category as well as an identity proof.
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module Univalence {ℓa ℓb : Level} (ℂ : RawCategory ℓa ℓb) where
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