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Within LTS Haskell 24.46 (ghc-9.10.3)
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catmap :: FunctorOf cat t => cat a b -> cat (t a) (t b)generic-functor Generic.Functor.Internal.Implicit No documentation available.
multimapI :: MultimapI arr x y => arr -> x -> ygeneric-functor Generic.Functor.Internal.Implicit Core of multimap
multimapOf :: MultimapOf cat arr x y => arr -> cat x ygeneric-functor Generic.Functor.Internal.Implicit No documentation available.
multimap_ :: Multimap_ cat arr x y => arr -> cat x ygeneric-functor Generic.Functor.Internal.Implicit No documentation available.
module Generic.Functor.
Multimap Generalized functors, where the type parameter(s) may be nested in arbitrary compositions of functors. Note that these functions are unsafe because they rely on incoherent instances. See the Usage section of gsolomap for details.
Example
{-# LANGUAGE DeriveGeneric #-} module Main where import Generic.Functor import GHC.Generics (Generic) data T a b = C Int a b deriving (Show, Generic) fmapT :: (b -> b') -> T a b -> T a b' fmapT = gsolomap firstT :: (a -> a') -> T a b -> T a' b firstT = gsolomap bothT :: (a -> a') -> T a a -> T a' a' bothT = gsolomap watT :: (a -> a') -> T (a , a ) ((a -> a') -> Maybe a ) -> T (a', a') ((a' -> a ) -> Maybe a') watT = gsolomap -- Incoherence test main :: IO () main = do print (fmapT ((+1) :: Int -> Int) (C 0 0 0 :: T Int Int)) print (gsolomap ((+1) :: Int -> Int) (C 0 0 0 :: T Int Int) :: T Int Int) -- NB: Type annotations are needed on both the input and output T Int Int. putStrLn "We are not the same." -- Output: -- C 0 0 1 -- C 1 1 1 -- We are not the same.class GMap1 Default Incoherent arr Rep x Rep y =>
GMultimap arr x ygeneric-functor Generic.Functor.Multimap Constraint for gmultimap.
class
Multimap I Default Incoherent arr x y => Multimap arr x ygeneric-functor Generic.Functor.Multimap Constraint for multimap.
gmultimap :: forall arr x y . (Generic x, Generic y, GMultimap arr x y) => arr -> x -> ygeneric-functor Generic.Functor.Multimap Generic n-ary functor. A generalization of gsolomap to map over multiple parameters simultaneously. gmultimap takes a list of functions separated by (:+) and terminated by (). gmultimap is unsafe: misuse will break your programs. The type of every function in the list must be some (a -> b) where a and b are distinct type variables. See the Usage section of gsolomap for details.
Example
{-# LANGUAGE DeriveGeneric #-} import GHC.Generics (Generic) import Generic.Functor (gmultimap) data Three a b c = One a | Two b | Three c deriving Generic mapThree :: (a -> a') -> (b -> b') -> (c -> c') -> Three a b c -> Three a' b' c' mapThree f g h = gmultimap (f :+ g :+ h :+ ())gsolomap :: forall a b x y . (Generic x, Generic y, GSolomap a b x y) => (a -> b) -> x -> ygeneric-functor Generic.Functor.Multimap Generalized generic functor. gsolomap is a generalization of gfmap (generic fmap), where the type parameter to be "mapped" does not have to be the last one. gsolomap is unsafe: misuse will break your programs. Read the Usage section below for details.
Example
{-# LANGUAGE DeriveGeneric #-} import GHC.Generics (Generic) import Generic.Functor (gsolomap) data Result a r = Error a | Ok r -- Another name for Either deriving Generic mapError :: (a -> b) -> Result a r -> Result b r mapError = gsolomap mapOk :: (r -> s) -> Result a r -> Result a s mapOk = gsolomap mapBoth :: (a -> b) -> Result a a -> Result b b mapBoth = gsolomapUsage
(This also applies to solomap, gmultimap, and multimap.) gsolomap should only be used to define polymorphic "fmap-like functions". It works only in contexts where a and b are two distinct, non-unifiable type variables. This is usually the case when they are bound by universal quantification (forall a b. ...), with no equality constraints on a and b. The one guarantee of gsolomap is that gsolomap id = id. Under the above conditions, that law and the types should uniquely determine the implementation, which gsolomap seeks automatically. The unsafety is due to the use of incoherent instances as part of the definition of GSolomap. Functions are safe to specialize after GSolomap (and Solomap) constraints have been discharged. Note also that the type parameters of gsolomap must all be determined by the context. For instance, composing two gsolomap, as in gsolomap f . gsolomap g, is a type error because the type in the middle cannot be inferred.multimap :: Multimap arr x y => arr -> x -> ygeneric-functor Generic.Functor.Multimap Implicit n-ary functor. A generalization of solomap to map over multiple parameters simultaneously. multimap takes a list of functions separated by (:+) and terminated by (). multimap is unsafe: misuse will break your programs. The type of every function in the list must be some (a -> b) where a and b are distinct type variables. See the Usage section of gsolomap for details.
Example
type F a b c = Either a (b, c) map3 :: (a -> a') -> (b -> b') -> (c -> c') -> F a b c -> F a' b' c' map3 f g h = multimap (f :+ g :+ h :+ ()) -- equivalent to: \f g h -> bimap f (bimap g h)