2024/07/04

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2024-07-04 00:34:24 +0200Deide(d0130db69a@user/deide) (Killed (NickServ (GHOST command used by Deide_!~Deide@2a02:8012:9a16:0:4c08:821b:77ed:ba2f)))
2024-07-04 00:34:28 +0200Deide_Deide
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2024-07-04 00:38:34 +0200 <jle`> it's not a valid kind but it's not a super useful one
2024-07-04 00:38:57 +0200 <jle`> compared to kinds that are purely ADT's and Nat/Symbol
2024-07-04 00:39:12 +0200 <jle`> oh they left
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2024-07-04 02:46:30 +0200 <Pozyomka> Since Haskell has a type class for representable functors... Is there a way to talk about representable natural transformations as well? (A natural transformation “p : F -> G” between Set-valued functors is representable if, given another natural transformation “q : H -> G” whose source H is representable, the pullback “F x_G H” is again representable. Shouldn't work too differently if
2024-07-04 02:46:31 +0200 <Pozyomka> we replace Set with Hask, right?)
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2024-07-04 05:56:19 +0200 <lain`> i'm writing a turn-based game where i'm modeling status effects like `GameState -> GameState`, but I'm realizing that some of these effects may need to add custom state into the GameState that they can access. And I would like to keep it modular, e.g. no writing out every possible thing into a sum type somewhere. Is there really no way to do this other than using dynamic types?
2024-07-04 06:01:26 +0200 <byorgey> I can't think of any other way to do it. I like the way xmonad handles this, by keeping an internal map of custom state values keyed by (a runtime representation of) their type. Other than that module none of the rest of your code has to deal with dynamic types at all.
2024-07-04 06:01:50 +0200 <byorgey> https://hackage.haskell.org/package/xmonad-contrib-0.18.0/docs/XMonad-Util-ExtensibleState.html
2024-07-04 06:03:03 +0200 <geekosaur> would TTG be an option?