Data.Generics.Product.Positions

Derive positional product type getters and setters generically.

Lenses

Running example:

>>> :set -XTypeApplications
>>> :set -XDataKinds
>>> :set -XDeriveGeneric
>>> :set -XGADTs
>>> :set -XFlexibleContexts
>>> import GHC.Generics
>>> :m +Data.Generics.Internal.VL.Lens
>>> :m +Data.Function
>>> :{
data Human = Human
  { name    :: String
  , age     :: Int
  , address :: String
  }
  deriving (Generic, Show)
human :: Human
human = Human "Tunyasz" 50 "London"
:}

class HasPosition (i :: Nat) s t a b | s i -> a, t i -> b, s i b -> t, t i a -> s where

Records that have a field at a given position.

Minimal complete definition

position

Methods

position :: Lens s t a b

A lens that focuses on a field at a given position. Compatible with the lens package's Lens type.

>>> human ^. position @1
"Tunyasz"
>>> human & position @3 .~ "Berlin"
Human {name = "Tunyasz", age = 50, address = "Berlin"}

Type errors

>>> human & position @4 .~ "Berlin"
...
... The type Human does not contain a field at position 4
...

Instances

(Generic s, ErrorUnless i s ((&&) ((<?) 0 i) ((<=?) i (Size * (Rep s)))), Generic t, (~) * s' (Proxied * s), (~) * t' (Proxied * t), Generic s', Generic t', GHasPosition' i (Rep s) a, GHasPosition' i (Rep s') a', GHasPosition i (Rep s) (Rep t) a b, (~) * t (Infer s a' b), GHasPosition' i (Rep t') b', (~) * s (Infer t b' a)) => HasPosition i s t a b

Methods

position :: Lens s t a b

class HasPosition' (i :: Nat) s a | s i -> a where

Minimal complete definition

position'

Methods

position' :: Lens s s a a

Instances

(Generic s, ErrorUnless i s ((&&) ((<?) 0 i) ((<=?) i (Size * (Rep s)))), GHasPosition' i (Rep s) a) => HasPosition' i s a

Methods

position' :: Lens s s a a

getPosition :: forall i s a. HasPosition' i s a => s -> a

setPosition :: forall i s a. HasPosition' i s a => a -> s -> s