shared closures maybe
This commit is contained in:
@@ -9,6 +9,9 @@
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. (progn (defun apply-cabal-fmt-h ()
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(haskell-mode-buffer-apply-command "cabal-fmt"))
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(add-hook 'before-save-hook #'apply-cabal-fmt-h nil t)))))
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(scheme-mode
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. ((eval . (dolist (s '(kappa κ prim))
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(put s 'scheme-indent-function 1)))))
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(nil
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. ((eval
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. (progn (defun display-ansi ()
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@@ -132,3 +132,34 @@ multiple ~env-ref~ calls could probably be replaced with a primitive that loads
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$code)
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1))))
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#+end_src
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** example
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#+begin_src scheme
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(λ (n m ktail)
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(letrec ((f (λ (x ktail-0) (+ x n ktail-0)))
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(g (λ (y ktail-1) (+ y g ktail-1))))
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(prim (cons f g) ktail)))
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#+end_src
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#+begin_src scheme
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(λ (n m ktail)
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(letrec ((f-code (λ (x ktail-0)
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(prim (env-get 2)
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(κ (n)
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(+ x n ktail-0)))))
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(g-code (λ (y ktail-1)
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(prim (env-get 3)
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(κ (m)
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(+ y m ktail-1))))))
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(letrec ((with-closure-code
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(κ (f g)
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(prim (get-env 0)
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(κ (ktail)
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(prim cons f g ktail))))))
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(prim (make-shared-closure (with-closure-code)
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ktail)
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(κ (with-closure)
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(prim (make-shared-closure (f-code g-code) n m)
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with-closure))))))
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#+end_src
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+20
-17
@@ -16,38 +16,41 @@ import Data.Traversable
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genCodeName :: GenSym :> es => Name -> Eff es Name
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genCodeName f = gensym' @Name $ f ^. _Wrapped' . to (<> "-code")
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bindEnv :: Name -> List Name -> Exp -> Exp
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bindEnv l frees m = [cps|
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(letrec ((#{l} (κ #{frees} #{m})))
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(prim (get-env) #{l}))
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bindEnv :: List Name -> Exp -> Exp
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bindEnv frees m = [cps|
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(prim (get-env) (κ #{frees} #{m}))
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|]
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close :: forall es. GenSym :> es => Exp -> Eff es Exp
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close = transformM \case
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ExpLetRec bs e -> do
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close1 :: forall es. GenSym :> es => Exp -> Eff es Exp
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close1 = \case
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lr@(ExpLetRec bs e) -> do
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let boundNames = bs ^.. each . _1
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let boundNames' = setOf each boundNames
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let frees = bs
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& foldMapOf
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(each . _2 . absBody)
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(freeWithBound' $ setOf (each . _1) bs)
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(each . _2)
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(freeWithBound' boundNames')
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& nub
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pTraceShowM frees
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env_cont_l <- gensym' @Name "env-cont"
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e_l <- gensym' @Name "letrec-body-cont"
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-- let ab' = ab & absBody .~ m'
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bs' <- for bs \(f,ab) -> do
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f_code_l <- genCodeName f
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pure
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( f_code_l
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, ab & absBody %~ bindEnv f_code_l (boundNames ++ frees)
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)
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pure ( f_code_l
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, ab & absBody %~ bindEnv (boundNames ++ frees)
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)
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let codes = bs' ^.. each . _1 . to MkLabel
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pure [cps|
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(letrec #{bs'}
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(letrec ((#{e_l} (κ #{boundNames} #{e})))
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(prim (make-shared-closure #{boundNames} #{frees})
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#{e_l})))
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(prim (make-shared-closure #{codes} #{frees})
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(κ #{boundNames}
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#{e})))
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|]
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e -> pure e
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close :: forall es. GenSym :> es => Exp -> Eff es Exp
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close = transformM close1
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closeProgram :: GenSym :> es => Program -> Eff es Program
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closeProgram = traverseOf (#body . #body) close
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@@ -9,12 +9,12 @@ import Effectful.Writer.Static.Local
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import Data.Foldable
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type Hoist = Writer (HashMap Name Abs)
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type Hoist = Writer (HashMap Label Abs)
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hoist :: Hoist :> es => Exp -> Eff es Exp
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hoist = transformM \case
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ExpLetRec bs m -> do
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traverse_ (\(k,v) -> tell $ H.singleton k v) bs
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traverse_ (\(k,v) -> tell $ H.singleton (MkLabel k) v) bs
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pure m
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e -> pure e
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+103
-217
@@ -17,29 +17,9 @@ import Data.Text qualified as T
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import Gyehoek.Prelude
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import Debug.Pretty.Simple
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import qualified Gyehoek.Sexp as S
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import Data.Monoid
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type Stackify = Writer Stk.Program
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runStackify :: Eff (Stackify : es) a -> Eff es (a, Stk.Program)
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runStackify = runWriter
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live :: Free a => Env -> a -> List Name
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-- TODO: free' should return an OSet lol
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live g e = nub (free' e) & filter \x ->
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x `elem` g.bound
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-- && not (x `elem` g.contStack)
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-- | The expression @load g e r n@ emits a 'Stk.Load' instruction if
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-- stack variable @n@ is live-out in expression @e@. Otherwise, a
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-- 'Stk.Pop' instruction is emitted.
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load :: Free a => Env -> a -> Reg -> Int -> Stk.Instr
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load g e r 0
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| Just x <- g ^? #bound . _head
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, x `elem` free e
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= Stk.Pop r
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load g e r n = Stk.Load r n
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data BlockBuilder
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= Code (List Stk.Instr) BlockBuilder
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| Tail Stk.Tail
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@@ -50,231 +30,137 @@ buildBlock = go [] where
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go acc (Code xs bb) = go (acc ++ xs) bb
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go acc (Tail t) = Stk.MkBlock acc t
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emitRoutine :: Stackify :> es => Stk.Routine -> Eff es ()
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emitRoutine rt = tell [rt]
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stackify
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:: forall es. (GenSym :> es, Stackify :> es)
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=> Env -> Exp -> Eff es BlockBuilder
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stackify g (ExpLetRec bs e) = do
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for_ bs \(f,a) ->
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emitRoutine =<< case a of
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AbsKappa kap -> stackifyKappa g (MkLabel f) kap
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AbsLambda lam -> stackifyLambda g (MkLabel f) lam
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stackify g e
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stackify g (ExpIf c t f) = do
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let c' = stackifyVal g c
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let jump l =
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Stk.MkBlock
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[Stk.Push . Stk.ValLabel . MkLabel $ l]
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(Stk.TailCall 0)
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pure . Tail $ Stk.If c' (jump t) (jump f)
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stackify g (ExpApply f xs ktail) = do
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pure $
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Code [ Stk.Push $ stackifyVal g (ValVar $ ktail ^?! #KexpVar)
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, Stk.Push $ stackifyVal g f
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] $
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Code (pushArgs g xs) $
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Tail (Stk.Call (length xs))
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stackify g e@(ExpContinue k xs)
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| isn't (#_ValVar . only g.tail) k = pure $
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Code [ Stk.Push (stackifyVal g k) ] $
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Code (pushArgs g xs) $
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Tail $ Stk.TailCall (length xs)
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| otherwise = pure $
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Code (pushArgs g xs) $
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Tail (Stk.Return (length xs))
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stackify g (ExpPrim (PrimCallCC withcc) cc) = do
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let cc' = cc ^?! #KexpVar . to MkLabel
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cc_l <- gensym' @Label "cc"
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pure $
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Code [ Stk.Push $ stackifyVal g withcc
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, Stk.Push $ stackifyVal g (ValLabel cc')
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] $
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Tail Stk.CallCC
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stackify g (ExpPrim p cc) = pure $
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Code [ Stk.Push (Stk.ValLabel . MkLabel $ cc ^?! #KexpVar)
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, Stk.Prim (stackifyVal g <$> p)
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] $
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Tail $ Stk.TailCall 1
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stackify _ e = error [i|unimplemented exp: #{e}|]
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loadArgs :: List Name -> List Stk.Instr
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loadArgs = imapOf itraversed \n x -> Stk.Load (MkReg x) n
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pushArgs :: Env -> List Val -> List Stk.Instr
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pushArgs g args = [ Stk.Push $ stackifyVal g x | x <- reverse args ]
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-- affine
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_ValName :: Traversal' Val Name
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_ValName = failing #_ValVar (#_ValImm . #_ImmLabel . #_MkLabel)
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stackifyKappa
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:: (Stackify :> es, GenSym :> es)
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=> Env -> Label -> Kappa
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-> Eff es Stk.Routine
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stackifyKappa g kname (MkKappa xs m) = do
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let g' = g & #bound <>:~ xs
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m' <- stackify g' m
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pure $
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Stk.MkRoutine kname . buildBlock $
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Code (loadArgs xs) $
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Code [ Stk.Load (MkReg r) j
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| v <- g ^.. #liveness . ix kname . each
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, (j,r) <- itoListOf (#bound . itraversed) g
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, r == v
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] $
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m'
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stackify
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:: forall es. (GenSym :> es)
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=> Env -> Exp -> Eff es BlockBuilder
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stackifyLambda
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:: (Stackify :> es, GenSym :> es)
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=> Env -> Label -> Lambda
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-> Eff es Stk.Routine
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stackifyLambda g name (MkLambda xs k m) = do
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m' <- stackify (g & #bound .~ xs & #tail .~ k) m
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pure $
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Stk.MkRoutine name . buildBlock $
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Code (loadArgs xs) $
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-- Code [Stk.Load (MkReg k) (length xs + 1)] $
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m'
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stackify _ (ExpContinue (ValVar k) xs) =
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Code [ ] _
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stackifyVal :: Env -> Val -> Stk.Val
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stackifyVal g = \case
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ValImm imm -> Stk.ValImm imm
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ValVar v -> case regOf g v of
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Just r -> Stk.ValReg r
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Nothing -> Stk.ValLabel (MkLabel v)
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v -> error [i|unimplemented val: #{v}|]
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stackify _ (ExpPrim p k) = _
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regOf :: Env -> Name -> Maybe Reg
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regOf g x
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| x `elem` g.bound || x == g.tail = Just . MkReg $ x
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| otherwise = Nothing
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stackify _ e = error [i|unimplemented exp: #{e}|]
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stackifyAbs :: (GenSym :> es) => Env -> Label -> Abs -> Eff es Stk.Routine
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stackifyAbs g lbl (MkAbs xs mtail e) =
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Stk.MkRoutine lbl . buildBlock . preamble <$> stackify g e
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where
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preamble = Code (popArgs $ (mtail ^.. _Just) ++ xs)
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popArgs :: List Name -> List Stk.Instr
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popArgs = fmap (Stk.Pop . MkReg) . reverse
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pushArgs :: List Name -> List Stk.Instr
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pushArgs = _
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data Env = MkEnv
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-- | `bound` tracks the stack lifetime of bound variables.
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{ bound :: List Name
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-- | for each locally-bound continuation @k@, @liveness@ has an
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-- entry @(k,ls)@ where @ls@ is the sequence of registers @k@
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-- expects to find saved on the stack.
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, liveness :: HashMap Label (List Name)
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, tail :: Name
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{
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}
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deriving (Show, Generic)
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emptyEnv :: Env
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emptyEnv = MkEnv
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{ bound = mempty
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, liveness = mempty
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, tail = "halt"
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{
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}
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stackifyProgram :: GenSym :> es => HoistedProgram -> Eff es Stk.Program
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stackifyProgram p = do
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let liveness = p & foldMapOf
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(#bindings . itraversed . withIndex . aside #AbsKappa)
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\(kname,kap) -> H.singleton
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(MkLabel kname)
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(nub $ freeWithBound' (H.keysSet p.bindings) kap)
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let g = MkEnv
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{ bound = mempty
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, liveness
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, tail = p.body.ktail }
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let e = p.body & #body %~ ExpLetRec (H.toList p.bindings)
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(_,p') <- runStackify $ emitRoutine =<< stackifyLambda g "start" e
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pure p'
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blah :: HoistedProgram
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blah = [cps|
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(letrec ((prim-k3 (κ (r2) (if r2 truthy-cont4 falsey-cont5)))
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(prim-k7 (κ (r6) (fac r6 r8)))
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(make-closure-cont15 (κ (fac) (fac 20 r12)))
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(falsey-cont5 (κ () (prim (- n 1) prim-k7)))
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(r12 (κ (x13) (continue start-ktail0 x13)))
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(truthy-cont4 (κ () (continue lambda-tail1 1)))
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(prim-k11 (κ (r10) (continue lambda-tail1 r10)))
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(r8 (κ (x9) (prim (* n x9) prim-k11)))
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(fac-code14 (λ (n lambda-tail1) (prim (zero? n) prim-k3))))
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(λ (start-ktail0)
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(prim (make-closure $fac-code14) make-closure-cont15)))
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|]
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stackifyProgram
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:: forall es. GenSym :> es
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=> HoistedProgram -> Eff es Stk.Program
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stackifyProgram p = p
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& ifoldMapOf
|
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((#bindings . itraversed)
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<> (#body . to (H.singleton "start" . AbsLambda) . itraversed))
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(\l -> Ap . stackifyBinding l)
|
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& getAp
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where
|
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g = emptyEnv
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stackifyBinding lbl ab =
|
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Stk.MkProgram . H.singleton lbl <$> stackifyAbs @es g lbl ab
|
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|
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p :: HoistedProgram
|
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p = [cps|
|
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(letrec ((r12-code32 (κ (r12 start-ktail0 x13) (continue start-ktail0 x13)))
|
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(prim-k7-code22
|
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(κ (prim-k7 fac r6 r8 n x9 prim-k11 lambda-tail1 r10)
|
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(letrec (($r12-code32
|
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(κ (x13)
|
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(prim
|
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(make-shared-closure (r8) (n x9 prim-k11 lambda-tail1 r10))
|
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letrec-body-cont18)))
|
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(letrec-body-cont24
|
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(κ (truthy-cont4 falsey-cont5)
|
||||
(if r2
|
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truthy-cont4
|
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falsey-cont5)))
|
||||
(letrec-body-cont18 (κ (r8) (fac r6 r8)))
|
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(prim-k11-code16
|
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(κ (prim-k11 lambda-tail1 r10)
|
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(continue lambda-tail1 r10)))
|
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(falsey-cont5-code26
|
||||
(κ (truthy-cont4 falsey-cont5 lambda-tail1 n prim-k7
|
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fac r6 r8 x9 prim-k11 r10)
|
||||
(get-env)
|
||||
(κ (r12 start-ktail0)
|
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(continue start-ktail0 x13)))))
|
||||
($prim-k7-code22
|
||||
(κ (r6)
|
||||
(prim
|
||||
(make-shared-closure
|
||||
(prim-k7)
|
||||
(fac r6 r8 n x9 prim-k11 lambda-tail1 r10))
|
||||
letrec-body-cont21)))
|
||||
(letrec-body-cont31 (κ (r12) (fac 20 r12)))
|
||||
(r8-code19
|
||||
(κ (r8 n x9 prim-k11 lambda-tail1 r10)
|
||||
(get-env)
|
||||
(κ (prim-k7 lambda-tail1 n fac)
|
||||
(prim
|
||||
(make-shared-closure ($r8-code19) (lambda-tail1 n))
|
||||
(κ (r8)
|
||||
(fac r6 r8)))))))
|
||||
($prim-k11-code16
|
||||
(κ (r10)
|
||||
(prim
|
||||
(make-shared-closure (prim-k11) (lambda-tail1 r10))
|
||||
letrec-body-cont15)))
|
||||
(letrec-body-cont28 (κ (prim-k3) (prim (zero? n) prim-k3)))
|
||||
(truthy-cont4-code25
|
||||
(κ (truthy-cont4 falsey-cont5 lambda-tail1 n prim-k7 fac
|
||||
r6 r8 x9 prim-k11 r10)
|
||||
(continue lambda-tail1 1)))
|
||||
(fac-code35
|
||||
(κ (fac n prim-k3 r2 truthy-cont4 falsey-cont5 lambda-tail1
|
||||
prim-k7 r6 r8 x9 prim-k11 r10)
|
||||
(get-env)
|
||||
(κ (prim-k11 lambda-tail1)
|
||||
(continue lambda-tail1 r10)))))
|
||||
($falsey-cont5-code26
|
||||
(κ ()
|
||||
(prim
|
||||
(make-shared-closure
|
||||
(prim-k3)
|
||||
(r2 truthy-cont4 falsey-cont5 lambda-tail1 n prim-k7
|
||||
fac r6 r8 x9 prim-k11 r10))
|
||||
letrec-body-cont28)))
|
||||
(prim-k3-code29
|
||||
(κ (prim-k3 r2 truthy-cont4 falsey-cont5 lambda-tail1 n prim-k7
|
||||
fac r6 r8 x9 prim-k11 r10)
|
||||
(get-env)
|
||||
(κ (truthy-cont4 falsey-cont5 lambda-tail1 n fac)
|
||||
(prim
|
||||
(make-shared-closure ($prim-k7-code22) (lambda-tail1 n fac))
|
||||
(κ (prim-k7)
|
||||
(prim (- n 1) prim-k7)))))))
|
||||
($r8-code19
|
||||
(κ (x9)
|
||||
(prim
|
||||
(make-shared-closure
|
||||
(truthy-cont4 falsey-cont5)
|
||||
(lambda-tail1 n prim-k7 fac r6 r8 x9 prim-k11 r10))
|
||||
letrec-body-cont24)))
|
||||
(letrec-body-cont21 (κ (prim-k7) (prim (- n 1) prim-k7)))
|
||||
(letrec-body-cont15 (κ (prim-k11) (prim (* n x9) prim-k11)))
|
||||
(letrec-body-cont34
|
||||
(κ (fac)
|
||||
(get-env)
|
||||
(κ (r8 lambda-tail1 n)
|
||||
(prim
|
||||
(make-shared-closure ($prim-k11-code16) (lambda-tail1))
|
||||
(κ (prim-k11)
|
||||
(prim (* n x9) prim-k11)))))))
|
||||
($truthy-cont4-code25
|
||||
(κ ()
|
||||
(prim
|
||||
(make-shared-closure (r12) (start-ktail0 x13))
|
||||
letrec-body-cont31))))
|
||||
(get-env)
|
||||
(κ (truthy-cont4 falsey-cont5 lambda-tail1 n fac)
|
||||
(continue lambda-tail1 1)))))
|
||||
($fac-code35
|
||||
(λ (n lambda-tail1)
|
||||
(prim
|
||||
(get-env)
|
||||
(κ (fac)
|
||||
(prim
|
||||
(make-shared-closure ($prim-k3-code29) (lambda-tail1 n fac))
|
||||
(κ (prim-k3)
|
||||
(prim (zero? n) prim-k3)))))))
|
||||
($prim-k3-code29
|
||||
(κ (r2)
|
||||
(prim
|
||||
(get-env)
|
||||
(κ (prim-k3 lambda-tail1 n fac)
|
||||
(prim
|
||||
(make-shared-closure
|
||||
($truthy-cont4-code25 $falsey-cont5-code26)
|
||||
(lambda-tail1 n fac))
|
||||
(κ (truthy-cont4 falsey-cont5)
|
||||
(if r2
|
||||
truthy-cont4
|
||||
falsey-cont5))))))))
|
||||
(λ (start-ktail0)
|
||||
(prim
|
||||
(make-shared-closure
|
||||
(fac)
|
||||
(n prim-k3 r2 truthy-cont4 falsey-cont5 lambda-tail1
|
||||
prim-k7 r6 r8 x9 prim-k11 r10))
|
||||
letrec-body-cont34)))
|
||||
(make-shared-closure ($fac-code35) ())
|
||||
(κ (fac)
|
||||
(prim
|
||||
(make-shared-closure ($r12-code32) (start-ktail0))
|
||||
(κ (r12)
|
||||
(fac 20 r12)))))))
|
||||
|]
|
||||
|
||||
@@ -42,6 +42,8 @@ module Gyehoek.CPS.Syntax
|
||||
, pattern ValLabel
|
||||
, pattern ObjLabel
|
||||
, absBody
|
||||
, pattern MkAbs
|
||||
, _MkAbs
|
||||
)
|
||||
where
|
||||
|
||||
@@ -125,6 +127,23 @@ pattern AbsKappa' xs e = AbsKappa (MkKappa xs e)
|
||||
pattern AbsLambda' :: List Name -> Name -> Exp -> Abs
|
||||
pattern AbsLambda' xs e ktail = AbsLambda (MkLambda xs e ktail)
|
||||
|
||||
{-# COMPLETE AbsKappa', AbsLambda' #-}
|
||||
|
||||
_MkAbs :: Iso' Abs (List Name, Maybe Name, Exp)
|
||||
_MkAbs = iso
|
||||
(\case
|
||||
AbsKappa' xs e -> (xs,Nothing,e)
|
||||
AbsLambda' xs ktail e -> (xs,Just ktail,e))
|
||||
(\(xs,ktail,e) -> case ktail of
|
||||
Just k -> AbsLambda' xs k e
|
||||
Nothing -> AbsKappa' xs e)
|
||||
|
||||
pattern MkAbs :: List Name -> Maybe Name -> Exp -> Abs
|
||||
pattern MkAbs xs ktail body <- (view _Abs' -> (xs,ktail,body))
|
||||
where MkAbs xs ktail body = review _Abs' (xs,ktail,body)
|
||||
|
||||
{-# COMPLETE MkAbs #-}
|
||||
|
||||
data Exp
|
||||
= ExpPrim (Prim Val) Kexp
|
||||
| ExpLetRec { binders :: List (Name, Abs), body :: Exp }
|
||||
@@ -158,12 +177,12 @@ data Program = MkProgram
|
||||
deriving (Show, Generic, Data)
|
||||
|
||||
data HoistedProgram = MkHoistedProgram
|
||||
{ bindings :: HashMap Name Abs
|
||||
{ bindings :: HashMap Label Abs
|
||||
, body :: Lambda
|
||||
}
|
||||
deriving stock (Show, Generic, Data)
|
||||
|
||||
type instance Index HoistedProgram = Name
|
||||
type instance Index HoistedProgram = Label
|
||||
type instance IxValue HoistedProgram = Abs
|
||||
|
||||
instance Ixed HoistedProgram where ix j = #bindings . ix j
|
||||
@@ -196,7 +215,6 @@ _AbsLambda' = prism'
|
||||
|
||||
instance Plated Exp where plate = uniplate
|
||||
|
||||
|
||||
absBody :: Lens' Abs Exp
|
||||
absBody = lens
|
||||
(\case
|
||||
@@ -350,7 +368,7 @@ instance S.DatumIso Program where
|
||||
instance S.DatumIso HoistedProgram where
|
||||
datumIso = S.with \prog ->
|
||||
S.letLike "letrec"
|
||||
(S.datumIso @Name) (S.datumIso @Abs) (S.datumIso @Lambda)
|
||||
(S.datumIso @Label) (S.datumIso @Abs) (S.datumIso @Lambda)
|
||||
>>> S.onTail (S.iso H.fromList H.toList)
|
||||
>>> prog
|
||||
|
||||
|
||||
@@ -76,7 +76,7 @@ data Instr
|
||||
= Pop Reg
|
||||
| Push Val
|
||||
| Load Reg Int
|
||||
| Prim (Prim Val)
|
||||
| Prim Reg (Prim Val)
|
||||
deriving stock (Show, Generic, Data)
|
||||
deriving anyclass (NFData)
|
||||
|
||||
@@ -99,7 +99,7 @@ instance S.DatumIso Instr where
|
||||
$ S.With (S.headTagged1 "pop!" S.datumIso >>>)
|
||||
$ S.With (S.headTagged1 "push!" S.datumIso >>>)
|
||||
$ S.With (S.headTagged2 "load" S.datumIso S.datumIso >>>)
|
||||
$ S.With (S.headTagged1 "prim" S.datumIso >>>)
|
||||
$ S.With (S.headTagged2 "prim" S.datumIso S.datumIso >>>)
|
||||
$ S.End
|
||||
where
|
||||
|
||||
|
||||
Reference in New Issue
Block a user