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testgroup
pytensor
Commits
e945851a
提交
e945851a
authored
4月 12, 2014
作者:
Frederic
浏览文件
操作
浏览文件
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电子邮件补丁
差异文件
pep8
上级
9a44f9bf
隐藏空白字符变更
内嵌
并排
正在显示
1 个修改的文件
包含
153 行增加
和
158 行删除
+153
-158
test_tutorial.py
theano/tests/test_tutorial.py
+153
-158
没有找到文件。
theano/tests/test_tutorial.py
浏览文件 @
e945851a
...
...
@@ -1137,213 +1137,208 @@ class T_graphstructures(unittest.TestCase):
assert
e
.
owner
.
inputs
[
1
]
.
owner
.
inputs
[
0
]
is
y
assert
e
.
owner
.
inputs
[
1
]
.
owner
.
inputs
[
1
]
is
z
class
T_scan
(
unittest
.
TestCase
):
## All tests here belong to
## http://deeplearning.net/software/theano/tutorial/loop.html
## Theano/doc/tutorial/loop.txt
## Any change you do here also add it to the tutorial !
def
test_elemwise
(
self
):
# defining the tensor variables
X
=
T
.
matrix
(
"X"
)
W
=
T
.
matrix
(
"W"
)
b_sym
=
T
.
vector
(
"b_sym"
)
results
,
updates
=
theano
.
scan
(
lambda
v
:
T
.
tanh
(
T
.
dot
(
v
,
W
)
+
b_sym
),
\
sequences
=
X
)
compute_elementwise
=
theano
.
function
(
inputs
=
[
X
,
W
,
b_sym
],
\
outputs
=
[
results
])
# test values
x
=
numpy
.
eye
(
2
)
w
=
numpy
.
ones
((
2
,
2
))
b
=
numpy
.
ones
((
2
))
b
[
1
]
=
2
print
"Scan results:"
,
compute_elementwise
(
x
,
w
,
b
)[
0
]
# comparison with numpy
print
"Numpy results:"
,
numpy
.
tanh
(
x
.
dot
(
w
)
+
b
)
def
test_sequence
(
self
):
# define tensor variables
X
=
T
.
vector
(
"X"
)
W
=
T
.
matrix
(
"W"
)
b_sym
=
T
.
vector
(
"b_sym"
)
U
=
T
.
matrix
(
"U"
)
Y
=
T
.
matrix
(
"Y"
)
V
=
T
.
matrix
(
"V"
)
P
=
T
.
matrix
(
"P"
)
results
,
updates
=
theano
.
scan
(
lambda
\
# define tensor variables
X
=
T
.
vector
(
"X"
)
W
=
T
.
matrix
(
"W"
)
b_sym
=
T
.
vector
(
"b_sym"
)
U
=
T
.
matrix
(
"U"
)
Y
=
T
.
matrix
(
"Y"
)
V
=
T
.
matrix
(
"V"
)
P
=
T
.
matrix
(
"P"
)
results
,
updates
=
theano
.
scan
(
lambda
\
y
,
p
,
x_tm1
:
T
.
tanh
(
T
.
dot
(
x_tm1
,
W
)
+
\
T
.
dot
(
y
,
U
)
+
T
.
dot
(
p
,
V
)),
\
sequences
=
[
Y
,
P
[::
-
1
]],
outputs_info
=
[
X
])
compute_seq
=
theano
.
function
(
inputs
=
[
X
,
W
,
Y
,
U
,
P
,
V
],
\
outputs
=
[
results
])
# test values
x
=
numpy
.
zeros
((
2
))
x
[
1
]
=
1
w
=
numpy
.
ones
((
2
,
2
))
y
=
numpy
.
ones
((
5
,
2
))
y
[
0
,:]
=
-
3
u
=
numpy
.
ones
((
2
,
2
))
p
=
numpy
.
ones
((
5
,
2
))
p
[
0
,:]
=
3
v
=
numpy
.
ones
((
2
,
2
))
print
"Scan results"
,
compute_seq
(
x
,
w
,
y
,
u
,
p
,
v
)[
0
]
# comparison with numpy
x_res
=
numpy
.
zeros
((
5
,
2
))
x_res
[
0
]
=
numpy
.
tanh
(
x
.
dot
(
w
)
+
y
[
0
]
.
dot
(
u
)
+
p
[
4
]
.
dot
(
v
))
for
i
in
range
(
1
,
5
):
sequences
=
[
Y
,
P
[::
-
1
]],
outputs_info
=
[
X
])
compute_seq
=
theano
.
function
(
inputs
=
[
X
,
W
,
Y
,
U
,
P
,
V
],
\
outputs
=
[
results
])
# test values
x
=
numpy
.
zeros
((
2
))
x
[
1
]
=
1
w
=
numpy
.
ones
((
2
,
2
))
y
=
numpy
.
ones
((
5
,
2
))
y
[
0
,:]
=
-
3
u
=
numpy
.
ones
((
2
,
2
))
p
=
numpy
.
ones
((
5
,
2
))
p
[
0
,:]
=
3
v
=
numpy
.
ones
((
2
,
2
))
print
"Scan results"
,
compute_seq
(
x
,
w
,
y
,
u
,
p
,
v
)[
0
]
# comparison with numpy
x_res
=
numpy
.
zeros
((
5
,
2
))
x_res
[
0
]
=
numpy
.
tanh
(
x
.
dot
(
w
)
+
y
[
0
]
.
dot
(
u
)
+
p
[
4
]
.
dot
(
v
))
for
i
in
range
(
1
,
5
):
x_res
[
i
]
=
numpy
.
tanh
(
x_res
[
i
-
1
]
.
dot
(
w
)
\
+
y
[
i
]
.
dot
(
u
)
+
p
[
4
-
i
]
.
dot
(
v
))
print
"Numpy results:"
,
x_res
+
y
[
i
]
.
dot
(
u
)
+
p
[
4
-
i
]
.
dot
(
v
))
print
"Numpy results:"
,
x_res
def
test_norm
(
self
):
# define tensor variable
X
=
T
.
matrix
(
"X"
)
results
,
updates
=
theano
.
scan
(
lambda
x_i
:
T
.
sqrt
((
x_i
**
2
)
.
sum
()),
\
sequences
=
[
X
])
compute_norm_lines
=
theano
.
function
(
inputs
=
[
X
],
outputs
=
[
results
])
results
,
updates
=
theano
.
scan
(
lambda
x_i
:
T
.
sqrt
((
x_i
**
2
)
.
sum
()),
\
sequences
=
[
X
.
T
])
compute_norm_cols
=
theano
.
function
(
inputs
=
[
X
],
outputs
=
[
results
])
# test value
x
=
numpy
.
diag
(
numpy
.
arange
(
1
,
6
),
1
)
print
"Scan results:"
,
compute_norm_lines
(
x
)[
0
],
\
# define tensor variable
X
=
T
.
matrix
(
"X"
)
results
,
updates
=
theano
.
scan
(
lambda
x_i
:
T
.
sqrt
((
x_i
**
2
)
.
sum
()),
\
sequences
=
[
X
])
compute_norm_lines
=
theano
.
function
(
inputs
=
[
X
],
outputs
=
[
results
])
results
,
updates
=
theano
.
scan
(
lambda
x_i
:
T
.
sqrt
((
x_i
**
2
)
.
sum
()),
\
sequences
=
[
X
.
T
])
compute_norm_cols
=
theano
.
function
(
inputs
=
[
X
],
outputs
=
[
results
])
# test value
x
=
numpy
.
diag
(
numpy
.
arange
(
1
,
6
),
1
)
print
"Scan results:"
,
compute_norm_lines
(
x
)[
0
],
\
compute_norm_cols
(
x
)[
0
]
# comparison with numpy
print
"Numpy results:"
,
numpy
.
sqrt
((
x
**
2
)
.
sum
(
1
)),
\
# comparison with numpy
print
"Numpy results:"
,
numpy
.
sqrt
((
x
**
2
)
.
sum
(
1
)),
\
numpy
.
sqrt
((
x
**
2
)
.
sum
(
0
))
def
test_trace
(
self
):
# define tensor variable
X
=
T
.
matrix
(
"X"
)
results
,
updates
=
theano
.
scan
(
lambda
i
,
j
,
t_f
:
T
.
cast
(
X
[
i
,
j
]
+
\
# define tensor variable
X
=
T
.
matrix
(
"X"
)
results
,
updates
=
theano
.
scan
(
lambda
i
,
j
,
t_f
:
T
.
cast
(
X
[
i
,
j
]
+
\
t_f
,
theano
.
config
.
floatX
),
\
sequences
=
[
T
.
arange
(
X
.
shape
[
0
]),
\
T
.
arange
(
X
.
shape
[
1
])],
\
outputs_info
=
numpy
.
asarray
(
0.
,
\
dtype
=
theano
.
config
.
floatX
))
result
=
results
[
-
1
]
compute_trace
=
theano
.
function
(
inputs
=
[
X
],
outputs
=
[
result
])
# test value
x
=
numpy
.
eye
(
5
)
x
[
0
]
=
numpy
.
arange
(
5
)
print
"Scan results:"
,
compute_trace
(
x
)[
0
]
# comparison with numpy
print
"Numpy results:"
,
numpy
.
diagonal
(
x
)
.
sum
()
def
test_taps
(
self
):
# define tensor variables
X
=
T
.
matrix
(
"X"
)
W
=
T
.
matrix
(
"W"
)
b_sym
=
T
.
vector
(
"b_sym"
)
U
=
T
.
matrix
(
"U"
)
V
=
T
.
matrix
(
"V"
)
n_sym
=
T
.
iscalar
(
"n_sym"
)
result
=
results
[
-
1
]
compute_trace
=
theano
.
function
(
inputs
=
[
X
],
outputs
=
[
result
])
results
,
updates
=
theano
.
scan
(
lambda
x_tm2
,
x_tm1
:
T
.
dot
(
x_tm2
,
U
)
\
# test value
x
=
numpy
.
eye
(
5
)
x
[
0
]
=
numpy
.
arange
(
5
)
print
"Scan results:"
,
compute_trace
(
x
)[
0
]
# comparison with numpy
print
"Numpy results:"
,
numpy
.
diagonal
(
x
)
.
sum
()
def
test_taps
(
self
):
# define tensor variables
X
=
T
.
matrix
(
"X"
)
W
=
T
.
matrix
(
"W"
)
b_sym
=
T
.
vector
(
"b_sym"
)
U
=
T
.
matrix
(
"U"
)
V
=
T
.
matrix
(
"V"
)
n_sym
=
T
.
iscalar
(
"n_sym"
)
results
,
updates
=
theano
.
scan
(
lambda
x_tm2
,
x_tm1
:
T
.
dot
(
x_tm2
,
U
)
\
+
T
.
dot
(
x_tm1
,
V
)
+
T
.
tanh
(
T
.
dot
(
x_tm1
,
W
)
+
b_sym
),
\
n_steps
=
n_sym
,
\
outputs_info
=
[
dict
(
initial
=
X
,
taps
=
[
-
2
,
-
1
])])
compute_seq2
=
theano
.
function
(
inputs
=
[
X
,
U
,
V
,
W
,
b_sym
,
\
n_sym
],
outputs
=
[
results
])
# test values
x
=
numpy
.
zeros
((
2
,
2
))
# the initial value must be able to return x[-2]
x
[
1
,
1
]
=
1
w
=
0.5
*
numpy
.
ones
((
2
,
2
))
u
=
0.5
*
(
numpy
.
ones
((
2
,
2
))
-
numpy
.
eye
(
2
))
v
=
0.5
*
numpy
.
ones
((
2
,
2
))
n
=
10
b
=
numpy
.
ones
((
2
))
print
"Scan results:"
,
compute_seq2
(
x
,
u
,
v
,
w
,
b
,
n
)
# comparison with numpy
x_res
=
numpy
.
zeros
((
10
,
2
))
x_res
[
0
]
=
x
[
0
]
.
dot
(
u
)
+
x
[
1
]
.
dot
(
v
)
+
numpy
.
tanh
(
x
[
1
]
.
dot
(
w
)
+
b
)
x_res
[
1
]
=
x
[
1
]
.
dot
(
u
)
+
x_res
[
0
]
.
dot
(
v
)
\
compute_seq2
=
theano
.
function
(
inputs
=
[
X
,
U
,
V
,
W
,
b_sym
,
\
n_sym
],
outputs
=
[
results
])
# test values
x
=
numpy
.
zeros
((
2
,
2
))
# the initial value must be able to return x[-2]
x
[
1
,
1
]
=
1
w
=
0.5
*
numpy
.
ones
((
2
,
2
))
u
=
0.5
*
(
numpy
.
ones
((
2
,
2
))
-
numpy
.
eye
(
2
))
v
=
0.5
*
numpy
.
ones
((
2
,
2
))
n
=
10
b
=
numpy
.
ones
((
2
))
print
"Scan results:"
,
compute_seq2
(
x
,
u
,
v
,
w
,
b
,
n
)
# comparison with numpy
x_res
=
numpy
.
zeros
((
10
,
2
))
x_res
[
0
]
=
x
[
0
]
.
dot
(
u
)
+
x
[
1
]
.
dot
(
v
)
+
numpy
.
tanh
(
x
[
1
]
.
dot
(
w
)
+
b
)
x_res
[
1
]
=
x
[
1
]
.
dot
(
u
)
+
x_res
[
0
]
.
dot
(
v
)
\
+
numpy
.
tanh
(
x_res
[
0
]
.
dot
(
w
)
+
b
)
x_res
[
2
]
=
x_res
[
0
]
.
dot
(
u
)
+
x_res
[
1
]
.
dot
(
v
)
\
+
numpy
.
tanh
(
x_res
[
1
]
.
dot
(
w
)
+
b
)
for
i
in
range
(
2
,
10
):
x_res
[
2
]
=
x_res
[
0
]
.
dot
(
u
)
+
x_res
[
1
]
.
dot
(
v
)
\
+
numpy
.
tanh
(
x_res
[
1
]
.
dot
(
w
)
+
b
)
for
i
in
range
(
2
,
10
):
x_res
[
i
]
=
(
x_res
[
i
-
2
]
.
dot
(
u
)
+
x_res
[
i
-
1
]
.
dot
(
v
)
\
+
numpy
.
tanh
(
x_res
[
i
-
1
]
.
dot
(
w
)
+
b
))
print
"Numpy results:"
,
x_res
+
numpy
.
tanh
(
x_res
[
i
-
1
]
.
dot
(
w
)
+
b
))
print
"Numpy results:"
,
x_res
def
test_jacobian
(
self
):
# define tensor variables
v
=
T
.
vector
()
A
=
T
.
matrix
()
y
=
T
.
tanh
(
T
.
dot
(
v
,
A
))
results
,
updates
=
theano
.
scan
(
lambda
i
:
T
.
grad
(
y
[
i
],
v
),
\
sequences
=
[
T
.
arange
(
y
.
shape
[
0
])])
compute_jac_t
=
theano
.
function
([
A
,
v
],
[
results
],
\
allow_input_downcast
=
True
)
# shape (d_out, d_in)
# test values
x
=
numpy
.
eye
(
5
)[
0
]
w
=
numpy
.
eye
(
5
,
3
)
w
[
2
]
=
numpy
.
ones
((
3
))
print
"Scan results:"
,
compute_jac_t
(
w
,
x
)[
0
]
# compare with numpy
print
"Numpy results:"
,
((
1
-
numpy
.
tanh
(
x
.
dot
(
w
))
**
2
)
*
w
)
.
T
# define tensor variables
v
=
T
.
vector
()
A
=
T
.
matrix
()
y
=
T
.
tanh
(
T
.
dot
(
v
,
A
))
results
,
updates
=
theano
.
scan
(
lambda
i
:
T
.
grad
(
y
[
i
],
v
),
\
sequences
=
[
T
.
arange
(
y
.
shape
[
0
])])
compute_jac_t
=
theano
.
function
([
A
,
v
],
[
results
],
\
allow_input_downcast
=
True
)
# shape (d_out, d_in)
# test values
x
=
numpy
.
eye
(
5
)[
0
]
w
=
numpy
.
eye
(
5
,
3
)
w
[
2
]
=
numpy
.
ones
((
3
))
print
"Scan results:"
,
compute_jac_t
(
w
,
x
)[
0
]
# compare with numpy
print
"Numpy results:"
,
((
1
-
numpy
.
tanh
(
x
.
dot
(
w
))
**
2
)
*
w
)
.
T
def
test_accumulator
(
self
):
# define shared variables
k
=
theano
.
shared
(
0
)
n_sym
=
T
.
iscalar
(
"n_sym"
)
results
,
updates
=
theano
.
scan
(
lambda
:{
k
:(
k
+
1
)},
n_steps
=
n_sym
)
accumulator
=
theano
.
function
([
n_sym
],
[],
updates
=
updates
,
\
allow_input_downcast
=
True
)
print
"Before 5 steps:"
,
k
.
get_value
()
accumulator
(
5
)
print
"After 5 steps:"
,
k
.
get_value
()
# define shared variables
k
=
theano
.
shared
(
0
)
n_sym
=
T
.
iscalar
(
"n_sym"
)
results
,
updates
=
theano
.
scan
(
lambda
:{
k
:(
k
+
1
)},
n_steps
=
n_sym
)
accumulator
=
theano
.
function
([
n_sym
],
[],
updates
=
updates
,
allow_input_downcast
=
True
)
print
"Before 5 steps:"
,
k
.
get_value
()
accumulator
(
5
)
print
"After 5 steps:"
,
k
.
get_value
()
def
test_random
(
self
):
# define tensor variables
X
=
T
.
matrix
(
"X"
)
W
=
T
.
matrix
(
"W"
)
b_sym
=
T
.
vector
(
"b_sym"
)
# define shared random stream
trng
=
T
.
shared_randomstreams
.
RandomStreams
(
1234
)
d
=
trng
.
binomial
(
size
=
W
[
1
]
.
shape
)
results
,
updates
=
theano
.
scan
(
lambda
v
:
T
.
tanh
(
T
.
dot
(
v
,
W
)
\
# define tensor variables
X
=
T
.
matrix
(
"X"
)
W
=
T
.
matrix
(
"W"
)
b_sym
=
T
.
vector
(
"b_sym"
)
# define shared random stream
trng
=
T
.
shared_randomstreams
.
RandomStreams
(
1234
)
d
=
trng
.
binomial
(
size
=
W
[
1
]
.
shape
)
results
,
updates
=
theano
.
scan
(
lambda
v
:
T
.
tanh
(
T
.
dot
(
v
,
W
)
\
+
b_sym
)
*
d
,
sequences
=
X
)
compute_with_bnoise
=
theano
.
function
(
inputs
=
[
X
,
W
,
b_sym
],
\
compute_with_bnoise
=
theano
.
function
(
inputs
=
[
X
,
W
,
b_sym
],
\
outputs
=
[
results
],
\
updates
=
updates
,
\
allow_input_downcast
=
True
)
x
=
numpy
.
eye
(
10
,
2
)
w
=
numpy
.
ones
((
2
,
2
))
b
=
numpy
.
ones
((
2
))
print
compute_with_bnoise
(
x
,
w
,
b
)
x
=
numpy
.
eye
(
10
,
2
)
w
=
numpy
.
ones
((
2
,
2
))
b
=
numpy
.
ones
((
2
))
print
compute_with_bnoise
(
x
,
w
,
b
)
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