Skip to content
项目
群组
代码片段
帮助
当前项目
正在载入...
登录 / 注册
切换导航面板
P
pytensor
项目
项目
详情
活动
周期分析
仓库
仓库
文件
提交
分支
标签
贡献者
图表
比较
统计图
议题
0
议题
0
列表
看板
标记
里程碑
合并请求
0
合并请求
0
CI / CD
CI / CD
流水线
作业
日程
统计图
Wiki
Wiki
代码片段
代码片段
成员
成员
折叠边栏
关闭边栏
活动
图像
聊天
创建新问题
作业
提交
问题看板
Open sidebar
testgroup
pytensor
Commits
8b892674
提交
8b892674
authored
6月 18, 2010
作者:
Frederic Bastien
浏览文件
操作
浏览文件
下载
电子邮件补丁
差异文件
added benchmark with numexpr.
上级
f38b603c
隐藏空白字符变更
内嵌
并排
正在显示
2 个修改的文件
包含
199 行增加
和
0 行删除
+199
-0
gen_graph.py
benchmark/numexpr/gen_graph.py
+199
-0
multiple_graph.png
benchmark/numexpr/multiple_graph.png
+0
-0
没有找到文件。
benchmark/numexpr/gen_graph.py
0 → 100644
浏览文件 @
8b892674
import
numpy
as
np
import
numexpr
as
ne
import
timeit
import
theano
import
theano.tensor
as
T
import
pylab
import
matplotlib.pyplot
as
pyplot
def
timeit_2vector_theano
(
init
,
nb_element
=
1e6
,
nb_repeat
=
3
,
nb_call
=
int
(
1e2
),
expr
=
"a**2 + b**2 + 2*a*b"
):
t3
=
timeit
.
Timer
(
"tf(av,bv)"
,
"""
import theano
import theano.tensor as T
import numexpr as ne
from theano.tensor import exp
%(init)
s
av=a
bv=b
a=T.dvector()
b=T.dvector()
tf= theano.function([a,b],
%(expr)
s)
"""
%
locals
()
)
ret
=
t3
.
repeat
(
nb_repeat
,
nb_call
)
return
np
.
asarray
(
ret
)
def
timeit_2vector
(
nb_element
=
1e6
,
nb_repeat
=
3
,
nb_call
=
int
(
1e2
),
expr
=
"a**2 + b**2 + 2*a*b"
,
do_unalign
=
False
,
do_amd
=
True
):
print
print
"timeit_2vector(nb_element=
%(nb_element)
s,nb_repeat=
%(nb_repeat)
s,nb_call=
%(nb_call)
s, expr=
%(expr)
s, do_unalign=
%(do_unalign)
s)"
%
locals
()
if
do_unalign
:
init
=
"import numpy as np; a = np.empty(
%(nb_element)
s, dtype='b1,f8')['f1'];b = np.empty(
%(nb_element)
s, dtype='b1,f8')['f1'];a[:] = np.arange(len(a));b[:] = np.arange(len(b));"
%
locals
()
else
:
init
=
"import numpy as np; a = np.arange(
%(nb_element)
s);b = np.arange(
%(nb_element)
s)"
%
locals
()
t1
=
timeit
.
Timer
(
"
%(expr)
s"
%
locals
(),
"from numpy import exp;
%(init)
s"
%
locals
())
ret1
=
t1
.
repeat
(
nb_repeat
,
nb_call
)
ret1
=
np
.
asarray
(
ret1
)
print
"NumPy time"
,
ret1
,
ret1
.
min
()
t2
=
timeit
.
Timer
(
"""ne.evaluate("
%(expr)
s")"""
%
locals
(),
"import numexpr as ne;
%(init)
s"
%
locals
())
ret2
=
t2
.
repeat
(
nb_repeat
,
nb_call
)
ret2
=
np
.
asarray
(
ret2
)
print
"Numexpr time"
,
ret2
,
ret2
.
min
()
theano
.
config
.
lib
.
amdlibm
=
False
ret3
=
timeit_2vector_theano
(
init
,
nb_element
,
nb_repeat
,
nb_call
,
expr
)
print
"Theano time"
,
ret3
,
ret3
.
min
()
if
do_amd
:
theano
.
config
.
lib
.
amdlibm
=
True
ret4
=
timeit_2vector_theano
(
init
,
nb_element
,
nb_repeat
,
nb_call
,
expr
)
print
"Theano time(with amdlibm)"
,
ret3
,
ret3
.
min
()
print
"Numexpr vs NumPy"
,
ret1
.
min
()
/
ret2
.
min
()
print
"Theano vs NumPy"
,
ret1
.
min
()
/
ret3
.
min
()
print
"Theano vs Numexpr"
,
ret2
.
min
()
/
ret3
.
min
()
if
do_amd
:
print
"Theano(amdlibm) vs NumPy"
,
ret1
.
min
()
/
ret4
.
min
()
print
"Theano(amdlibm) vs Numexpr"
,
ret2
.
min
()
/
ret4
.
min
()
return
ret1
,
ret2
,
ret3
,
ret4
return
ret1
,
ret2
,
ret3
def
exec_timeit_2vector
(
expr
,
nb_call_scal
=
1
,
fname
=
None
,
do_unalign
=
False
,
do_amd
=
True
):
time
=
[]
exp
=
[(
1
,
100000
),(
1e1
,
100000
),(
1e2
,
100000
),(
1e3
,
100000
),
(
5e3
,
50000
),
(
1e4
,
10000
),(
5e4
,
5000
),(
1e5
,
2000
),(
1e6
,
200
),(
1e7
,
10
)
]
for
nb_e
,
nb_c
in
exp
:
time
.
append
(
timeit_2vector
(
nb_element
=
nb_e
,
nb_repeat
=
3
,
nb_call
=
nb_c
*
nb_call_scal
,
expr
=
expr
,
do_amd
=
do_amd
))
if
do_unalign
:
time_unalign
=
[]
for
nb_e
,
nb_c
in
exp
:
time_unalign
.
append
(
timeit_2vector
(
nb_element
=
nb_e
,
nb_repeat
=
3
,
nb_call
=
nb_c
*
nb_call_scal
,
expr
=
expr
,
do_unalign
=
True
,
do_amd
=
do_amd
))
print
time
num_speedup
=
np
.
asarray
([
t
[
0
]
.
min
()
/
t
[
1
]
.
min
()
for
t
in
time
],
"float32"
)
print
"Numexpr vs NumPy"
,
num_speedup
,
num_speedup
.
min
(),
num_speedup
.
max
()
theano_speedup
=
np
.
asarray
([
t
[
0
]
.
min
()
/
t
[
2
]
.
min
()
for
t
in
time
],
"float32"
)
print
"Theano vs NumPy"
,
theano_speedup
,
theano_speedup
.
min
(),
theano_speedup
.
max
()
theano_num_speedup
=
np
.
asarray
([
t
[
1
]
.
min
()
/
t
[
2
]
.
min
()
for
t
in
time
],
"float32"
)
print
"Theano vs Numexpr"
,
theano_num_speedup
,
theano_num_speedup
.
min
(),
theano_num_speedup
.
max
()
if
do_amd
:
theano_speedup2
=
np
.
asarray
([
t
[
0
]
.
min
()
/
t
[
3
]
.
min
()
for
t
in
time
],
"float32"
)
print
"Theano vs NumPy"
,
theano_speedup
,
theano_speedup
.
min
(),
theano_speedup
.
max
()
theano_num_speedup2
=
np
.
asarray
([
t
[
1
]
.
min
()
/
t
[
3
]
.
min
()
for
t
in
time
],
"float32"
)
print
"Theano vs Numexpr"
,
theano_num_speedup
,
theano_num_speedup
.
min
(),
theano_num_speedup
.
max
()
nb_calls
=
[
e
[
0
]
for
e
in
exp
]
for
cmp
in
range
(
1
,
len
(
time
[
0
])):
speedup
=
np
.
asarray
([
t
[
0
]
.
min
()
/
t
[
cmp
]
.
min
()
for
t
in
time
],
"float32"
)
pylab
.
semilogx
(
nb_calls
,
speedup
,
linewidth
=
1.0
)
if
do_unalign
:
for
cmp
in
range
(
1
,
len
(
time
[
0
])):
speedup
=
np
.
asarray
([
t
[
0
]
.
min
()
/
t
[
cmp
]
.
min
()
for
t
in
time_unalign
],
"float32"
)
pylab
.
semilogx
(
nb_calls
,
speedup
,
linewidth
=
1.0
)
pylab
.
axhline
(
y
=
1
,
linewidth
=
1.0
,
color
=
'black'
)
pylab
.
xlabel
(
'Nb element'
)
pylab
.
ylabel
(
'Speed up vs NumPy'
)
pylab
.
title
(
'Speed up Numexpr and Theano vs NumPy for "
%(expr)
s"'
%
locals
())
if
do_unalign
and
do_amd
:
pylab
.
legend
((
"Numexpr"
,
"Theano"
,
"Theano(amdlibm)"
,
"Numexpr(unalign)"
,
"Theano(unalign)"
,
"Theano(amdlibm,unalign)"
),
loc
=
'upper left'
)
elif
do_unalign
and
not
do_amd
:
pylab
.
legend
((
"Numexpr"
,
"Theano"
,
"Numexpr(unalign)"
,
"Theano(unalign)"
,),
loc
=
'upper left'
)
elif
not
do_unalign
and
do_amd
:
pylab
.
legend
((
"Numexpr"
,
"Theano"
,
"Theano(amdlibm)"
),
loc
=
'upper left'
)
else
:
pylab
.
legend
((
"Numexpr"
,
"Theano"
),
loc
=
'upper left'
)
pylab
.
grid
(
True
)
if
fname
:
pylab
.
savefig
(
fname
)
pylab
.
clf
()
else
:
pylab
.
show
()
def
execs_timeit_2vector
(
exprs
,
fname
=
None
):
exp
=
[(
1
,
100000
),(
1e1
,
100000
),(
1e2
,
100000
),(
1e3
,
100000
),
(
5e3
,
50000
),
(
1e4
,
10000
),(
5e4
,
5000
),(
1e5
,
2000
),(
1e6
,
200
),(
1e7
,
10
)
]
times
=
[]
str_expr
=
[]
for
expr
in
exprs
:
nb_call_scal
=
1
if
isinstance
(
expr
,
tuple
):
nb_call_scal
=
expr
[
1
]
expr
=
expr
[
0
]
str_expr
.
append
(
expr
)
time
=
[]
for
nb_e
,
nb_c
in
exp
:
time
.
append
(
timeit_2vector
(
nb_element
=
nb_e
,
nb_repeat
=
3
,
nb_call
=
nb_c
*
nb_call_scal
,
expr
=
expr
,
do_amd
=
False
))
times
.
append
(
time
)
nb_calls
=
[
e
[
0
]
for
e
in
exp
]
legend
=
[]
colors
=
[
'b'
,
'r'
,
'g'
,
'c'
,
'm'
,
'y'
]
assert
len
(
colors
)
>=
len
(
times
)
for
time
,
expr
,
color
in
zip
(
times
,
str_expr
,
colors
):
speedup
=
[
t
[
0
]
.
min
()
/
t
[
1
]
.
min
()
for
t
in
time
]
pylab
.
semilogx
(
nb_calls
,
speedup
,
linewidth
=
1.0
,
linestyle
=
'--'
,
color
=
color
)
speedup
=
[
t
[
0
]
.
min
()
/
t
[
2
]
.
min
()
for
t
in
time
]
pylab
.
semilogx
(
nb_calls
,
speedup
,
linewidth
=
1.0
,
color
=
color
)
legend
+=
[
"Numexpr "
+
expr
,
"Theano "
+
expr
]
pylab
.
axhline
(
y
=
1
,
linewidth
=
1.0
,
color
=
'black'
)
pylab
.
xlabel
(
'Nb element'
)
pylab
.
ylabel
(
'Speed up vs NumPy'
)
pylab
.
title
(
'Speed up Numexpr and Theano vs NumPy for "
%(expr)
s"'
%
locals
())
pylab
.
legend
(
legend
,
loc
=
'upper left'
)
pylab
.
grid
(
True
)
if
fname
:
pylab
.
savefig
(
fname
)
pylab
.
clf
()
else
:
pylab
.
show
()
execs_timeit_2vector
([
"a**2 + b**2 + 2*a*b"
,
"2*a + 3*b"
,
(
"2*a + b**10"
,
.
2
),
#"2*a + b*b*b*b*b*b*b*b*b*b",
#("2*a + exp(b)",.3),
"a+1"
,
],
fname
=
"multiple_graph.png"
)
###
### This case is the one gived on numexpr web site(http://code.google.com/p/numexpr/) as of 16 June 2010
### a**2 + b**2 + 2*a*b
#exec_timeit_2vector("a**2 + b**2 + 2*a*b",fname="speedup_numexpr_mulpow2vec.png", do_amd=False)
###
### This case is the one gived on numexpr web site(http://code.google.com/p/numexpr/wiki/Overview) as of 16 June 2010
### 2*a + 3*b
#exec_timeit_2vector("2*a + 3*b",fname="speedup_numexpr_mul2vec.png", do_amd=False)
###
### This case is the one gived on numexpr web site(http://code.google.com/p/numexpr/wiki/Overview) as of 16 June 2010
### 2*a + b**10
#exec_timeit_2vector("2*a + b**10",.2,fname="speedup_numexpr_mulpow2vec_simple.png")
#exec_timeit_2vector("2*a + b*b*b*b*b*b*b*b*b*b",fname="speedup_numexpr_mulpow2vec_simpleV2.png", do_amd=False)
###
### We try to see if the pow optimized speed is available for exp too.
### 2*a + exp(b)
#exec_timeit_2vector("2*a + exp(b)",.3,fname="speedup_numexpr_mulexp2vec.png")
###
### The simplest case where we should show the overhead at its maximum effect
### a+1
#exec_timeit_2vector("a+1",fname="speedup_numexpr_add1vec.png")
#exec_timeit_2vector("a+1",.2,fname="speedup_numexpr_add1vec_unalign.png",do_unalign=True, do_amd=False)
#exec_timeit_2vector("2*a + b**10",.1,fname="speedup_numexpr_mulpow2vec_simple_unalign.png",do_unalign=True)
benchmark/numexpr/multiple_graph.png
0 → 100644
浏览文件 @
8b892674
80.7 KB
编写
预览
Markdown
格式
0%
重试
或
添加新文件
添加附件
取消
您添加了
0
人
到此讨论。请谨慎行事。
请先完成此评论的编辑!
取消
请
注册
或者
登录
后发表评论