- Haskell-Cafe - Haskell.org

how to track down out-of-bounds error?
by David Roundy 28 May '03

28 May '03

In some code which uses UArrays, I'm getting the following error: Fail: Ix{Int}.index: Index (3723) out of range ((0,3722)) Presumably this means I'm trying to access one beyond the end of an array. The problem is trying to figure out where I'm doing this. Unfortunately, I have only been able to see this error on a rather large test repository, where it takes seven minutes for the test to show up. Any suggestions how I might most easily track this bug down? -- David Roundy http://www.abridgegame.org

4 3

Why is this program leaking memory ?
by Ahn Ki-yung 28 May '03

28 May '03

I'm playing with the lazy abstract machine of 1997 Sestoft's paper. I implemented this with haskell using ghc 5.04.3. I lambda lifted the original input expression to prevent memory leak of "Lazy Abstarc Machine", and it works fine. I tested with the leaky program example of the Sestoft 97 paper. [kyagrd@OBIWAN transform]$ cat test.txt let ff = \n.let i=\x.x in ff i in ff ff I printed the 4 tuples (Heap, Exp, Env, Stack) each step. It goes on and on like this. [kyagrd@OBIWAN transform]$ ./main.exe < test.txt let "ff"=\"n".let "i"=\"x"."x" in "ff" "i" in "ff" "ff" let 1=\2.let 3=\4.4 in 1 3 in 1 1 let -1=\2.-1 -3 -3=\4.4 in -1 -1 let -1=\2.-1 -3 -3=\4.4 in -1 -1 let 0=\0.1 2 0=\0.0 in 0 0 ([],let 0=\0.1 2 0=\0.0 in 0 0,[],[]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],0 0,[2,1],[]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],0,[2,1],[2]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],\0.1 2,[2,1],[2]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],1 2,[2,2,1],[]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],1,[2,2,1],[1]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],\0.1 2,[2,1],[1]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],1 2,[1,2,1],[]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],1,[1,2,1],[1]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],\0.1 2,[2,1],[1]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],1 2,[1,2,1],[]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],1,[1,2,1],[1]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],\0.1 2,[2,1],[1]) ([(2,(\0.1 2,[2,1])),(1,(\0.0,[2,1]))],1 2,[1,2,1],[]) ... But Strangely the Haskell heap memory leaks if I omit printing every step but only print the result. [kyagrd@OBIWAN transform]$ ./main.exe < test.txt let "ff"=\"n".let "i"=\"x"."x" in "ff" "i" in "ff" "ff" let 1=\2.let 3=\4.4 in 1 3 in 1 1 let -1=\2.-1 -3 -3=\4.4 in -1 -1 let -1=\2.-1 -3 -3=\4.4 in -1 -1 let 0=\0.1 2 0=\0.0 in 0 0 c:\MyDoc\iFolder\kyagrd\LAZY\transform\main.exe: fatal error: RTS exhausted max heap size (268435456 bytes) I attach my source code except for the parser and lexer stuff. I switched between two main' and main fucntion. Why, in the Main module, "printNreduce" do not leak but while "printeval" leaks ? Can't understand this behavior. module Main where import Syntax import Parser import Lazyeval import MonadST printeval q = if q'==q then print q' else printeval q' where q' = reduce q printNreduce q = if q'==q then print q' else (print q >> printNreduce q') where q' = reduce q -- print every step does not leak main = do s <- getContents let e = parser s e' <- printNpreprocess e printNreduce ([],e',[],[]) -- print only result leak !! main' = do s <- getContents let e = parser s e' <- printNpreprocess e printeval ([],e',[],[]) printNpreprocess e = print e >> print e1 >> print e2 >> print e3 >> print e' >> return e' where ((ns,[]),e1) = evalST ([1..],[]) (uniqueify e) e2 = lambdalift negate e1 (ns3,e3) = evalST ns (normalize e2) e' = bruijnize e3 {- Syntax.hs preprocessing of lazy language for evaluation Ahn Ki-yung -} module Syntax where import MonadST import List data Lambda id = Var id | App (Lambda id) (Lambda id) | Lam id (Lambda id) | Let [(id,Lambda id)] (Lambda id) -- deriving (Eq, Ord) deriving (Eq, Ord, Read) instance Show a => Show (Lambda a) where show (Var s) = show s show (Lam s e) = '\\':show s ++ '.':show e show (App e e') = showParenExpr e ++ ' ' : showParenExpr e' where showParenExpr e@(Var s) = show e showParenExpr e = '(':show e++")" show (Let h e) = "let" ++ concat [' ':show s++'=':show e|(s,e)<-h] ++ " in " ++ show e instance Functor Lambda where fmap f (Var x) = Var (f x) fmap f (App e e') = App (fmap f e) (fmap f e') fmap f (Lam x e) = Lam (f x) (fmap f e) fmap f (Let ds e) = Let [(f x,fmap f e)|(x,e)<-ds] (fmap f e) transform (getId,putId,popId) = trans where newId x = putId x >> getId x trans (Var x) = do { x'<-getId x; return (Var x') } trans (App e e1) = do { e'<-trans e; e1'<-trans e1; return (App e' e1') } trans (Lam x e) = do { x'<-newId x; e'<-trans e; popId x; return (Lam x' e') } trans (Let ds e) = do let (xs,es) = unzip ds xs'<-mapM newId xs es'<-mapM trans es let ds' = zip xs' es' e'<-trans e mapM popId xs return (Let ds' e') uniqueify :: (Eq a, Eq b) => Lambda a -> StateTrans ([b],[(a,b)]) (Lambda b) uniqueify = transform (getId,putId,popId) where getId x = do (_,l) <- readST let Just (_,n) = find ((x==).fst) l return n putId x = do (n:ns,l) <- readST writeST (ns,(x,n):l) popId x = do (ns,l) <- readST writeST (ns,deleteBy (\p-> \q->fst p==fst q) (x,head ns) l) normalize :: Lambda a -> StateTrans [a] (Lambda a) normalize = normExpr where newvar = do (x:xs) <- readST writeST xs return x normExpr (Var x) = return (Var x) normExpr (Lam x e) = do e' <- normExpr e return (Lam x e') normExpr (App e (Var x)) = do e' <- normExpr e return (App e' (Var x)) normExpr (App e1 e2) = do x <- newvar e1' <- normExpr e1 e2' <- normExpr e2 return (Let [(x,e2')] (App e1' (Var x))) normExpr (Let ds e) = do let (vs,es) = unzip ds es' <- mapM normExpr es let ds' = zip vs es' e' <- normExpr e return (Let ds' e') (f,g)@@(x,y) = (f x, g y) -- assumes uniquified normalized e lambdalift topv e = Let ds (subsfree [] topv d' e') where d' = delcombs [] d ds = [ (topv x, foldr Lam (subsfree fv topv d' e) fv) | (x,fv,e)<-d' ] (d,fv,e') = llift e delcombs combs d = if combs/=combs' then delcombs combs' [(x,fv\\combs',e) | (x,fv,e)<-d] else d where combs' = [x | (x,[],_)<-d] -- assumes uniquified and no lets -- done llift subsfree bv topv d e = subs e where var' = Var . topv subs (Var x) = case find (\(y,_,_)->x==y && not (elem x bv)) d of Just (_,fv,_) -> foldl App (var' x) (map var' fv) _ -> Var x subs (App e e') = App (subs e) (subs e') subs (Lam x e) = Lam x (subs e) -- assumes uniquified llift (Var x) = ([], [x], Var x) llift (App e e') = (d1++d2, union fv1 fv2, App e1 e2) where (d1,fv1,e1) = llift e (d2,fv2,e2) = llift e' llift (Lam x e) = (d, fv\\[x], Lam x e') where (d, fv, e') = llift e llift (Let ds e) = (dd++d', fv, e') where (d, fv, e') = llift e xds = map ((id,llift)@@) ds dd = [ (x, fv\\[x], e) | (x,(d,fv,e))<-xds ] d' = foldr (++) d [d | (_,(d,_,_))<-xds] bruijnize e = bruijn [] e elemIndex' x xs = (\(Just i)->i) $ elemIndex x xs bruijn xs (Var x) = Var (elemIndex' x xs) bruijn xs (Lam x e) = Lam 0 (bruijn (x:xs) e) bruijn xs (App e e') = App (bruijn xs e) (bruijn xs e') bruijn xs (Let ds e) = Let [(0,bruijn xs' e) | e<-es] (bruijn xs' e) where (vs,es) = unzip ds xs' = vs ++ xs module Lazyeval where import Syntax import List data StackElem = Update Int | Point Int deriving Eq instance Show StackElem where show (Update i) = '#':show i show (Point i) = show i getHeap p = (\(Just x)->snd x) . find ((p==).fst) setHeap t@(p,e) = insertBy (mapF2 fst $ flip compare) t . deleteBy (mapF2 fst (==)) t where mapF2 g f2 x y = f2 (g x) (g y) reduce (h,App e (Var i),env,s) = (h,e,env,Point(env!!i):s) reduce (h,Lam _ e,env,Point p:s) = (h,e,p:env,s) reduce (h,Var i,env,s) = (h,e',env',s') where s' = case e' of Lam _ _ ->s; _->Update p:s (e',env') = getHeap p h p = env!!i reduce (h,Lam x e,env,Update p:s) = (setHeap (p,(Lam x e,env)) h,Lam x e,env,s) reduce (h,Let ds e,env,s) = (h',e,env',s) where es = snd (unzip ds) h' = newhs ++ h env' = newps ++ env newhs = zip newps [(e,env')|e<-es] newps = take n [m+n,m+n-1..] m = if null h then 0 else (head . fst . unzip) h n = length es reduce q = q fix f x = if x'==x then x else fix f x' where x' = f x eval = fix reduce module MonadST (readST, writeST, applyST, evalST, valueST, stateST, StateTrans) where data StateTrans s a = ST { st :: s -> (s,a) } instance Monad (StateTrans a) where return x = ST (\s -> (s, x)) m >>= f = ST (\s -> let (s',x) = st m s in st (f x) s') readST = ST (\s -> (s, s)) writeST s' = ST (\s -> (s', ())) applyST f = ST (\s -> (f s, ())) evalST s m = st m s valueST s = snd . evalST s stateST s = fst . evalST s

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RE: Question about Haskell lexer and parser.
by Simon Marlow 28 May '03

28 May '03

> Question is really about layout rules. > If the first lexeme of a module is not a "module" keyword, we insert > {n}, where n is the indentation of first lexeme. Then we apply > function L to the list of lexemes and stack of layouts: > > L ({n}:lexemes) [] > > One of first case definitions of L covers this situation: > L ({n}:ts) [] > | n>0 = {:L ts [n] -- n>0 means that layout isn't explicit. > It's obvious that after our first {n} comes usual lexeme, like Var. > This situaiton is covered in the following L rule: > > L (t:ts) (m:ms) > | m /= 0 = }:L (t:ts) ms -- Haskell Report says that we here > -- should recognize parsing errors > -- but how we can do that in lexer? This rule only applies if there is a parse error on the next token (t). The report explains what this means in "Note 5". It does mean that layout processing can't be done entirely in the lexer, the parser has to be involved too. This is what makes parsing layout in Haskell hard. Take a look at some of the existing Haskell parsers to see how it can be done: there are two in GHC's source tree (one in GHC itself, another in libraries/haskell-src). Hugs's parser is written in C but uses similar techniques. nhc98's parser uses parsing combinators IIRC. Cheers, Simon

2 1

Re: Haskell Employers
by David Barton 27 May '03

27 May '03

Ashley Yakeley writes: > So are there companies that pay people to write in Haskell, or indeed in > any functional language? I do know of Galois Connections in Oregon; are > there others? > > As a Haskell developer looking for a job, this would certainly be useful > information... I can't say we are using Haskell (well, we have for a small thing or two, but not enough to justify hiring someone for it). However, I think that the use of higher level languages in general are increasing. We'll be looking for someone soon to develop, not only in C++ or Java, but also in a new systems design language called Rosetta (http://www.sldl.org) I predict that the use of such languages will increase in the next few years --- slowly at first, then faster --- particularly in the systems and hardware design arenas, even more than in software. Dave Barton EDAptive Computing

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Happy
by Pablo Dejuan 27 May '03

27 May '03

Hi. I've just started using haskell and I've some problems with the generated file of happy, the example.hs. When I try to load it, It complains that isAlpha, isDigit and isSpace are variables not in scope. This means I should import a particular module to do so? TIA

2 1

failure notice
by MAILER-DAEMON＠foshan.net 27 May '03

27 May '03

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I am just starting out
by Andy Schmidt 27 May '03

27 May '03

Hi, my name is Andy Schmidt and I stumbled across this website as I started my quest for the best programming language. I am only in college and I am trying to learn as many languages as I can. I hope haskell will be the one I stick with. -Andy _________________________________________________________________ Help STOP SPAM with the new MSN 8 and get 2 months FREE* http://join.msn.com/?page=features/junkmail

11 16

Re:For All Educational Personnel
by epcinquire＠epcparts.com 27 May '03

27 May '03

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1 0

re: re: 你好
by 高明 26 May '03

26 May '03

1 0

Italian-crafted Rolex - only $65 - $140!! Free SHIPPING ! !
by james＠hello.com 26 May '03

26 May '03

1 0