pointed-5: Pointed and copointed data
Data.Pointed
class Pointed p where #
Minimal complete definition
point
Methods
point :: a -> p a #
Instances
point :: a -> [a] #
point :: a -> Maybe a #
point :: a -> IO a #
point :: a -> Identity a #
point :: a -> Min a #
point :: a -> Max a #
point :: a -> First a #
point :: a -> Last a #
point :: a -> WrappedMonoid a #
point :: a -> Option a #
point :: a -> NonEmpty a #
point :: a -> ZipList a #
point :: a -> STM a #
point :: a -> Dual a #
point :: a -> Endo a #
point :: a -> Sum a #
point :: a -> Product a #
point :: a -> Tree a #
point :: a -> Seq a #
point :: a -> ViewL a #
point :: a -> ViewR a #
point :: a -> Set a #
point :: a -> e -> a #
point :: a -> Either a a #
point :: a -> (e, a) #
point :: a -> Arg a a #
point :: a -> WrappedMonad m a #
point :: a -> Proxy * a #
point :: a -> Map k a #
point :: a -> ListT m a #
point :: a -> WrappedApplicative f a #
point :: a -> MaybeApply f a #
point :: a -> Lift f a #
point :: a -> MaybeT m a #
point :: a -> HashMap k a #
point :: a -> WrappedArrow a b a #
point :: a -> Const * m a #
point :: a -> Cokleisli w a a #
point :: a -> IdentityT * m a #
point :: a -> Curried g h a #
point :: a -> ExceptT e m a #
point :: a -> ErrorT e m a #
point :: a -> StateT s m a #
point :: a -> WriterT w m a #
point :: a -> Static m a a #
point :: a -> Tagged * a a #
point :: a -> Reverse * f a #
point :: a -> Backwards * f a #
point :: a -> Constant * m a #
point :: a -> Product * p q a #
point :: a -> ContT * r m a #
point :: a -> ReaderT * r m a #
point :: a -> Compose * * p q a #
point :: a -> RWST r w s m a #