{-# LANGUAGE FlexibleContexts #-} {-# LANGUAGE FlexibleInstances #-} {-# LANGUAGE FunctionalDependencies #-} {-# LANGUAGE GADTs #-} {-# LANGUAGE MultiParamTypeClasses #-} {-# LANGUAGE NamedFieldPuns #-} {-# LANGUAGE OverlappingInstances #-} {-# LANGUAGE QuasiQuotes #-} {-# LANGUAGE RankNTypes #-} {-# LANGUAGE RecordWildCards #-} {-# LANGUAGE ScopedTypeVariables #-} {-# LANGUAGE TemplateHaskell #-} {-# LANGUAGE TypeSynonymInstances #-} {-# LANGUAGE UndecidableInstances #-} {-# LANGUAGE ViewPatterns #-} module Forml.Optimize where import System.IO.Unsafe () import Language.Javascript.JMacro import qualified Data.Map as M import Control.Applicative import Control.Monad import Data.Char import Data.Monoid import Forml.Types.Axiom import Forml.Types.Definition import Forml.Types.Expression import Forml.Types.Namespace hiding (Module) import Forml.Types.Pattern import Forml.Types.Statement hiding (Test, find, modules, namespace) import Forml.Types.Symbol import Forml.TypeCheck.Types hiding (get_namespace) import Forml.Parser import Forml.Parser.Utils import qualified Forml.Javascript.Utils as J import Prelude hiding (curry) import Text.Parsec.Pos (newPos) data Inlineable = InlineSymbol Symbol | InlineRecord (Expression Definition) deriving (Eq) type Inlines = [((Namespace, Inlineable), (Match (Expression Definition), Expression Definition))] type Inline = [(Inlineable, (Match (Expression Definition), Expression Definition))] data OptimizeState = OptimizeState { ns :: Namespace , assumptions :: [(Namespace, [Assumption])] , inlines :: Inlines , tco :: [String] , env :: Inline } data Optimizer a = Optimizer (OptimizeState -> (OptimizeState, a)) instance Monad Optimizer where fail x = Optimizer (\y -> error x) return x = Optimizer (\y -> (y, x)) Optimizer f >>= g = Optimizer (\x -> case f x of (y, x) -> let Optimizer gx = g x in gx y) instance Functor Optimizer where fmap f (Optimizer g) = Optimizer (\x -> case g x of (y, x) -> (y, f x)) instance Applicative Optimizer where pure = return x <*> y = do f <- x f <$> y class Optimize a where optimize :: a -> Optimizer a set_namespace :: Namespace -> Optimizer () set_namespace ns' = Optimizer (\x -> (x { ns = ns' }, ())) get_namespace :: Optimizer Namespace get_namespace = Optimizer (\x -> (x, ns x)) set_inline :: Inlines -> Optimizer () set_inline ns' = Optimizer (\x -> (x { inlines = ns' }, ())) get_inline :: Optimizer Inlines get_inline = Optimizer (\x -> (x, inlines x)) set_env :: Inline -> Optimizer () set_env ns' = Optimizer (\x -> (x { env = ns' }, ())) get_env :: Optimizer Inline get_env = Optimizer (\x -> (x, env x)) add_tco :: String -> Optimizer () add_tco x = Optimizer (\y -> (y { tco = x : tco y }, ())) with_env :: forall b. Optimizer b -> Optimizer b with_env xs = do e <- get_env xs' <- xs set_env e return xs' get_addr :: Addr a -> a get_addr (Addr _ _ x) = x instance (Optimize a) => Optimize (Addr a) where optimize (Addr s e a) = Addr s e <$> optimize a instance Optimize (Expression Definition) where optimize (ApplyExpression f' @ (SymbolExpression f) args) = do is <- get_env case (InlineSymbol f) `lookup` is of Just (m @ (Match pss _), ex) | length pss == length args -> do args' <- mapM optimize args ex' <- optimize ex m' <- optimize m return $ ApplyExpression (FunctionExpression [EqualityAxiom m' (Addr undefined undefined ex')]) args' _ -> ApplyExpression <$> optimize f' <*> mapM optimize args optimize (ApplyExpression a @ (AccessorExpression x xs) args) = do is <- get_env case (InlineRecord a) `lookup` is of Just (m @ (Match pss _), ex) | length pss == length args -> do args' <- mapM optimize args ex' <- optimize ex m' <- optimize m return $ ApplyExpression (FunctionExpression [EqualityAxiom m' (Addr undefined undefined ex')]) args' _ -> ApplyExpression <$> optimize a <*> mapM optimize args optimize (ApplyExpression f args) = ApplyExpression <$> optimize f <*> mapM optimize args optimize (IfExpression a b c) = IfExpression <$> optimize a <*> optimize b <*> optimize c optimize (LazyExpression x l) = flip LazyExpression l <$> optimize x optimize (FunctionExpression xs) = FunctionExpression <$> mapM optimize xs optimize (AccessorExpression x xs) = flip AccessorExpression xs <$> optimize x optimize (ListExpression ex) = ListExpression <$> mapM optimize ex optimize (LetExpression ds ex) = do ds' <- mapM optimize ds LetExpression ds' <$> optimize ex optimize (RecordExpression (M.toList -> xs)) = let (keys, vals) = unzip xs in RecordExpression . M.fromList . zip keys <$> mapM optimize vals optimize x = return x -- TODO wrong instance Optimize (Match (Expression Definition)) where optimize (Match ms (Just ex)) = Match ms . Just <$> optimize ex optimize x = return x instance Optimize (Axiom (Expression Definition)) where optimize t @ (TypeAxiom _) = return t optimize (EqualityAxiom m ex) = do m' <- optimize m ex' <- optimize ex return (EqualityAxiom m' ex') instance Optimize Definition where optimize (Definition a True name [eq @ (EqualityAxiom _ _)]) = do (EqualityAxiom m ex) <- optimize eq is <- get_inline e <- get_env ns <- get_namespace set_inline (((ns, (InlineSymbol name)), (m, get_addr ex)) : is) set_env ((InlineSymbol name, (m, get_addr ex)) : e) return (Definition a True name [EqualityAxiom m ex]) optimize (Definition a True c (TypeAxiom _ : x)) = optimize (Definition a True c x) optimize (Definition _ True name _) = fail$ "Illegal inline definition '" ++ show name ++ "'" optimize (Definition a b name xs) | is_recursive xs = do xs' <- mapM optimize xs add_tco $ show name return $ Definition a b name (axioms xs') where is_recursive (TypeAxiom _: xs') = is_recursive xs' is_recursive (EqualityAxiom _ x: xs') = is_recursive' (get_addr x) || is_recursive xs' is_recursive [] = False is_recursive' (ApplyExpression (SymbolExpression x) _) | name == x = True is_recursive' (LetExpression _ e) = is_recursive' e is_recursive' (IfExpression _ a b) = is_recursive' a || is_recursive' b is_recursive' _ = False axioms (t @ (TypeAxiom _): xs) = t : axioms xs axioms xs' = [EqualityAxiom (Match [] Nothing) (Addr undefined undefined (JSExpression (to_trampoline xs')))] to_trampoline xs @ (EqualityAxiom (Match ps _) _ : _) = J.scope . J.curry (length ps) ("_V"++) . to_trampoline' ps $ xs to_trampoline' ps xs = [jmacro| var __result = undefined; `(def_local (reverse . take (length ps) . map J.local_pool $ [0 .. 26]) local_var_names)`; while (typeof __result == "undefined") { (function() { `(to_trampoline'' xs __result)`; })(); } return __result; |] where to_trampoline'' [] _ = [jmacro| exhaust(); |] to_trampoline'' (EqualityAxiom (Match pss cond) (Addr _ _ ex) : xss) result = [jmacro| `(declare_bindings var_names pss)`; if (`(pss)` && `(cond)`) { `(result)` = `(replace pss ex)`; } else `(to_trampoline'' xss result)`; |] var_names = map J.ref . reverse . take (length ps) . map J.local_pool $ [0 .. 26] --to_expr ps = toJExpr$ zipWith PM (reverse . take (length ps) . map ("r"++) . map J.local_pool $ [0 .. 26]) ps local_var_names = map J.ref . map ("_V"++) . reverse . take (length ps) . map J.local_pool $ [0 .. 26] declare_bindings (name : names) (VarPattern x : zs) = [jmacro| `(J.declare x name)`; |] `mappend` declare_bindings names zs declare_bindings (name : names) (RecordPattern x _: zs) = let (ns, z) = unzip . M.toList $ x in declare_bindings (map (acc name) ns) z `mappend` declare_bindings names zs declare_bindings (_ : names) (_ : zs) = declare_bindings names zs declare_bindings _ _ = mempty acc n ns = [jmacroE| `(n)`[`(ns)`] |] replace _ (ApplyExpression (SymbolExpression x) args) | name == x = JSExpression [jmacroE| (function() { `(bind_local (reverse . take (length ps) . map J.local_pool $ [0 .. 26]) args)`; return undefined; })() |] replace pss (LetExpression x e) = LetExpression x (replace pss e) replace pss (IfExpression x a b) = IfExpression x (replace pss a) (replace pss b) replace _ x = x bind_local :: ToJExpr a => [String] -> [a] -> JStat bind_local (x:xs) (y:ys) = [jmacro| `(J.ref x)` = `(y)`; |] `mappend` bind_local xs ys bind_local _ _ = mempty def_local :: [String] -> [JExpr] -> JStat def_local (x:xs) (y:ys) = [jmacro| `(J.declare x y)`; |] `mappend` def_local xs ys def_local _ _ = mempty optimize (Definition a b c xs) = Definition a b c <$> mapM optimize xs instance Optimize Statement where optimize (DefinitionStatement d) = DefinitionStatement <$> optimize d optimize (ExpressionStatement (Addr s e x)) = ExpressionStatement . Addr s e <$> optimize x optimize (ModuleStatement x xs) = do ns <- get_namespace set_namespace$ ns `mappend` x xs' <- with_env$ optimize xs set_namespace ns return$ ModuleStatement x xs' optimize ss @ (ImportStatement (Namespace x) (Just alias)) = do is <- get_inline e <- get_env n <- get_namespace rfind n is e where rfind (Namespace n) is e = case lookup' (Namespace x) is of [] -> if length n > 0 && head n /= head x then do optimize (ImportStatement (Namespace (head n : x)) Nothing) return ss else return ss zs -> do set_env $ cc zs ++ e return ss cc (((_, s), ex): zs) = (s, ex) : cc zs cc [] = [] lookup' x (((y, (InlineSymbol z)), w):ys) | x == y = (((y, (InlineRecord (AccessorExpression (Addr (newPos "Optimizer" 0 0) (newPos "Optimizer" 0 0) (SymbolExpression (Symbol alias))) [z]))), w) : lookup' x ys) | otherwise = lookup' x ys lookup' _ [] = [] optimize ss @ (ImportStatement (Namespace x) Nothing) = do is <- get_inline e <- get_env n <- get_namespace rfind n is e where rfind (Namespace n) is e = case lookup' (Namespace x) is of [] -> if length n > 0 && head n /= head x then do optimize (ImportStatement (Namespace (head n : x)) Nothing) return ss else return ss zs -> do set_env $ cc zs ++ e return ss cc (((_, s), ex): zs) = (s, ex) : cc zs cc [] = [] lookup' x (((y, z), w):ys) | x == y = (((y, z), w) : lookup' x ys) | otherwise = lookup' x ys lookup' _ [] = [] optimize x = return x instance Optimize [Statement] where optimize [] = return [] optimize (x:xs) = do x <- optimize x xs <- optimize xs return (x:xs) instance Optimize Program where optimize (Program xs) = Program <$> optimize xs run_optimizer :: [Program] -> [(Namespace, [Assumption])] -> [Program] run_optimizer ps as = g ps as gen_state where g ps @ (optimize . head -> Optimizer f) as st = case f st of (st', p) -> p : g (tail ps) as st' gen_state = OptimizeState (Namespace []) as [] [] []