works albeit comically inefficiently

This commit is contained in:
2026-08-30 02:12:16 -06:00
parent e7c0ae9161
commit a09c00badd
8 changed files with 185 additions and 129 deletions
+1
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@@ -63,6 +63,7 @@ library
Gyehoek.CPS.Stackify Gyehoek.CPS.Stackify
Gyehoek.CPS.Syntax Gyehoek.CPS.Syntax
Gyehoek.Driver Gyehoek.Driver
Gyehoek.Language
Gyehoek.GenSym Gyehoek.GenSym
Gyehoek.Jalmot Gyehoek.Jalmot
Gyehoek.Lift1 Gyehoek.Lift1
+1 -1
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@@ -12,7 +12,7 @@ import Gyehoek.Prelude
close :: GenSym :> es => Exp -> Eff es Exp close :: GenSym :> es => Exp -> Eff es Exp
close = transformM \case close = transformM \case
ExpLetRec [(f, AbsLambda lam@(MkLambda bs kb m))] e -> do ExpLetRec [(f, AbsLambda lam@(MkLambda bs kb m))] e -> do
f_code <- gensym' @Name $ f ^. _Wrapped'. to (<> "-code") f_code <- gensym' @Name $ f ^. _Wrapped' . to (<> "-code")
-- it would probably be most sane to generate a symbol for `env`, -- it would probably be most sane to generate a symbol for `env`,
-- but we're reusing the lambda binding so we don't have to -- but we're reusing the lambda binding so we don't have to
-- explicitly substitute recursive calls. -- explicitly substitute recursive calls.
+82 -61
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@@ -27,7 +27,7 @@ runStackify = runWriter
live :: Free a => Env -> a -> List Name live :: Free a => Env -> a -> List Name
-- TODO: free' should return an OSet lol -- TODO: free' should return an OSet lol
live g e = nub (free' e) & filter \x -> live g e = nub (free' e) & filter \x ->
x `H.member` g.bound x `elem` g.bound
-- && not (x `elem` g.contStack) -- && not (x `elem` g.contStack)
data BlockBuilder data BlockBuilder
@@ -48,14 +48,14 @@ stackify
=> Env -> Exp -> Eff es BlockBuilder => Env -> Exp -> Eff es BlockBuilder
stackify g (ExpLetRec [(f, AbsKappa kap)] e) = do stackify g (ExpLetRec [(f, AbsKappa kap)] e) = do
stackifyKappa g (MkLabel f) kap \g' kap' -> do kap' <- stackifyKappa g kap
emitRoutine kap' emitRoutine (Stk.MkRoutine (MkLabel f) . buildBlock $ kap')
stackify g' e stackify g e
stackify g (ExpLetRec [(f, AbsLambda lam)] e) = do stackify g (ExpLetRec [(f, AbsLambda lam)] e) = do
stackifyLambda g (MkLabel f) lam \g' lam' -> do lam' <- stackifyLambda g (MkLabel f) lam
emitRoutine lam' emitRoutine lam'
stackify g' e stackify g e
stackify g (ExpIf c t f) = do stackify g (ExpIf c t f) = do
let c' = stackifyVal g c let c' = stackifyVal g c
@@ -63,96 +63,99 @@ stackify g (ExpIf c t f) = do
f' <- buildBlock <$> stackify g f f' <- buildBlock <$> stackify g f
pure . Tail $ Stk.If c' t' f' pure . Tail $ Stk.If c' t' f'
-- stackify g (ExpApply f xs ktail) = pure $ stackify g (ExpApply f xs ktail) = do
-- Code [ Stk.Push (Stk.ValReg l) | l <- ls ] $
-- Tail (Stk.TailCall (stackifyVal g f) (k : (stackifyVal g <$> xs)))
-- where
-- k = var g ktail
-- ls = fold $ (k ^? #ValImm . #ImmLabel)
-- >>= \klbl -> g ^. #liveness . at klbl
-- stackify g e@(ExpContinue k xs) = do
-- pure $
-- Code [ Stk.Push (Stk.ValReg l) | l <- ls ] $
-- Tail (Stk.TailCall k' (stackifyVal g <$> xs))
-- where
-- k' = stackifyVal g k
-- ls = fold $ (k' ^? #ValImm . #ImmLabel)
-- >>= \klbl -> g ^. #liveness . at klbl
stackify g (ExpPrim p (MkKappa [x] e)) = do
e' <- stackify (g & #bound . at x ?~ Stk.ValReg (MkReg x)) e
pure $ pure $
Code [ Stk.Prim (MkReg x) (stackifyVal g <$> p) ] e' Code [ Stk.Push $ stackifyVal g (ValVar ktail)
, Stk.Push $ stackifyVal g f
] $
Code (pushArgs g xs) $
Tail (Stk.Call (length xs))
-- assume that `k` is the continuation on top of the stack lol.
stackify g e@(ExpContinue k xs)
| isn't (#_ValVar . only g.tail) k = pure $
Code [ Stk.Push (stackifyVal g k) ] $
Code (pushArgs g xs) $
Tail $ Stk.TailCall (length xs)
| otherwise = pure $
Code (pushArgs g xs) $
Tail (Stk.Return (length xs))
stackify g (ExpPrim p kap) = do
kap' <- stackifyKappa g kap
pure $ Code [ Stk.Prim (stackifyVal g <$> p) ] kap'
stackify _ e = error [i|unimplemented exp: #{e}|] stackify _ e = error [i|unimplemented exp: #{e}|]
loadArgs :: List Name -> List Stk.Instr
loadArgs = imapOf itraversed \n x -> Stk.Load (MkReg x) n
pushArgs :: Env -> List Val -> List Stk.Instr
pushArgs g args = [ Stk.Push $ stackifyVal g x | x <- reverse args ]
-- affine -- affine
_ValName :: Traversal' Val Name _ValName :: Traversal' Val Name
_ValName = failing #ValVar (#ValImm . #ImmLabel . #MkLabel) _ValName = failing #_ValVar (#_ValImm . #_ImmLabel . #_MkLabel)
stackifyKappa stackifyKappa
:: (Stackify :> es, GenSym :> es) :: (Stackify :> es, GenSym :> es)
=> Env -> Label -> Kappa => Env -> Kappa
-> (Env -> Stk.Routine -> Eff es r) -> Eff es BlockBuilder
-> Eff es r stackifyKappa g (MkKappa xs m) = do
stackifyKappa g name kap@(MkKappa xs m) w = _ let g' = g & #bound <>:~ xs
-- stackifyKappa g name kap@(MkKappa xs m) w = do Code (loadArgs g'.bound)
-- let vs = (name, Stk.ValLabel name) : (bindReg <$> xs) <$> stackify g' m
-- let ls = live g kap
-- m' <- stackify (g & #bound <>~ H.fromList (vs ++ (bindReg <$> ls))) m
-- let g' = g & #bound . at name ?~ Stk.ValLabel name
-- & #liveness . at name ?~ live g kap
-- let rt = Stk.MkRoutine name xs . buildBlock $
-- -- pop in the opposite order we push
-- Code [Stk.Pop x | x <- reverse ls] m'
-- w g' rt
stackifyLambda stackifyLambda
:: (Stackify :> es, GenSym :> es) :: (Stackify :> es, GenSym :> es)
=> Env -> Label -> Lambda => Env -> Label -> Lambda
-> (Env -> Stk.Routine -> Eff es r) -> Eff es Stk.Routine
-> Eff es r stackifyLambda g name (MkLambda xs k m) = do
stackifyLambda g name (MkLambda xs k m) w = do m' <- stackify (g & #bound .~ xs & #tail .~ k) m
let vs = [ (x, Stk.ValReg (MkReg x)) | x <- k:xs ] pure $
m' <- stackify (g & #bound <>~ H.fromList vs) m Stk.MkRoutine name . buildBlock $
let g' = g & #bound . at (name ^. wrappedIso) ?~ Stk.ValLabel name Code (loadArgs xs) $
w g' $ Stk.MkRoutine name (buildBlock m') Code [Stk.Load (MkReg k) (length xs + 1)] m'
stackifyVal :: Env -> Val -> Stk.Val stackifyVal :: Env -> Val -> Stk.Val
stackifyVal g = \case stackifyVal g = \case
ValImm imm -> Stk.ValImm imm ValImm imm -> Stk.ValImm imm
ValVar v -> var g v ValVar v -> case regOf g v of
Just r -> Stk.ValReg r
Nothing -> Stk.ValLabel (MkLabel v)
v -> error [i|unimplemented val: #{v}|] v -> error [i|unimplemented val: #{v}|]
var :: Env -> Name -> Stk.Val regOf :: Env -> Name -> Maybe Reg
var g v = case g ^. #bound . at v of regOf g x
Just x -> x | x `elem` g.bound || x == g.tail = Just . MkReg $ x
Nothing -> Stk.ValLabel (MkLabel v) | otherwise = Nothing
bindReg :: Name -> (Name, Stk.Val)
bindReg x = (x, Stk.ValReg (MkReg x))
data Env = MkEnv data Env = MkEnv
{ bound :: HashMap Name Stk.Val -- | `bound` tracks the stack lifetime of bound variables.
{ bound :: List Name
-- | for each locally-bound continuation @k@, @liveness@ has an -- | for each locally-bound continuation @k@, @liveness@ has an
-- entry @(k,ls)@ where @ls@ is the sequence of registers @k@ -- entry @(k,ls)@ where @ls@ is the sequence of registers @k@
-- expects to find saved on the stack. -- expects to find saved on the stack.
, liveness :: HashMap Name (List Name) , liveness :: HashMap Label (List Name)
, tail :: Name
} }
deriving (Show, Generic) deriving (Show, Generic)
emptyEnv :: Env emptyEnv :: Env
emptyEnv = MkEnv mempty mempty emptyEnv = MkEnv
{ bound = mempty
, liveness = mempty
, tail = "halt"
}
stackifyProgram :: GenSym :> es => Program -> Eff es Stk.Program stackifyProgram :: GenSym :> es => Program -> Eff es Stk.Program
stackifyProgram (MkProgram lam) = do stackifyProgram (MkProgram lam) = do
let g = emptyEnv let g = emptyEnv
(_,p) <- runStackify $ stackifyLambda g "start" lam (const emitRoutine) (_,p) <- runStackify $ emitRoutine =<< stackifyLambda g "start" lam
pure p pure p
letfn :: Program letfn :: Program
@@ -168,3 +171,21 @@ letfn = [cps|
(continue let-body6 lambda-body1)))) (continue let-body6 lambda-body1))))
|] |]
blah :: Program
blah = [cps|
(λ (ktail0)
(letrec ((fac (λ (n ktail)
(prim (zero? n)
(κ (x0)
(if x0
(continue ktail 1)
(prim (- n 1)
(κ (x1)
(letrec ((fac-k0
(κ (x2)
(prim (* n x2)
(κ (x3)
(continue ktail x3))))))
(fac x1 fac-k0))))))))))
(fac 6 halt)))
|]
+4
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@@ -0,0 +1,4 @@
module Gyehoek.Language
(
) where
+2 -2
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@@ -75,7 +75,7 @@ data Instr
= Pop Reg = Pop Reg
| Push Val | Push Val
| Load Reg Int | Load Reg Int
| Prim Reg (Prim Val) | Prim (Prim Val)
deriving stock (Show, Generic, Data) deriving stock (Show, Generic, Data)
deriving anyclass (NFData) deriving anyclass (NFData)
@@ -98,7 +98,7 @@ instance S.DatumIso Instr where
$ S.With (S.headTagged1 "pop!" S.datumIso >>>) $ S.With (S.headTagged1 "pop!" S.datumIso >>>)
$ S.With (S.headTagged1 "push!" S.datumIso >>>) $ S.With (S.headTagged1 "push!" S.datumIso >>>)
$ S.With (S.headTagged2 "load" S.datumIso S.datumIso >>>) $ S.With (S.headTagged2 "load" S.datumIso S.datumIso >>>)
$ S.With (S.headTagged2 "prim" S.datumIso S.datumIso >>>) $ S.With (S.headTagged1 "prim" S.datumIso >>>)
$ S.End $ S.End
where where
+64 -37
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@@ -122,39 +122,7 @@ stepI e vm (Load r j) = do
stepI e vm (Push v) = traverseOf activeFrame push vm stepI e vm (Push v) = traverseOf activeFrame push vm
where push xs = cons <$> evalVal e vm v <*> pure xs where push xs = cons <$> evalVal e vm v <*> pure xs
stepI e vm (Prim r p) = traverse (evalVal e vm) p >>= \case stepI g vm (Prim p) = stepP g vm p
PrimZeroP x -> case x of
ObjImm (ImmInt n) -> ret . ObjImm . ImmBool $ n == 0
_ -> vmerror [i|bad arg to zero?: #{x}|]
PrimAdd x y -> arith_binop (+) x y
PrimMul x y -> arith_binop (*) x y
PrimSub x y -> arith_binop (-) x y
PrimDiv x y -> arith_binop div x y
PrimMakeClosure f env ->
case f of
ObjImm (ImmLabel l) -> ret . ObjHob $ HobClosure l env
_ -> vmerror [i|expected label, got #{f}|]
PrimEnvCode env ->
case env of
ObjHob (HobClosure l _) -> ret . ObjImm . ImmLabel $ l
_ -> vmerror [i|expected closure, got #{env}|]
PrimEnvRef env n ->
case env of
ObjHob (HobClosure _ xs) -> ret $ xs ^?! ix n
_ -> vmerror [i|expected closure, got #{env}|]
PrimCons x y -> ret $ ObjHob $ HobPair x y
PrimCar x -> case x of
ObjHob (HobPair car _) -> ret car
_ -> vmerror [i|expected pair, got ${x}|]
PrimCdr x -> case x of
ObjHob (HobPair _ cdr) -> ret cdr
_ -> vmerror [i|expected pair, got ${x}|]
x -> vmerror [i|unimplemented prim: #{p}|]
where
ret v = pure $ vm & #registers . at r ?~ v
arith_binop op (ObjImm (ImmInt x)) (ObjImm (ImmInt y)) =
ret $ ObjImm (ImmInt (op x y))
arith_binop _ x y = vmerror [i|bad arith: #{x}, #{y}|]
stepI e vm (Pop r) = case vm ^? activeFrame . _Cons of stepI e vm (Pop r) = case vm ^? activeFrame . _Cons of
Nothing -> vmerror "empty stack" Nothing -> vmerror "empty stack"
@@ -188,6 +156,9 @@ stepT g vm tc@(Return nret) = do
vm & traverseOf #stack (fmap snd . popFrame) vm & traverseOf #stack (fmap snd . popFrame)
& mapped . activeFrame %~ pushes xs & mapped . activeFrame %~ pushes xs
& mapped %~ jumpToRoutine rt & mapped %~ jumpToRoutine rt
-- it is not essential we clear the registers, but it'll make
-- bugs more obvious.
& mapped . #registers .~ mempty
stepT g vm tc@(TailCall nargs) = do stepT g vm tc@(TailCall nargs) = do
(args,f,ra) <- parseTailCall nargs (vm ^. activeFrame) (args,f,ra) <- parseTailCall nargs (vm ^. activeFrame)
@@ -203,8 +174,8 @@ stepT g vm tc@(TailCall nargs) = do
& jumpToRoutine rt & jumpToRoutine rt
-- replace the active frame; don't push a new one. -- replace the active frame; don't push a new one.
& activeFrame .~ newFrame & activeFrame .~ newFrame
-- it is not essential we clear the registers, but it'll -- it is not essential we clear the registers, but it'll make
-- make bugs more obvious. -- bugs more obvious.
& #registers .~ mempty & #registers .~ mempty
stepT g vm (If c t f) = do stepT g vm (If c t f) = do
@@ -213,6 +184,42 @@ stepT g vm (If c t f) = do
_ -> t _ -> t
pure $ jumpToBlock branch vm pure $ jumpToBlock branch vm
stepP :: Jalmot :> es => Env -> VM -> Prim Val -> Eff es VM
stepP g vm p = traverse (evalVal g vm) p >>= \case
PrimZeroP x -> case x of
ObjImm (ImmInt n) -> ret1 . ObjImm . ImmBool $ n == 0
_ -> vmerror [i|bad arg to zero?: #{x}|]
PrimAdd x y -> arith_binop (+) x y
PrimMul x y -> arith_binop (*) x y
PrimSub x y -> arith_binop (-) x y
PrimDiv x y -> arith_binop div x y
PrimMakeClosure f env ->
case f of
ObjImm (ImmLabel l) -> ret1 . ObjHob $ HobClosure l env
_ -> vmerror [i|expected label, got #{f}|]
PrimEnvCode env ->
case env of
ObjHob (HobClosure l _) -> ret1 . ObjImm . ImmLabel $ l
_ -> vmerror [i|expected closure, got #{env}|]
PrimEnvRef env n ->
case env of
ObjHob (HobClosure _ xs) -> ret1 $ xs ^?! ix n
_ -> vmerror [i|expected closure, got #{env}|]
PrimCons x y -> ret1 $ ObjHob $ HobPair x y
PrimCar x -> case x of
ObjHob (HobPair car _) -> ret1 car
_ -> vmerror [i|expected pair, got ${x}|]
PrimCdr x -> case x of
ObjHob (HobPair _ cdr) -> ret1 cdr
_ -> vmerror [i|expected pair, got ${x}|]
x -> vmerror [i|unimplemented prim: #{p}|]
where
ret vs = pure $ vm & activeFrame . #locals <>:~ vs
ret1 v = ret [v]
arith_binop op (ObjImm (ImmInt x)) (ObjImm (ImmInt y)) =
ret1 $ ObjImm (ImmInt (op x y))
arith_binop _ x y = vmerror [i|bad arith: #{x}, #{y}|]
popFrame :: (HasCallStack, Jalmot :> es) => Stack -> Eff es (Frame, Stack) popFrame :: (HasCallStack, Jalmot :> es) => Stack -> Eff es (Frame, Stack)
@@ -380,6 +387,11 @@ ppDoc p t =
.syn-paren-2 { color: green; } .syn-paren-2 { color: green; }
.syn-paren-3 { color: navy; } .syn-paren-3 { color: navy; }
.syn-paren-4 { color: purple; } .syn-paren-4 { color: purple; }
.stack-frame
{ display: inline-flex
; flex-direction: row
; column-gap: 0.5em
}
""" """
body_ do body_ do
details_ do details_ do
@@ -432,11 +444,26 @@ ppVM vm = do
td_ do td_ do
code_ curi code_ curi
td_ do td_ do
let xs = vm ^.. activeFrame . each . to ppDatum ppStack vm.stack
sequence_ $ intersperse " | " xs
where where
curi = vm ^?! failing (#code . _head . to ppDatum) (#tail . to ppDatum) curi = vm ^?! failing (#code . _head . to ppDatum) (#tail . to ppDatum)
ppStack :: Stack -> Html ()
ppStack stk = do
span_ [class_ "stack"] do
stk ^.. each
& fmap ppFrame
& intersperse " | "
& sequence_
ppFrame :: Frame -> Html ()
ppFrame frm = do
span_ [class_ "stack-frame"] do
sequence_ $ frm ^.. #locals . each . to ppDatum
ppData :: S.DataIso a => a -> Html ()
ppData = htmlData . runJalmotUnsafe . S.toData S.dataIso
ppDatum :: S.DatumIso a => a -> Html () ppDatum :: S.DatumIso a => a -> Html ()
ppDatum = htmlDatum . runJalmotUnsafe . S.toDatum S.datumIso ppDatum = htmlDatum . runJalmotUnsafe . S.toDatum S.datumIso
+25 -20
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@@ -20,42 +20,44 @@ test_stackify =
, procedure , procedure
] ]
evalsTo :: List Obj -> Sut.Exp -> Assertion evalsTo :: HasCallStack => List Obj -> Sut.Program -> Assertion
evalsTo rs e = runJalmotUnsafe (Stk.eval e') @?= rs evalsTo rs e = runJalmotUnsafe (Stk.eval e') @?= rs
where where
e' = e & CPS.MkLambda [] "_ktail" e' = e & Sut.stackifyProgram & runGenSym & runPureEff
& CPS.MkProgram
& Sut.stackifyProgram & runGenSym & runPureEff
trivialReturn = testGroup "trivial return" trivialReturn = testGroup "trivial return"
[ testCase "return int" do [ testCase "return int" do
evalsTo [ObjImm (ImmInt 4)] evalsTo [ObjImm (ImmInt 4)]
[cps|(continue halt 4)|] [cps|(λ (ktail) (continue ktail 4))|]
, testCase "return bool" do , testCase "return bool" do
evalsTo [ObjImm (ImmBool True)] evalsTo [ObjImm (ImmBool True)]
[cps|(continue halt #t)|] [cps|(λ (ktail) (continue ktail #t))|]
evalsTo [ObjImm (ImmBool False)] evalsTo [ObjImm (ImmBool False)]
[cps|(continue halt #f)|] [cps|(λ (ktail) (continue ktail #f))|]
] ]
tailCall = testGroup "tail call" tailCall = testGroup "tail call"
[ testCase "square" do [ testCase "square" do
evalsTo [ObjImm (ImmInt 16)] evalsTo [ObjImm (ImmInt 16)] [cps|
[cps|(letrec ((square (λ (x ktail) (λ (ktail0)
(prim (* x x) (letrec ((square (λ (x ktail)
(κ (x0) (continue ktail x0)))))) (prim (* x x)
(square 4 halt))|] (κ (x0) (continue ktail x0))))))
(square 4 halt)))
|]
] ]
prim = testGroup "prim" prim = testGroup "prim"
[ testCase "multiply" do [ testCase "multiply" do
evalsTo [ObjImm (ImmInt 20)] evalsTo [ObjImm (ImmInt 20)]
[cps|(prim (* 4 5) [cps|(λ (ktail0)
(κ (x) (continue halt x)))|] (prim (* 4 5)
(κ (x) (continue ktail0 x))))|]
, testCase "add" do , testCase "add" do
evalsTo [ObjImm (ImmInt 9)] evalsTo [ObjImm (ImmInt 9)]
[cps|(prim (+ 4 5) [cps|(λ (ktail0)
(κ (x) (continue halt x)))|] (prim (+ 4 5)
(κ (x) (continue ktail0 x))))|]
-- , testGroup "call/cc" -- , testGroup "call/cc"
-- [ testCase "trivial" do -- [ testCase "trivial" do
-- evalsTo [ObjImm (ImmInt 123)] -- evalsTo [ObjImm (ImmInt 123)]
@@ -66,14 +68,17 @@ prim = testGroup "prim"
condition = testCase "if" do condition = testCase "if" do
evalsTo [ObjImm (ImmInt 123)] evalsTo [ObjImm (ImmInt 123)]
[cps|(if #t (continue halt 123) (continue halt 456))|] [cps|(λ (ktail0)
(if #t (continue ktail0 123) (continue ktail0 456)))|]
evalsTo [ObjImm (ImmInt 456)] evalsTo [ObjImm (ImmInt 456)]
[cps|(if #f (continue halt 123) (continue halt 456))|] [cps|(λ (ktail0)
(if #f (continue ktail0 123) (continue ktail0 456)))|]
procedure = testGroup "procedure" procedure = testGroup "procedure"
[ testCase "factorial" do [ testCase "factorial" do
evalsTo [ObjImm (ImmInt 720)] evalsTo [ObjImm (ImmInt 720)]
[cps|(letrec ((fac (λ (n ktail) [cps|(λ (ktail0)
(letrec ((fac (λ (n ktail)
(prim (zero? n) (prim (zero? n)
(κ (x0) (κ (x0)
(if x0 (if x0
@@ -86,5 +91,5 @@ procedure = testGroup "procedure"
(κ (x3) (κ (x3)
(continue ktail x3)))))) (continue ktail x3))))))
(fac x1 fac-k0)))))))))) (fac x1 fac-k0))))))))))
(fac 6 halt))|] (fac 6 halt)))|]
] ]
+6 -8
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@@ -76,8 +76,7 @@ test_root = testGroup "stack machine"
(tail-call 1)) (tail-call 1))
(define $square (define $square
(pop! %x) (pop! %x)
(prim %x2 (* %x %x)) (prim (* %x %x))
(push! %x2)
(return 1)) (return 1))
|] |]
, testGroup "factorial" , testGroup "factorial"
@@ -90,20 +89,19 @@ test_root = testGroup "stack machine"
(tail-call 1)) (tail-call 1))
(define $fac (define $fac
(load %n 0) (load %n 0)
(prim %x0 (zero? %n)) (prim (zero? %n))
(pop! %x0)
(if %x0 (if %x0
(then (push! 1) (then (push! 1)
(return 1)) (return 1))
(else (prim %x1 (- %n 1)) (else (push! $fac-c0)
(push! $fac-c0)
(push! $fac) (push! $fac)
(push! %x1) (prim (- %n 1))
(call 1)))) (call 1))))
(define $fac-c0 (define $fac-c0
(pop! %x2) (pop! %x2)
(pop! %n) (pop! %n)
(prim %x3 (* %n %x2)) (prim (* %n %x2))
(push! %x3)
(return 1)) (return 1))
|] |]
mkcase n = testCase [i|#{n}|] do mkcase n = testCase [i|#{n}|] do