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testgroup
pytensor
Commits
dcb866a3
提交
dcb866a3
authored
4月 16, 2008
作者:
Olivier Breuleux
浏览文件
操作
浏览文件
下载
电子邮件补丁
差异文件
scalar optimizations: added some scalar patterns, Canonizer, group_powers
上级
919d3ebc
隐藏空白字符变更
内嵌
并排
正在显示
5 个修改的文件
包含
337 行增加
和
24 行删除
+337
-24
_test_elemwise.py
_test_elemwise.py
+20
-13
_test_scalar_opt.py
_test_scalar_opt.py
+106
-1
_test_tensor.py
_test_tensor.py
+46
-5
op.py
gof/op.py
+1
-1
scalar_opt.py
scalar_opt.py
+164
-4
没有找到文件。
_test_elemwise.py
浏览文件 @
dcb866a3
...
...
@@ -164,27 +164,34 @@ class _test_CAReduce(unittest.TestCase):
if
__name__
==
'__main__'
:
unittest
.
main
()
# x = modes.build(Tensor('float64', [0, 0], name = 'x'))
# y = modes.build(Tensor('float64', [0, 0], name = 'y'))
# e = Broadcast(SquareDiff, (x, y), {0:0}).out
# x = modes.build(Tensor('int32', [0, 0], name = 'x'))
# y = modes.build(Tensor('int32', [0, 0], name = 'y'))
# # x = modes.build(Tensor('float64', [0, 0], name = 'x'))
# # y = modes.build(Tensor('float64', [0, 0], name = 'y'))
# e = Broadcast(Pow, (x, y)).out
# f = gof.CLinker(env([x, y], [e])).make_function(inplace = False)
# xv = numpy.random.rand(1000, 1000)
# yv = numpy.random.rand(1000, 1000)
# zv = numpy.random.rand(1000, 1000)
# # xv = numpy.random.rand(1000, 1000)
# # yv = numpy.random.rand(1000, 1000)
# # zv = numpy.random.rand(1000, 1000)
# xv = numpy.random.randint(1, 5, (1000, 1000))
# yv = numpy.random.randint(1, 5, (1000, 1000))
# add = numpy.frompyfunc(lambda x, y: x + y, 2, 1)
# t0 = time.time()
# for i in xrange(100):
# xv -= yv
# xv *= xv
# # xv += yv
# print time.time() - t0
# # t0 = time.time()
# # for i in xrange(100):
# # xv / yv
# # print time.time() - t0
# t0 = time.time()
# for i in xrange(100):
# f(xv, yv)
# print time.time() - t0
# speed ratios:
# add : 1
# mul : 1
# div : 2
# pow : 20
...
...
_test_scalar_opt.py
浏览文件 @
dcb866a3
...
...
@@ -13,8 +13,16 @@ def inputs():
x
=
Scalar
(
'float64'
,
name
=
'x'
)
y
=
Scalar
(
'float64'
,
name
=
'y'
)
z
=
Scalar
(
'float64'
,
name
=
'z'
)
a
=
Scalar
(
'float64'
,
name
=
'a'
)
return
x
,
y
,
z
def
more_inputs
():
a
=
Scalar
(
'float64'
,
name
=
'a'
)
b
=
Scalar
(
'float64'
,
name
=
'b'
)
c
=
Scalar
(
'float64'
,
name
=
'c'
)
d
=
Scalar
(
'float64'
,
name
=
'd'
)
return
a
,
b
,
c
,
d
class
_test_opts
(
unittest
.
TestCase
):
...
...
@@ -24,9 +32,106 @@ class _test_opts(unittest.TestCase):
g
=
Env
([
x
],
[
e
])
assert
str
(
g
)
==
"[Pow(x, 2.0)]"
gof
.
ConstantFinder
()
.
optimize
(
g
)
opt2
.
optimize
(
g
)
pow2sqr_float
.
optimize
(
g
)
assert
str
(
g
)
==
"[Sqr(x)]"
# class _test_canonize(unittest.TestCase):
# def test_muldiv(self):
# x, y, z = inputs()
# a, b, c, d = more_inputs()
# # e = (2.0 * x) / (2.0 * y)
# # e = (2.0 * x) / (4.0 * y)
# # e = x / (y / z)
# # e = (x * y) / x
# # e = (x / y) * (y / z) * (z / x)
# # e = (a / b) * (b / c) * (c / d)
# # e = (a * b) / (b * c) / (c * d)
# # e = 2 * x / 2
# # e = x / y / x
# g = Env([x, y, z, a, b, c, d], [e])
# print g
# gof.ConstantFinder().optimize(g)
# mulfn = lambda *inputs: reduce(lambda x, y: x * y, (1,) + inputs)
# divfn = lambda x, y: x / y
# invfn = lambda x: 1 / x
# Canonizer(Mul, Div, Inv, mulfn, divfn, invfn).optimize(g)
# print g
# def test_plusmin(self):
# x, y, z = inputs()
# a, b, c, d = more_inputs()
# # e = x - x
# # e = (2.0 + x) - (2.0 + y)
# # e = (2.0 + x) - (4.0 + y)
# # e = x - (y - z)
# # e = (x + y) - x
# # e = (x - y) + (y - z) + (z - x)
# # e = (a - b) + (b - c) + (c - d)
# # e = x + -y
# # e = a - b - b + a + b + c + b - c
# e = x + log(y) - x + y
# g = Env([x, y, z, a, b, c, d], [e])
# print g
# gof.ConstantFinder().optimize(g)
# addfn = lambda *inputs: reduce(lambda x, y: x + y, (0,) + inputs)
# subfn = lambda x, y: x - y
# negfn = lambda x: -x
# Canonizer(Add, Sub, Neg, addfn, subfn, negfn).optimize(g)
# print g
# def test_both(self):
# x, y, z = inputs()
# a, b, c, d = more_inputs()
# e0 = (x * y / x)
# e = e0 + e0 - e0
# g = Env([x, y, z, a, b, c, d], [e])
# print g
# gof.ConstantFinder().optimize(g)
# mulfn = lambda *inputs: reduce(lambda x, y: x * y, (1,) + inputs)
# divfn = lambda x, y: x / y
# invfn = lambda x: 1 / x
# Canonizer(Mul, Div, Inv, mulfn, divfn, invfn).optimize(g)
# addfn = lambda *inputs: reduce(lambda x, y: x + y, (0,) + inputs)
# subfn = lambda x, y: x - y
# negfn = lambda x: -x
# Canonizer(Add, Sub, Neg, addfn, subfn, negfn).optimize(g)
# print g
# def test_group_powers(self):
# x, y, z = inputs()
# a, b, c, d = more_inputs()
# # e = x * exp(y) * exp(z)
# # e = x * pow(x, y) * pow(x, z)
# # e = pow(x, y) / pow(x, z)
# # e = pow(x, 2.0) * pow(x, y) / pow(x, 7.0)
# # e = pow(x - x, y)
# # e = pow(x, 2.0 + y - 7.0)
# # e = pow(x, 2.0) * pow(x, y) / pow(x, 7.0) / pow(x, z)
# # e = pow(x, 2.0 + y - 7.0 - z)
# # e = x ** y / x ** y
# # e = x ** y / x ** (y - 1.0)
# e = exp(x) * a * exp(y) / exp(z)
# g = Env([x, y, z, a, b, c, d], [e])
# print g
# gof.ConstantFinder().optimize(g)
# mulfn = lambda *inputs: reduce(lambda x, y: x * y, (1,) + inputs)
# divfn = lambda x, y: x / y
# invfn = lambda x: 1 / x
# Canonizer(Mul, Div, Inv, mulfn, divfn, invfn, group_powers).optimize(g)
# print g
# addfn = lambda *inputs: reduce(lambda x, y: x + y, (0,) + inputs)
# subfn = lambda x, y: x - y
# negfn = lambda x: -x
# Canonizer(Add, Sub, Neg, addfn, subfn, negfn).optimize(g)
# print g
# pow2one_float.optimize(g)
# pow2x_float.optimize(g)
# print g
if
__name__
==
'__main__'
:
unittest
.
main
()
_test_tensor.py
浏览文件 @
dcb866a3
...
...
@@ -219,6 +219,47 @@ def make_broadcast_tester(op_class, expected, checks = {}, **kwargs):
return
make_tester
(
name
,
op_class
,
expected
,
checks
,
**
kwargs
)
def
make_broadcast_tester_unary
(
op_class
,
expected
,
checks
=
{},
**
kwargs
):
_randint
=
randint
_rand
=
rand
if
kwargs
.
has_key
(
'nonzero'
):
if
kwargs
[
'nonzero'
]:
_randint
=
banzero
(
_randint
)
_rand
=
banzero
(
_rand
)
del
kwargs
[
'nonzero'
]
if
kwargs
.
has_key
(
'positive'
):
if
kwargs
[
'positive'
]:
_randint
=
banneg
(
_randint
)
_rand
=
banneg
(
_rand
)
del
kwargs
[
'positive'
]
_good_broadcast
=
dict
(
normal
=
(
_rand
(
2
,
3
),
),
int
=
(
_rand
(
2
,
3
),
))
_bad_build_broadcast
=
dict
()
_bad_runtime_broadcast
=
dict
()
_grad_broadcast
=
dict
(
normal
=
(
_rand
(
2
,
3
),
),
int
=
(
_rand
(
2
,
3
),
))
kwargs
.
setdefault
(
'good'
,
_good_broadcast
)
kwargs
.
setdefault
(
'bad_build'
,
_bad_build_broadcast
)
kwargs
.
setdefault
(
'bad_runtime'
,
_bad_runtime_broadcast
)
kwargs
.
setdefault
(
'grad'
,
_grad_broadcast
)
name
=
op_class
.
__name__
+
"Tester"
if
kwargs
.
has_key
(
'inplace'
):
if
kwargs
[
'inplace'
]:
_expected
=
expected
expected
=
lambda
*
inputs
:
numpy
.
array
(
_expected
(
*
inputs
),
dtype
=
inputs
[
0
]
.
dtype
)
checks
=
dict
(
checks
,
inplace_check
=
lambda
inputs
,
outputs
:
inputs
[
0
]
is
outputs
[
0
])
del
kwargs
[
'inplace'
]
return
make_tester
(
name
,
op_class
,
expected
,
checks
,
**
kwargs
)
...
...
@@ -264,11 +305,11 @@ def make_broadcast_tester(op_class, expected, checks = {}, **kwargs):
# good = _pow_good)
# AbsTester = make_broadcast_tester
(op_class = Abs,
#
expected = lambda x: abs(x))
# AbsInplaceTester = make_broadcast_tester
(op_class = AbsInplace,
#
expected = lambda x: abs(x),
#
inplace = True)
AbsTester
=
make_broadcast_tester_unary
(
op_class
=
Abs
,
expected
=
lambda
x
:
abs
(
x
))
AbsInplaceTester
=
make_broadcast_tester_unary
(
op_class
=
AbsInplace
,
expected
=
lambda
x
:
abs
(
x
),
inplace
=
True
)
# ExpTester = make_broadcast_tester(op_class = Exp,
# expected = lambda x: numpy.exp(x))
...
...
gof/op.py
浏览文件 @
dcb866a3
...
...
@@ -273,7 +273,7 @@ class GuardedOp(Op):
try
:
if
not
old
.
same_properties
(
new
):
raise
TypeError
(
"The new input must have the same properties as the previous one."
)
except
AbstractFunction
:
except
AbstractFunction
Error
:
pass
Op
.
set_input
(
self
,
i
,
new
)
...
...
scalar_opt.py
浏览文件 @
dcb866a3
from
scalar
import
*
from
gof
import
PatternOptimizer
from
gof
import
PatternOptimizer
as
Pattern
from
gof
import
utils
c2
=
constant
(
2.0
)
C
=
constant
opt1
=
PatternOptimizer
((
Mul
,
'x'
,
'x'
),
(
Sqr
,
'x'
))
opt2
=
PatternOptimizer
((
Pow
,
'x'
,
c2
),
(
Sqr
,
'x'
))
# x**2 -> x*x
pow2sqr_float
=
Pattern
((
Pow
,
'x'
,
C
(
2.0
)),
(
Sqr
,
'x'
))
pow2sqr_int
=
Pattern
((
Pow
,
'x'
,
C
(
2
)),
(
Sqr
,
'x'
))
# x**0 -> 1
pow2one_float
=
Pattern
((
Pow
,
'x'
,
C
(
0.0
)),
C
(
1.0
))
pow2one_int
=
Pattern
((
Pow
,
'x'
,
C
(
0
)),
C
(
1
))
# x**1 -> x
pow2x_float
=
Pattern
((
Pow
,
'x'
,
C
(
1.0
)),
'x'
)
pow2x_int
=
Pattern
((
Pow
,
'x'
,
C
(
1
)),
'x'
)
# log(x**y) -> y*log(x)
logpow
=
Pattern
((
Log
,
(
Pow
,
'x'
,
'y'
)),
(
Mul
,
'y'
,
(
Log
,
'x'
)))
class
Canonizer
(
gof
.
Optimizer
):
def
__init__
(
self
,
main
,
inverse
,
reciprocal
,
mainfn
,
invfn
,
recfn
,
transform
=
None
):
self
.
main
=
main
self
.
inverse
=
inverse
self
.
reciprocal
=
reciprocal
self
.
mainfn
=
mainfn
self
.
invfn
=
invfn
self
.
recfn
=
recfn
self
.
neutral
=
mainfn
()
self
.
transform
=
transform
def
apply
(
self
,
env
):
def
canonize
(
r
):
if
r
in
env
.
inputs
or
r
in
env
.
orphans
():
return
def
flatten
(
r
,
nclients_check
=
True
):
op
=
r
.
owner
if
op
is
None
or
r
in
env
.
inputs
or
r
in
env
.
orphans
():
return
[
r
],
[]
results
=
[
r2
.
dtype
==
r
.
dtype
and
flatten
(
r2
)
or
([
r2
],
[])
for
r2
in
op
.
inputs
]
if
isinstance
(
op
,
self
.
main
)
and
(
not
nclients_check
or
env
.
nclients
(
r
)
==
1
):
nums
=
[
x
[
0
]
for
x
in
results
]
denums
=
[
x
[
1
]
for
x
in
results
]
elif
isinstance
(
op
,
self
.
inverse
)
and
(
not
nclients_check
or
env
.
nclients
(
r
)
==
1
):
nums
=
[
results
[
0
][
0
],
results
[
1
][
1
]]
denums
=
[
results
[
0
][
1
],
results
[
1
][
0
]]
elif
isinstance
(
op
,
self
.
reciprocal
)
and
(
not
nclients_check
or
env
.
nclients
(
r
)
==
1
):
nums
=
[
results
[
0
][
1
]]
denums
=
[
results
[
0
][
0
]]
else
:
return
[
r
],
[]
return
reduce
(
list
.
__add__
,
nums
),
reduce
(
list
.
__add__
,
denums
)
num
,
denum
=
flatten
(
r
,
False
)
if
(
num
,
denum
)
==
([
r
],
[]):
if
r
.
owner
is
None
:
return
else
:
for
input
in
r
.
owner
.
inputs
:
canonize
(
input
)
return
for
d
in
list
(
denum
):
if
d
in
list
(
num
):
num
.
remove
(
d
)
denum
.
remove
(
d
)
numct
,
num
=
utils
.
partition
(
lambda
factor
:
getattr
(
factor
,
'constant'
,
False
)
and
factor
.
data
is
not
None
,
num
)
denumct
,
denum
=
utils
.
partition
(
lambda
factor
:
getattr
(
factor
,
'constant'
,
False
)
and
factor
.
data
is
not
None
,
denum
)
v
=
self
.
invfn
(
self
.
mainfn
(
*
[
x
.
data
for
x
in
numct
]),
self
.
mainfn
(
*
[
x
.
data
for
x
in
denumct
]))
if
v
!=
self
.
neutral
:
num
.
insert
(
0
,
C
(
v
))
if
self
.
transform
is
not
None
:
num
,
denum
=
self
.
transform
(
env
,
num
,
denum
)
def
make
(
factors
):
n
=
len
(
factors
)
if
n
==
0
:
return
None
elif
n
==
1
:
return
factors
[
0
]
else
:
return
self
.
main
(
*
factors
)
.
out
numr
,
denumr
=
make
(
num
),
make
(
denum
)
if
numr
is
None
:
if
denumr
is
None
:
new_r
=
Scalar
(
dtype
=
r
.
dtype
)
new_r
.
constant
=
True
new_r
.
data
=
self
.
neutral
else
:
new_r
=
self
.
reciprocal
(
denumr
)
.
out
else
:
if
denumr
is
None
:
new_r
=
numr
else
:
new_r
=
self
.
inverse
(
numr
,
denumr
)
.
out
env
.
replace
(
r
,
new_r
)
for
factor
in
num
+
denum
:
canonize
(
factor
)
for
output
in
env
.
outputs
:
canonize
(
output
)
def
group_powers
(
env
,
num
,
denum
):
num_powers
=
{}
denum_powers
=
{}
def
populate
(
d
,
seq
):
for
factor
in
list
(
seq
):
op
=
factor
.
owner
if
op
is
None
or
factor
in
env
.
inputs
or
factor
in
env
.
orphans
():
continue
if
isinstance
(
op
,
Exp
):
d
.
setdefault
(
'e'
,
[])
.
append
(
op
.
inputs
[
0
])
seq
.
remove
(
factor
)
elif
isinstance
(
op
,
Pow
):
d
.
setdefault
(
op
.
inputs
[
0
],
[])
.
append
(
op
.
inputs
[
1
])
seq
.
remove
(
factor
)
populate
(
num_powers
,
num
)
populate
(
denum_powers
,
denum
)
for
x
in
set
(
num_powers
.
keys
()
+
denum_powers
.
keys
()):
try
:
num_ys
=
num_powers
.
pop
(
x
)
except
KeyError
:
num_ys
=
[]
try
:
denum_ys
=
denum_powers
.
pop
(
x
)
except
KeyError
:
denum_ys
=
[]
num_r
=
num_ys
and
add
(
*
num_ys
)
or
C
(
0
)
denum_r
=
denum_ys
and
add
(
*
denum_ys
)
or
C
(
0
)
if
x
==
'e'
:
num
.
append
(
exp
(
num_r
-
denum_r
))
else
:
num
.
append
(
pow
(
x
,
num_r
-
denum_r
))
return
num
,
denum
def
simple_factorize
(
env
,
num
,
denum
):
# a*b + a*c -> a*(b+c)
# a*b + a*c + b*c -> a*(b+c) + b*c
# -> a*b + (a+b)*c
# => a: {b, c}, b: {a, c}, c: {a, b}
# a*c + a*d + b*c + b*d
# => a: {c, d}, b: {c, d}, c: {a, b}, d: {a, b}
# (a+b*x)*(c+d) --> a*c + a*d + b*x*c + b*x*d
# => a: {c, d}, b: {xc, xd}, c: {a, bx}, d: {a, bx}, x: {bc, bd}
pass
...
...
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