{-# LANGUAGE UndecidableInstances #-} -- required due to instance design module Language.Fortran.Common.Array where import Control.DeepSeq ( NFData ) import GHC.Generics ( Generic ) import Data.Data ( Data, Typeable ) import Data.Binary ( Binary ) import Text.PrettyPrint.GenericPretty ( Out(..) ) import qualified Text.PrettyPrint as Pretty import qualified Language.Fortran.PrettyPrint as F data Dim a = Dim { dimLower :: a -- ^ Dimension lower bound. , dimUpper :: a -- ^ Dimension upper bound. } deriving stock (Show, Generic, Data, Eq) deriving stock (Functor, Foldable, Traversable) deriving anyclass (NFData, Binary) -- | This instance is purely for convenience. No definition of ordering is -- provided, and the implementation may change at any time. deriving stock Ord -- | Fortran syntax uses @lower:upper@, so only provide an 'Out' instance for -- that style. instance Out a => Out (Dim a) where doc (Dim lb ub) = doc lb <> Pretty.char ':' <> doc ub instance Out (Dim a) => F.Pretty (Dim a) where pprint' _ = doc -- | Evaluated dimensions of a Fortran array. -- -- A known-length dimension is defined by a lower bound and an upper bound. This -- data type takes a syntactic view, rather than normalizing lower bound to 0 -- and passing just dimension extents. -- -- You select the list type @t@ (which should be 'Functor', 'Foldable' and -- 'Traversable') and the numeric index type @a@ (e.g. 'Int'). -- -- Note that using a non-empty list type such as 'Data.List.NonEmpty.NonEmpty' -- will disallow representing zero-dimension arrays, which may be useful for -- soundness. -- -- Note the following excerpt from the F2018 standard (8.5.8.2 Explicit-shape -- array): -- -- > If the upper bound is less than the lower bound, the range is empty, the -- > extent in that dimension is zero, and the array is of zero size. data Dims t a = DimsExplicitShape (t (Dim a)) -- ^ list of all dimensions | DimsAssumedSize (Maybe (t (Dim a))) -- ^ list of all dimensions except last a -- ^ lower bound of last dimension -- | Assumed-shape array dimensions. Here, we only have the lower bound for -- each dimension, and the rank (via length). | DimsAssumedShape (t a) -- ^ list of lower bounds deriving stock (Generic) deriving stock (Functor, Foldable, Traversable) -- We have to standalone derive most instances due to the @t@ list-like. deriving stock instance (Show a, Show (t a), Show (t (Dim a))) => Show (Dims t a) deriving anyclass instance (NFData a, NFData (t a), NFData (t (Dim a))) => NFData (Dims t a) deriving stock instance (Data a, Data (t a), Data (t (Dim a)), Typeable t) => Data (Dims t a) deriving stock instance (Eq a, Eq (t a), Eq (t (Dim a))) => Eq (Dims t a) deriving anyclass instance (Binary a, Binary (t a), Binary (t (Dim a))) => Binary (Dims t a) -- | This instance is purely for convenience. No definition of ordering is -- provided, and the implementation may change at any time. deriving stock instance (Ord a, Ord (t a), Ord (t (Dim a))) => Ord (Dims t a) instance (Foldable t, Functor t, Out (Dim a), Out a) => Out (Dims t a) where docPrec _ = doc doc = Pretty.parens . \case DimsExplicitShape ds -> prettyIntersperse dimSep $ fmap doc ds DimsAssumedShape ss -> prettyIntersperse dimSep $ fmap go ss where go s = doc s <> Pretty.char ':' DimsAssumedSize mds d -> -- A bit fragile, but hopefully won't explode on empty 'Just's. case mds of Nothing -> prettyLast Just ds -> prettyAfter dimSep (fmap doc ds) <> prettyLast where prettyLast = doc d <> Pretty.text ":*" where dimSep = Pretty.text ", " instance Out (Dims t a) => F.Pretty (Dims t a) where pprint' _ = doc -- Faster is possible for non-@List@s, but this is OK for the general case. prettyIntersperse :: Foldable t => Pretty.Doc -> t Pretty.Doc -> Pretty.Doc prettyIntersperse dBetween ds = case foldMap (\d -> [dBetween, d]) ds of [] -> mempty _:ds' -> mconcat ds' prettyAfter :: Foldable t => Pretty.Doc -> t Pretty.Doc -> Pretty.Doc prettyAfter dAfter = foldMap (\d -> d <> dAfter)