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| record Applicative (F : Type 𝑢 -> Type 𝑢) : Type (usuc 𝑢) where | ||
| record Applicative (F : Type 𝑢 -> Type 𝑢) {{ _ : Functor F }} : Type (usuc 𝑢) where | ||
| field |
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So you're enforcing that F is a functor by demanding we have an (implicit) proof of that fact lying around somewhere? Nice.
| ; return-flatmap = {! !} | ||
| ; flatmap-return = {! !} | ||
| ; flatmap-compose = {! !} | ||
| } |
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And here will be some proofs (instances). Cool. So we have a bit of work left to do. 👍🏼
| @@ -1,15 +1,14 @@ | |||
| {-# OPTIONS --without-K --exact-split --safe --no-unicode #-} | |||
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Interesting that you use --no-unicode. Just curious, why do you not like unicode?
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Otherwise, those pragmas are exactly the ones I use in my agda-algebras library. 👍🏼
By the way, I think they're maybe phasing out --without-K in favor of --cubical-compatible. (I much prefer the old name as it seems to give a more precise description of what going on.)
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