Idris2/libs/base/Data/These.idr
2020-09-30 10:51:07 +01:00

59 lines
1.4 KiB
Idris

module Data.These
%default total
public export
data These a b = This a | That b | Both a b
public export
fromEither : Either a b -> These a b
fromEither = either This That
public export
fromThis : These a b -> Maybe a
fromThis (This a) = Just a
fromThis (That _) = Nothing
fromThis (Both a _) = Just a
public export
fromThat : These a b -> Maybe b
fromThat (This _) = Nothing
fromThat (That b) = Just b
fromThat (Both _ b) = Just b
public export
these : (a -> c) -> (b -> c) -> (a -> b -> c) -> These a b -> c
these l r lr (This a) = l a
these l r lr (That b) = r b
these l r lr (Both a b) = lr a b
public export
(Show a, Show b) => Show (These a b) where
showPrec d (This x) = showCon d "This" $ showArg x
showPrec d (That x) = showCon d "That" $ showArg x
showPrec d (Both x y) = showCon d "Both" $ showArg x ++ showArg y
%inline
public export
Bifunctor These where
bimap f g (This a) = This (f a)
bimap f g (That b) = That (g b)
bimap f g (Both a b) = Both (f a) (g b)
%inline
public export
Functor (These a) where
map = mapSnd
public export
bifold : Monoid m => These m m -> m
bifold (This a) = a
bifold (That b) = b
bifold (Both a b) = a <+> b
public export
bitraverse : Applicative f => (a -> f c) -> (b -> f d) -> These a b -> f (These c d)
bitraverse f g (This a) = [| This (f a) |]
bitraverse f g (That b) = [| That (g b) |]
bitraverse f g (Both a b) = [| Both (f a) (g b) |]