elm/compiler/Type/Alias.hs
2014-01-20 01:09:50 +01:00

139 lines
4.9 KiB
Haskell

{-# OPTIONS_GHC -W #-}
module Type.Alias (realias, rules, canonicalRealias, Rules) where
import Control.Applicative ((<$>),(<*>))
import Control.Monad
import Control.Arrow (second)
import Data.Map ((!))
import qualified Data.Map as Map
import qualified Data.List as List
import SourceSyntax.Type
import SourceSyntax.Module
type Rules = ([Alias], Type -> Type)
rules interfaces moduleAliases moduleImports =
(collect interfaces moduleAliases, localizer moduleImports)
collect interfaces moduleAliases =
filter (not . isPrimitive) rawAliases
where
rawAliases =
moduleAliases ++ concatMap iAliases (Map.elems interfaces)
isPrimitive (_,_,tipe) =
case tipe of
Data _ [] -> True
_ -> False
localizer moduleImports = go
where
go tipe =
case tipe of
Var _ -> tipe
Lambda t1 t2 -> Lambda (go t1) (go t2)
Data name ts -> Data (localize name) (map go ts)
Record fs ext -> Record (map (second go) fs) ext
byMethod = foldr (\(n,m) d -> Map.insertWith (++) n [m] d)
Map.empty moduleImports
separate name =
case List.elemIndices '.' name of
[] -> ("",name)
is -> let i = last is in
(take i name, drop (i+1) name)
shortest = List.minimumBy (\a b -> compare (length a) (length b))
localize name = shortest (name : concatMap (localize' value) methods)
where (modul, value) = separate name
methods = Map.findWithDefault [] modul byMethod
localize' name method =
case method of
As modul -> [modul ++ "." ++ name]
Hiding xs | name `notElem` xs -> [name]
Importing xs | name `elem` xs -> [name]
_ -> []
realias :: Rules -> Type -> Type
realias (aliases,localize) tipe = localize (canonicalRealias aliases tipe)
-- Realias using canonical aliases, so results will have aliases
-- that are fully qualified and possible to compare.
canonicalRealias :: [Alias] -> Type -> Type
canonicalRealias aliases tipe =
case concatMap tryRealias aliases of
[] -> if tipe == tipe' then tipe else f tipe'
tipes -> f (bestType tipes)
where
tryRealias (name, args, aliasTipe) =
case diff aliasTipe tipe of
Nothing -> []
Just kvs ->
let holes = collectFields kvs
hasArgs = List.sort args == Map.keys holes
isConsistent = all allEqual (Map.elems holes)
in case hasArgs && isConsistent of
False -> []
True -> [Data name $ map (\arg -> head (holes ! arg)) args]
f = canonicalRealias aliases
tipe' =
case tipe of
Var _ -> tipe
Lambda t1 t2 -> Lambda (f t1) (f t2)
Data name ts -> Data name (map f ts)
Record fs ext -> Record (map (second f) fs) ext
allEqual [] = True
allEqual (x:xs) = all (==x) xs
bestType tipes = fst $ List.minimumBy (\a b -> compare (snd a) (snd b)) pairs
where
pairs :: [(Type,Int)]
pairs = zip tipes (map numFields tipes)
numFields :: Type -> Int
numFields tipe =
case tipe of
Lambda t1 t2 -> numFields t1 + numFields t2
Var _ -> 0
Data _ ts -> sum (map numFields ts)
Record fields _ -> length fields + sum (map (numFields . snd) fields)
diff :: Type -> Type -> Maybe [(String,Type)]
diff general specific =
case (general, specific) of
(Lambda g1 g2, Lambda s1 s2) -> (++) <$> diff g1 s1 <*> diff g2 s2
(Var x, t) -> Just [(x,t)]
(Data gname gts, Data sname sts)
| gname == sname && length gts == length sts ->
concat <$> zipWithM diff gts sts
(Record [] Nothing, Record [] Nothing) -> Just []
(Record _ _, Record [] Nothing) -> Nothing
(Record [] Nothing, Record _ _) -> Nothing
(Record gfs gext, Record sfs sext) ->
let gfields = collectFields gfs
sfields = collectFields sfs
overlap = Map.intersectionWith (\gs ss -> length gs == length ss) sfields gfields
isAligned = Map.size gfields == Map.size overlap && and (Map.elems overlap)
in
case isAligned of
False -> Nothing
True -> let remaining = Map.difference sfields gfields
sext' = case sext of
Just x | Map.null remaining -> Var x
_ -> Record (flattenFields remaining) sext
gext' = maybe (Record [] Nothing) Var gext
matchMap = Map.intersectionWith (zipWith diff) gfields sfields
in concat <$> sequence (diff gext' sext' : concat (Map.elems matchMap))
(_,_) -> Nothing
collectFields fields =
foldr (\(f,t) fs -> Map.insertWith (++) f [t] fs) Map.empty fields
flattenFields fields =
concatMap (\(f,ts) -> map ((,) f) ts) (Map.toList fields)