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go
golang
Commits
72b09bd7
Commit
72b09bd7
authored
Feb 28, 2013
by
Dmitriy Vyukov
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runtime: add matrix multiplication benchmark
R=golang-dev, r CC=golang-dev
https://golang.org/cl/7431047
parent
bd889907
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proc_test.go
src/pkg/runtime/proc_test.go
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src/pkg/runtime/proc_test.go
View file @
72b09bd7
...
...
@@ -5,6 +5,7 @@
package
runtime_test
import
(
"math"
"runtime"
"sync/atomic"
"testing"
...
...
@@ -225,3 +226,67 @@ func benchmarkCreateGoroutines(b *testing.B, procs int) {
<-
c
}
}
type
Matrix
[][]
float64
func
BenchmarkMatmult
(
b
*
testing
.
B
)
{
b
.
StopTimer
()
// matmult is O(N**3) but testing expects O(b.N),
// so we need to take cube root of b.N
n
:=
int
(
math
.
Cbrt
(
float64
(
b
.
N
)))
+
1
A
:=
makeMatrix
(
n
)
B
:=
makeMatrix
(
n
)
C
:=
makeMatrix
(
n
)
b
.
StartTimer
()
matmult
(
nil
,
A
,
B
,
C
,
0
,
n
,
0
,
n
,
0
,
n
,
8
)
}
func
makeMatrix
(
n
int
)
Matrix
{
m
:=
make
(
Matrix
,
n
)
for
i
:=
0
;
i
<
n
;
i
++
{
m
[
i
]
=
make
([]
float64
,
n
)
for
j
:=
0
;
j
<
n
;
j
++
{
m
[
i
][
j
]
=
float64
(
i
*
n
+
j
)
}
}
return
m
}
func
matmult
(
done
chan
<-
struct
{},
A
,
B
,
C
Matrix
,
i0
,
i1
,
j0
,
j1
,
k0
,
k1
,
threshold
int
)
{
di
:=
i1
-
i0
dj
:=
j1
-
j0
dk
:=
k1
-
k0
if
di
>=
dj
&&
di
>=
dk
&&
di
>=
threshold
{
// divide in two by y axis
mi
:=
i0
+
di
/
2
done1
:=
make
(
chan
struct
{},
1
)
go
matmult
(
done1
,
A
,
B
,
C
,
i0
,
mi
,
j0
,
j1
,
k0
,
k1
,
threshold
)
matmult
(
nil
,
A
,
B
,
C
,
mi
,
i1
,
j0
,
j1
,
k0
,
k1
,
threshold
)
<-
done1
}
else
if
dj
>=
dk
&&
dj
>=
threshold
{
// divide in two by x axis
mj
:=
j0
+
dj
/
2
done1
:=
make
(
chan
struct
{},
1
)
go
matmult
(
done1
,
A
,
B
,
C
,
i0
,
i1
,
j0
,
mj
,
k0
,
k1
,
threshold
)
matmult
(
nil
,
A
,
B
,
C
,
i0
,
i1
,
mj
,
j1
,
k0
,
k1
,
threshold
)
<-
done1
}
else
if
dk
>=
threshold
{
// divide in two by "k" axis
// deliberately not parallel because of data races
mk
:=
k0
+
dk
/
2
matmult
(
nil
,
A
,
B
,
C
,
i0
,
i1
,
j0
,
j1
,
k0
,
mk
,
threshold
)
matmult
(
nil
,
A
,
B
,
C
,
i0
,
i1
,
j0
,
j1
,
mk
,
k1
,
threshold
)
}
else
{
// the matrices are small enough, compute directly
for
i
:=
i0
;
i
<
i1
;
i
++
{
for
j
:=
j0
;
j
<
j1
;
j
++
{
for
k
:=
k0
;
k
<
k1
;
k
++
{
C
[
i
][
j
]
+=
A
[
i
][
k
]
*
B
[
k
][
j
]
}
}
}
}
if
done
!=
nil
{
done
<-
struct
{}{}
}
}
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