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pytensor
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68f9e435
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68f9e435
authored
11月 10, 2014
作者:
serdyuk
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差异文件
Merged documentation with docstrings
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17146f0c
隐藏空白字符变更
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并排
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2 个修改的文件
包含
119 行增加
和
145 行删除
+119
-145
neighbours.txt
doc/library/tensor/nnet/neighbours.txt
+2
-93
neighbours.py
theano/tensor/nnet/neighbours.py
+117
-52
没有找到文件。
doc/library/tensor/nnet/neighbours.txt
浏览文件 @
68f9e435
...
@@ -12,99 +12,8 @@
...
@@ -12,99 +12,8 @@
- Functions
- Functions
- Function :func:`images2neibs <theano.sandbox.neighbours.images2neibs>`
.. autofunction:: theano.tensor.nnet.neighbours.images2neibs
allows to apply a sliding window operation to a tensor containing images
or other two-dimensional objects. The sliding window operation loops
over points in input data and stores a rectangular neighbourhood of each
point. The input `ten4` is a 4-dimensional array which represents a list
of lists of images. The first two dimensions can be
useful to store different channels and batches.
The second input of the function `neib_shape` is a tuple containing two
.. autofunction:: theano.tensor.nnet.neighbours.neibs2images
values: height and width of the neighbourhood.
It is possible to assign a step of selecting patches (parameter
`neib_step`). The parameter should be a tuple of two elements: number of
rows and number of columns to skip each iteration. Basically, when the
step is 1, the neighbourhood of every first element is taken and every
possible rectangular subset is returned. By default it is equal to
`neib_shape` in other words, the
patches are disjoint. When the step is greater than `neib_shape`, some
elements are omitted.
.. note:: Currently the step size should be chosen in the way that the
corresponding dimension :math:`i` (width or height) is equal to
:math:`n * step\_size_i + neib\_shape_i` for some :math:`n`
The output can be defined using the following pseudo-code
.. code-block:: python
idx = 0
for i in xrange(list 1 dim):
for j in xrange(list 2 dim):
for k in <image column coordinates>:
for l in <image row coordinates>:
output[idx,:]
= flattened version of ten4[i,j,l:l+r,k:k+c]
idx += 1
.. note:: The operation isn't necessarily implemented internally with
these for loops, they're just the easiest way to describe the output
pattern.
Example:
.. code-block:: python
# Defining variables
images = T.tensor4('images')
neibs = images2neibs(images, neib_shape=(5, 5))
# Constructing theano function
window_function = theano.function([images], neibs)
# Input tensor (one image 10x10)
im_val = np.arange(100.).reshape((1, 1, 10, 10))
# Function application
neibs_val = window_function(im_val)
.. note:: The underlying code will construct a 2D tensor of disjoint
patches 5x5. The output has shape 4x25.
- Function :func:`neibs2images <theano.sandbox.neighbours.neibs2images>`
performs the inverse operation of
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>`. It inputs
the output of :func:`images2neibs <theano.sandbox.neigbours.neibs2images>`,
`neib_shape` -- `neib_shape` that was used in
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>`,
`original_shape` -- original shape of 4d tensor given to
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>`
and reconstructs its input.
.. note:: Currently, the function doesn't support tensors created with
`neib_step` different from default value. This means that it may be
impossible to compute the gradient of a variable gained by
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>` w.r.t.
its inputs in this case because it uses
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>` for
gradient computation.
Example:
.. code-block:: python
im_new = neibs2images(neibs, (5, 5), im_val.shape)
# Theano function definition
inv_window = theano.function([neibs], im_new)
# Function application
im_new_val = inv_window(neibs_val)
.. note:: The code will output the initial image array.
- See also: :ref:`indexing`, :ref:`lib_scan`
- See also: :ref:`indexing`, :ref:`lib_scan`
theano/tensor/nnet/neighbours.py
浏览文件 @
68f9e435
...
@@ -402,58 +402,101 @@ class Images2Neibs(Op):
...
@@ -402,58 +402,101 @@ class Images2Neibs(Op):
def
images2neibs
(
ten4
,
neib_shape
,
neib_step
=
None
,
mode
=
'valid'
):
def
images2neibs
(
ten4
,
neib_shape
,
neib_step
=
None
,
mode
=
'valid'
):
"""
"""
:param ten4: a list of lists of images
:param ten4: a list of lists of images
ten4 is of shape (list 1 dim, list 2 dim,
ten4 is of shape (list 1 dim, list 2 dim,
row, col)
row, col)
:type ten4: A 4d tensor-like.
:type ten4: A 4d tensor-like.
:param neib_shape: (r,c) where r is the height of the neighborhood
:param neib_shape: (r,c) where r is the height of the neighborhood
in rows and c is the width of the neighborhood
in rows and c is the width of the neighborhood
in columns
in columns
:type neib_shape: A 1d tensor-like of 2 values.
:type neib_shape: A 1d tensor-like of 2 values.
:param neib_step: (dr,dc) where dr is the number of rows to
:param neib_step: (dr,dc) where dr is the number of rows to
skip between patch and dc is the number of
skip between patch and dc is the number of
columns. When None, this is the same as
columns. When None, this is the same as
neib_shape(patch are disjoint)
neib_shape(patch are disjoint)
:type neib_step: A 1d tensor-like of 2 values.
:type neib_step: A 1d tensor-like of 2 values.
:param mode:
:param mode:
Possible values:
Possible values:
``valid``
``valid``
Requires an input that is a multiple of the
Requires an input that is a multiple of the
pooling factor (in each direction)
pooling factor (in each direction)
``ignore_borders``
``ignore_borders``
Same as valid, but will ignore the borders
Same as valid, but will ignore the borders
if the shape(s) of the input
if the shape(s) of the input
is not a multiple of the pooling factor(s)
is not a multiple of the pooling factor(s)
``wrap_centered``
``wrap_centered``
?? TODO comment
?? TODO comment
:type mode: str
:type mode: str
:return:
:return:
Reshapes the input as a 2D tensor where each row is an
Reshapes the input as a 2D tensor where each row is an
pooling example. Pseudo-code of the output:
pooling example. Pseudo-code of the output:
.. code-block:: python
.. code-block:: python
idx = 0
idx = 0
for i in xrange(list 1 dim):
for i in xrange(list 1 dim):
for j in xrange(list 2 dim):
for j in xrange(list 2 dim):
for k in <image column coordinates>:
for k in <image column coordinates>:
for l in <image row coordinates>:
for l in <image row coordinates>:
output[idx,:]
output[idx,:]
= flattened version of ten4[i,j,l:l+r,k:k+c]
= flattened version of ten4[i,j,l:l+r,k:k+c]
idx += 1
idx += 1
.. note:: The operation isn't necessarily implemented internally with
.. note:: The operation isn't necessarily implemented internally with
these for loops, they're just the easiest way to describe the output
these for loops, they're just the easiest way to describe the
pattern.
output pattern.
.. note:: Currently the step size should be chosen in the way that the
Function :func:`images2neibs <theano.sandbox.neighbours.images2neibs>`
corresponding dimension :math:`i` (width or height) is equal to
allows to apply a sliding window operation to a tensor containing
:math:`n * step
\
_size_i + neib
\
_shape_i` for some :math:`n`
images
or other two-dimensional objects.
The sliding window operation loops
over points in input data and stores a rectangular neighbourhood of
each point. The input `ten4` is a 4-dimensional array which represents
a list of lists of images. The first two dimensions can be
useful to store different channels and batches.
The second input of the function `neib_shape` is a tuple containing two
values: height and width of the neighbourhood.
It is possible to assign a step of selecting patches (parameter
`neib_step`). The parameter should be a tuple of two elements: number of
rows and number of columns to skip each iteration. Basically, when the
step is 1, the neighbourhood of every first element is taken and every
possible rectangular subset is returned. By default it is equal to
`neib_shape` in other words, the
patches are disjoint. When the step is greater than `neib_shape`, some
elements are omitted.
.. note:: Currently the step size should be chosen in the way that the
corresponding dimension :math:`i` (width or height) is equal to
:math:`n * step
\
_size_i + neib
\
_shape_i` for some :math:`n`
Example:
.. code-block:: python
# Defining variables
images = T.tensor4('images')
neibs = images2neibs(images, neib_shape=(5, 5))
# Constructing theano function
window_function = theano.function([images], neibs)
# Input tensor (one image 10x10)
im_val = np.arange(100.).reshape((1, 1, 10, 10))
# Function application
neibs_val = window_function(im_val)
.. note:: The underlying code will construct a 2D tensor of disjoint
patches 5x5. The output has shape 4x25.
"""
"""
return
Images2Neibs
(
mode
)(
ten4
,
neib_shape
,
neib_step
)
return
Images2Neibs
(
mode
)(
ten4
,
neib_shape
,
neib_step
)
...
@@ -475,6 +518,28 @@ def neibs2images(neibs, neib_shape, original_shape, mode='valid'):
...
@@ -475,6 +518,28 @@ def neibs2images(neibs, neib_shape, original_shape, mode='valid'):
its inputs in this case because it uses
its inputs in this case because it uses
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>` for
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>` for
gradient computation.
gradient computation.
Function :func:`neibs2images <theano.sandbox.neighbours.neibs2images>`
performs the inverse operation of
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>`. It inputs
the output of :func:`images2neibs <theano.sandbox.neigbours.neibs2images>`,
`neib_shape` -- `neib_shape` that was used in
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>`,
`original_shape` -- original shape of 4d tensor given to
:func:`images2neibs <theano.sandbox.neigbours.neibs2images>`
and reconstructs its input.
Example:
.. code-block:: python
im_new = neibs2images(neibs, (5, 5), im_val.shape)
# Theano function definition
inv_window = theano.function([neibs], im_new)
# Function application
im_new_val = inv_window(neibs_val)
.. note:: The code will output the initial image array.
"""
"""
neibs
=
T
.
as_tensor_variable
(
neibs
)
neibs
=
T
.
as_tensor_variable
(
neibs
)
neib_shape
=
T
.
as_tensor_variable
(
neib_shape
)
neib_shape
=
T
.
as_tensor_variable
(
neib_shape
)
...
...
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