Make private
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@ -377,8 +377,9 @@ module Kleisli {ℓa ℓb : Level} (ℂ : Category ℓa ℓb) where
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IsMonad.isDistributive (propIsMonad raw x y i)
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= propIsDistributive raw (isDistributive x) (isDistributive y) i
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module _ {m n : Monad} (eq : Monad.raw m ≡ Monad.raw n) where
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eqIsMonad : (λ i → IsMonad (eq i)) [ Monad.isMonad m ≡ Monad.isMonad n ]
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eqIsMonad = lemPropF propIsMonad eq
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private
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eqIsMonad : (λ i → IsMonad (eq i)) [ Monad.isMonad m ≡ Monad.isMonad n ]
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eqIsMonad = lemPropF propIsMonad eq
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Monad≡ : m ≡ n
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Monad.raw (Monad≡ i) = eq i
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