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Glasgow Haskell Compiler
nofib
Commits
2640ba70
Commit
2640ba70
authored
Jul 20, 2010
by
Simon Marlow
Browse files
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update to work with parallel3.x
parent
01fefbbb
Changes
7
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7 changed files
with
52 additions
and
221 deletions
+52
221
parallel/Makefile
parallel/Makefile
+5
1
parallel/coins/coins.hs
parallel/coins/coins.hs
+3
1
parallel/gray/Illumination.hs
parallel/gray/Illumination.hs
+9
24
parallel/mandel/Mandel.lhs
parallel/mandel/Mandel.lhs
+12
113
parallel/partree/Tree.hs
parallel/partree/Tree.hs
+3
3
parallel/prsa/Rsa.hs
parallel/prsa/Rsa.hs
+9
12
parallel/ray/Main.lhs
parallel/ray/Main.lhs
+11
67
No files found.
parallel/Makefile
View file @
2640ba70
TOP
=
..
include
$(TOP)/mk/boilerplate.mk
SUBDIRS
=
parfib partree sumeuler matmult ray gray prsa mandel queens
SUBDIRS
=
parfib partree sumeuler matmult ray gray prsa mandel queens coins
# CPP SYMBOLS
#
# DSTRATEGIES_2 to use the version 2 strategies library (default is 3)
# partak: program needs work to make it parallel
...
...
parallel/coins/coins.hs
View file @
2640ba70
...
...
@@ 3,6 +3,8 @@
import
Data.List
import
System.Environment
import
Control.Parallel
import
Control.Parallel.Strategies
import
Control.Applicative
 Rough results, GHC 6.13: (val=777)
 V1 (SDM): 2.2s
...
...
@@ 76,7 +78,7 @@ payA_par depth val ((c,q):coins) acc

otherwise
=
res
where
res
=
right
`
par
`
left
`
pseq
`
append
left
right
res
=
unEval
$
pure
append
<*>
rpar
left
<*>
rwhnf
right
left
=
payA_par
(
if
q
==
1
then
(
depth

1
)
else
depth
)
(
val

c
)
coins'
(
c
:
acc
)
right
=
payA_par
(
depth

1
)
val
coins
acc
...
...
parallel/gray/Illumination.hs
View file @
2640ba70
...
...
@@ 5,7 +5,7 @@
 Modified to use stdout (for testing)
{# LANGUAGE BangPatterns #}
{# LANGUAGE BangPatterns
,CPP
#}
module
Illumination
(
Object
,
Light
(
..
)
...
...
@@ 14,6 +14,7 @@ module Illumination
)
where
import
Control.Parallel
import
Control.Parallel.Strategies
(
withStrategy
,
parBuffer
,
rwhnf
)
import
Array
import
Char
(
chr
)
...
...
@@ 33,9 +34,15 @@ render :: (Matrix,Matrix) > Color > [Light] > Object > Int >
Radian
>
Int
>
Int
>
String
>
IO
()
render
(
m
,
m'
)
amb
ls
obj
dep
fov
wid
ht
file
=
do
{
debugging
;
putStrLn
(
showBitmap'
wid
ht
(
lazyParList
100
(
map
(
\
x
>
seqList
x
`
pseq
`
x
)
pixels
)
))
;
putStrLn
(
showBitmap'
wid
ht
(
parallel
pixels
))
}
where
#
ifdef
STRATEGIES_2
parallel
=
parBuffer
100
rwhnf
.
map
(
\
x
>
seqList
x
`
pseq
`
x
)
#
else
parallel
=
withStrategy
(
parBuffer
100
rwhnf
)
.
map
(
\
x
>
seqList
x
`
pseq
`
x
)
#
endif
debugging
=
return
()
{
do { putStrLn (show cxt)
...
...
@@ 70,32 +77,10 @@ render (m,m') amb ls obj dep fov wid ht file

(
xd
,
yd
)
<
[(

0.333
,
0.0
),
(
0.333
,
0.0
),
(
0.0
,

0.333
),
(
0.0
,
0.333
)]
]
parListN
::
Int
>
[
a
]
>
[
a
]
parListN
0
xs
=
xs
parListN
!
n
[]
=
[]
parListN
!
n
(
x
:
xs
)
=
x
`
par
`
parListN
(
n

1
)
xs
 like parListN, but starts the sparks in reverse order
parListN1
::
Int
>
[
a
]
>
[
a
]
>
[
a
]
parListN1
0
xs
ys
=
parList
ys
`
pseq
`
xs
parListN1
!
n
[]
ys
=
parList
ys
`
pseq
`
[]
parListN1
!
n
(
x
:
xs
)
ys
=
parListN1
(
n

1
)
xs
(
x
:
ys
)
seqList
::
[
a
]
>
()
seqList
[]
=
()
seqList
(
x
:
xs
)
=
x
`
pseq
`
seqList
xs
parList
::
[
a
]
>
()
parList
[]
=
()
parList
(
x
:
xs
)
=
x
`
par
`
parList
xs
lazyParList
::
Int
>
[
a
]
>
[
a
]
lazyParList
!
n
xs
=
go
xs
(
parListN1
n
xs
[]
)
where
go
[]
_ys
=
[]
go
(
x
:
xs
)
[]
=
x
:
xs
go
(
x
:
xs
)
(
y
:
ys
)
=
y
`
par
`
(
x
:
go
xs
ys
)
avg
cs
=
divN
(
fromIntegral
(
length
cs
))
(
uncolor
(
sumCC
cs
))
where
divN
n
(
r
,
g
,
b
)
=
color
(
r
/
n
)
(
g
/
n
)
(
b
/
n
)
...
...
parallel/mandel/Mandel.lhs
View file @
2640ba70
...
...
@@ 7,12 +7,12 @@
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\begin{onlystandalone}
\begin{code}
{# LANGUAGE BangPatterns #}
{# LANGUAGE BangPatterns
,CPP
#}
module Mandel where
import Complex  1.3
import PortablePixmap
import Control.Parallel
import Control.Parallel.Strategies
(using)
import Control.Parallel.Strategies
 import qualified NewStrategies as NS
default ()
\end{code}
...
...
@@ 125,121 +125,20 @@ the @whenDiverge@ function over a complex plain of values.
\begin{code}
parallelMandel:: [[Complex Double]] > Int > Double > [Int]
parallelMandel mat limit radius
= concat $
 NewStrategies version:
 NS.parListBuffer 50 (NS.seqList id) $
 map (map (whenDiverge limit radius)) mat
 NewStrategies version:
 NS.parListBufferRev 50 (NS.seqList id) $
 map (map (whenDiverge limit radius)) mat
 lazyParList version:
 lazyParList 50
 [ let l = map (whenDiverge limit radius) xs
 in seqList l `pseq` l
  xs < mat ]
 lazyParList1 version:
parBuffer 70
[ let l = map (whenDiverge limit radius) xs
in seqList l `pseq` l
 xs < mat ]
 = lazyParListChunk 100 100 $ map (whenDiverge limit radius) mat
 = lazyParMap 512 (whenDiverge limit radius) mat
parBuffer :: Int > [a] > [a]
parBuffer n xs = return xs (start n xs)
= concat $ parallel [ let l = map (whenDiverge limit radius) xs
in Mandel.seqList l `pseq` l
 xs < mat ]
where
return (x:xs) (y:ys) = y `par` (x : return xs ys)
return xs [] = xs
start !n [] = []
start 0 ys = ys
start !n (y:ys) = y `par` start (n1) ys
 parListN :: Int > [a] > [a]
 parListN 0 xs = xs
 parListN !n [] = []
 parListN !n (x:xs) = x `par` parListN (n1) xs
lazyParList :: Int > [a] > [a]
lazyParList !n xs = go xs (parListN n xs)
where
go [] _ys = []
go (x:xs) [] = x : xs
go (x:xs) (y:ys) = y `par` (x : go xs ys)
lazyParList1 :: Int > [a] > [a]
lazyParList1 !n xs = go xs (parListN1 n xs [])
where
go [] _ys = []
go (x:xs) [] = x : xs
go (x:xs) (y:ys) = y `par` (x : go xs ys)
 parMap :: (a > b) > [a] > [b]
 parMap f [] = []
 parMap f (x:xs) = let fx = f x; fxs = parMap f xs in fx `par` fxs `pseq` fx:fxs
parList :: [a] > ()
parList [] = ()
parList (x:xs) = x `par` parList xs
 parListN version 1: leads to fights as all capabilities try to
 steal the early sparks, and the main thread gets blocked.
parListN :: Int > [a] > [a]
parListN 0 xs = xs
parListN !n [] = []
parListN !n (x:xs) = x `par` parListN (n1) xs
 like parListN, but starts the sparks in reverse order
parListN1 :: Int > [a] > [a] > [a]
parListN1 0 xs ys = parList ys `pseq` xs
parListN1 !n [] ys = parList ys `pseq` []
parListN1 !n (x:xs) ys = parListN1 (n1) xs (x:ys)
#ifdef STRATEGIES_2
parallel = parBuffer 70 rwhnf
#else
parallel = withStrategy (parBuffer 70 rwhnf)
#endif
seqList :: [a] > ()
seqList [] = ()
seqList (x:xs) = x `pseq` seqList xs

 parListChunk :: Int > [a] > ()
 parListChunk n [] = ()
 parListChunk n xs = let (ys,zs) = splitAt n xs in
 seqList ys `par` parListChunk n zs
 parListChunkWHNF :: Int > [a] > [a]
 parListChunkWHNF n
 = concat
 . (`using` parList)
 . map (`using` seqList)
 . chunk n
 chunk n [] = []
 chunk n xs = as : chunk n bs where (as,bs) = splitAt n xs

 lazyParList :: Int > [a] > [a]
 lazyParList !n xs = go xs (parListN' n xs [])
 where
 go [] _ys = []
 go (x:xs) [] = x : xs
 go (x:xs) (y:ys) = y `par` (x : go xs ys)
 lazyParListChunk :: Int > Int > [a] > [a]
 lazyParListChunk !n !size xs = go chunks seqchunks (parListN n seqchunks)
 where
 chunks = chunkList size xs
 seqchunks = map seqList chunks

 go :: [[a]] > [()] > [()] > [a]
 go [] _ _ys = []
 go (x:xs) _ [] = concat (x:xs)
 go (x:xs) (y:ys) (z:zs) = z `par` y `pseq` (x ++ go xs ys zs)

 chunkList :: Int > [a] > [[a]]
 chunkList !n [] = []
 chunkList !n xs = chunk : chunkList n rest
 where (chunk,rest) = splitAt n xs
seqList (x:xs) = x `pseq` Mandel.seqList xs
\end{code}
\section{Initialisation of data and graphical rendering.}
...
...
parallel/partree/Tree.hs
View file @
2640ba70
 * haskell *
 Timestamp: <20100
525 16:25:18
simonmar>
 Timestamp: <20100
716 12:10:03
simonmar>

 ADT of a binary tree (values only in leaves).
 Parallel functions use par and seq directly.
...
...
@@ 30,11 +30,11 @@ par_tree_map f (Node left right) =
Node
(
par_tree_map
f
left
)
(
par_tree_map
f
right
)
`
using
`
partree
where
partree
(
Node
l
r
)
=
do
l'
<
(
rpar
`
dot
`
rtree
)
l
l'
<
rpar
(
l
`
using
`
rtree
)
r'
<
rtree
r
return
(
Node
l'
r'
)
rtree
t
=
force_tree
t
`
pseq
`
Done
t
rtree
t
=
force_tree
t
`
pseq
`
return
t
 force evaluation of tree (could use Strategies module instead!)
force_tree
::
(
Integral
a
)
=>
Tree
a
>
()
...
...
parallel/prsa/Rsa.hs
View file @
2640ba70
{# LANGUAGE BangPatterns #}
{# LANGUAGE BangPatterns
,CPP
#}
module
Rsa
(
encrypt
,
decrypt
,
makeKeys
)
where
import
Control.Parallel
import
Control.Parallel.Strategies
encrypt
,
decrypt
::
Integer
>
Integer
>
String
>
String
encrypt
n
e
=
unlines
.
par
Buffer
100
.
map
(
show
.
power
e
n
.
code
)
.
collect
(
size
n
)
decrypt
n
d
=
concat
.
par
Buffer
100
.
map
(
decode
.
power
d
n
.
read
)
.
lines
encrypt
n
e
=
unlines
.
par
allel
.
map
(
show
.
power
e
n
.
code
)
.
collect
(
size
n
)
decrypt
n
d
=
concat
.
par
allel
.
map
(
decode
.
power
d
n
.
read
)
.
lines
 Parallelism 
#
ifdef
STRATEGIES_2
parallel
=
parBuffer
100
rwhnf
#
else
parallel
=
withStrategy
(
parBuffer
100
rseq
)
#
endif
parBuffer
::
Int
>
[
a
]
>
[
a
]
parBuffer
n
xs
=
return
xs
(
start
n
xs
)
where
return
(
x
:
xs
)
(
y
:
ys
)
=
y
`
par
`
(
x
:
return
xs
ys
)
return
xs
[]
=
xs
start
!
n
[]
=
[]
start
0
ys
=
ys
start
!
n
(
y
:
ys
)
=
y
`
par
`
start
(
n

1
)
ys
parmap
::
(
String
>
String
)
>
[
String
]
>
[
String
]
parmap
f
[]
=
[]
...
...
parallel/ray/Main.lhs
View file @
2640ba70
The Ray tracer algorithm taken from Paul Kelly's book, adapted by Greg
Michaelson for SML, converted to (parallel) Haskell by Kevin Hammond!
>
{# LANGUAGE BangPatterns #}
>
{# LANGUAGE BangPatterns
,CPP
#}
>
import
Control.Parallel
>
import
Control.Parallel.Strategies
(
Strategy
,
sparking
,
rwhnf
,
parBuffer
)
>
import
Control.Parallel.Strategies
(
Strategy
,
withStrategy
,
rwhnf
,
parBuffer
)
>
import
System.Environment
>
main
=
do
...
...
@@ 138,71 +138,15 @@ in_poly_test (p,q,r) (A,B,C) Vs
>
where
earliest
=
insert
earlier
NoImpact
>
findImpacts
::
[
Ray
]
>
[
Object
]
>
[
Impact
]
>
findImpacts
rays
objects
=
parBuffer
200
rwhnf
$
map
(
firstImpact
objects
)
rays
>
using
::
a
>
(
a
>
()
)
>
a
>
using
a
s
=
s
a
`
seq
`
a
>
chunk
n
[]
=
[]
>
chunk
n
xs
=
as
:
chunk
n
bs
where
(
as
,
bs
)
=
splitAt
n
xs
mymap f xs = go xs where go [] = []; go (x:xs) = f x : go xs
>
mymap
f
[]
=
[]
>
mymap
f
(
x
:
xs
)
=
f
x
:
map
f
xs
>
parmap
::
(
a
>
b
)
>
[
a
]
>
[
b
]
>
parmap
f
[]
=
[]
>
parmap
f
(
x
:
xs
)
=
fx
`
par
`
(
pmxs
`
par
`
(
fx
:
pmxs
))
>
where
fx
=
f
x
>
pmxs
=
parmap
f
xs
myParBuffer :: Int > [a] > [a]
myParBuffer n xs = return xs (start n xs)
where
return (x:xs) (y:ys) = y `par` (x : return xs ys)
return xs [] = xs
start !n [] = []
start 0 ys = ys
start !n (y:ys) = y `par` start (n1) ys
parBuffer' :: Int > Strategy a > [a] > [a]
parBuffer' n s xs = return xs (start n xs)
where
return (x:xs) (y:ys) = (x : return xs ys)
`sparking` s y
return xs [] = xs
start !n [] = []
start 0 ys = ys
start !n (y:ys) = start (n1) ys `sparking` s y
>
parListN
::
Int
>
[
a
]
>
[
a
]
>
parListN
0
xs
=
xs
>
parListN
!
n
[]
=
[]
>
parListN
!
n
(
x
:
xs
)
=
x
`
par
`
parListN
(
n

1
)
xs
>
>
 like parListN, but starts the sparks in reverse order
>
parListN1
::
Int
>
[
a
]
>
[
a
]
>
[
a
]
>
parListN1
0
xs
ys
=
parList
ys
`
pseq
`
xs
>
parListN1
!
n
[]
ys
=
parList
ys
`
pseq
`
[]
>
parListN1
!
n
(
x
:
xs
)
ys
=
parListN1
(
n

1
)
xs
(
x
:
ys
)
>
>
seqList
::
[
a
]
>
()
>
seqList
[]
=
()
>
seqList
(
x
:
xs
)
=
x
`
pseq
`
seqList
xs
>
>
parList
::
[
a
]
>
()
>
parList
[]
=
()
>
parList
(
x
:
xs
)
=
x
`
par
`
parList
xs
>
>
lazyParList
::
Int
>
[
a
]
>
[
a
]
>
lazyParList
!
n
xs
=
go
xs
(
parListN
n
xs
)
>
where
>
go
[]
_ys
=
[]
>
go
(
x
:
xs
)
[]
=
x
:
xs
>
go
(
x
:
xs
)
(
y
:
ys
)
=
y
`
par
`
(
x
:
go
xs
ys
)
>
findImpacts
rays
objects
=
parallel
$
>
map
(
firstImpact
objects
)
rays
>
where
#ifdef STRATEGIES_2
>
parallel
=
parBuffer
200
rwhnf
#else
>
parallel
=
withStrategy
(
parBuffer
200
rwhnf
)
#endif
(*** Functions to generate a list of rays ******
GenerateRays Detail X Y Z
...
...
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