{-# LANGUAGE CPP #-} {-# LANGUAGE PatternGuards #-} {-| Functions for inserting implicit arguments at the right places. -} module Agda.TypeChecking.Implicit where import Control.Applicative import Control.Monad import Agda.Syntax.Common import Agda.Syntax.Internal as I import qualified Agda.Syntax.Abstract as A (NamedArg) import Agda.TypeChecking.Irrelevance import {-# SOURCE #-} Agda.TypeChecking.MetaVars import Agda.TypeChecking.Monad import Agda.TypeChecking.Reduce import Agda.TypeChecking.Substitute import {-# SOURCE #-} Agda.TypeChecking.InstanceArguments import Agda.TypeChecking.Pretty import Agda.Utils.Tuple #include "undefined.h" import Agda.Utils.Impossible -- | @implicitArgs n expand t@ generates up to @n@ implicit arguments -- metas (unbounded if @n<0@), as long as @t@ is a function type -- and @expand@ holds on the hiding info of its domain. implicitArgs :: Int -> (Hiding -> Bool) -> Type -> TCM (Args, Type) implicitArgs n expand t = mapFst (map (fmap namedThing)) <$> do implicitNamedArgs n (\ h x -> expand h) t -- | @implicitNamedArgs n expand t@ generates up to @n@ named implicit arguments -- metas (unbounded if @n<0@), as long as @t@ is a function type -- and @expand@ holds on the hiding and name info of its domain. implicitNamedArgs :: Int -> (Hiding -> ArgName -> Bool) -> Type -> TCM (NamedArgs, Type) implicitNamedArgs 0 expand t0 = return ([], t0) implicitNamedArgs n expand t0 = do t0' <- reduce t0 case ignoreSharing $ unEl t0' of Pi (Dom info a) b | let x = absName b, expand (getHiding info) x -> do when (getHiding info == Instance) $ reportSDoc "tc.term.args.ifs" 15 $ text "inserting instance meta for type" <+> prettyTCM a v <- applyRelevanceToContext (getRelevance info) $ newMeta (getHiding info) (argNameToString x) a let narg = Arg info (Named (Just $ unranged x) v) mapFst (narg :) <$> implicitNamedArgs (n-1) expand (absApp b v) _ -> return ([], t0') where newMeta Hidden = newNamedValueMeta RunMetaOccursCheck newMeta Instance = initializeIFSMeta newMeta _ = __IMPOSSIBLE__ {- UNUSED, BUT DONT REMOVE (Andreas, 2012-07-31) introImplicits :: (Hiding -> Bool) -> Type -> (Int -> Type -> TCM a) -> TCM a introImplicits expand t cont = do TelV tel t0 <- telViewUpTo' (-1) (expand . domHiding) t addCtxTel tel $ cont (size tel) t0 -} {- POINTLESS, NEEDS TO BE CONTINUATION-PASSING -- | @introImplicits expand t@ introduces domain types of @t@ -- into the context, as long as @expand@ holds on them. introImplicits :: (Hiding -> Bool) -> Type -> TCM (Int, Type) introImplicits expand t = do t <- reduce t case unEl t of Pi dom@(Dom h rel a) b | expand h -> addCtxString (absName b) dom $ do mapFst (+1) <$> introImplicits expand (absBody b) _ -> return (0, t) -} --------------------------------------------------------------------------- data ImplicitInsertion = ImpInsert [Hiding] -- ^ this many implicits have to be inserted | BadImplicits -- ^ hidden argument where there should have been a non-hidden arg | NoSuchName ArgName -- ^ bad named argument | NoInsertNeeded deriving (Show) impInsert :: [Hiding] -> ImplicitInsertion impInsert [] = NoInsertNeeded impInsert hs = ImpInsert hs -- | The list should be non-empty. insertImplicit :: A.NamedArg e -> [I.Arg ArgName] -> ImplicitInsertion insertImplicit _ [] = __IMPOSSIBLE__ insertImplicit a ts | notHidden a = impInsert $ nofHidden ts where nofHidden :: [I.Arg a] -> [Hiding] nofHidden = takeWhile (NotHidden /=) . map getHiding insertImplicit a ts = case nameOf (unArg a) of Nothing -> maybe BadImplicits impInsert $ upto (getHiding a) $ map getHiding ts Just x -> find [] (rangedThing x) (getHiding a) ts where upto h [] = Nothing upto h (NotHidden:_) = Nothing upto h (h':_) | h == h' = Just [] upto h (h':hs) = (h':) <$> upto h hs find :: [Hiding] -> ArgName -> Hiding -> [I.Arg ArgName] -> ImplicitInsertion find _ x _ (a@(Arg{}) : _) | notHidden a = NoSuchName x find hs x hidingx (a@(Arg _ y) : ts) | x == y && hidingx == getHiding a = impInsert $ reverse hs | x == y && hidingx /= getHiding a = BadImplicits | otherwise = find (getHiding a:hs) x hidingx ts find i x _ [] = NoSuchName x