提交 d95e876d authored 作者: nouiz's avatar nouiz

Merge pull request #899 from goodfeli/rebase_fix_grad

Rebase fix grad
......@@ -98,6 +98,31 @@ following methods:
lifetime of self. Op instances should be immutable in this
sense.
.. function:: connection_pattern():
Optional (but in extremely rare cases needed to have it work with
{tensor,sparse}.grad).
Returns a list of bools the same length as the op's inputs list.
True signifies that the elements of an input have an effect on its
output.
False signifies that they do not--in other words, the op acts only
one the input's metadata such as its shape.
If no connection_pattern is implemented, tensor.grad will assume
it is a list containing only True.
Failing to implement this function for an op that needs it can
result in tensor.grad erroneously reporting that a gradient is
undefined. Returning 0 for this input in the grad method is not
the same as specifying that the elements of this input are not
connected to the output. If the gradient with respect to the
op's output is NaN but the elements of the input are not connected
to it, then the NaN never enters into the expression for the
gradient.
.. function:: grad(inputs, output_gradients)
Optional (but needed to have it work with {tensor,sparse}.grad()).
......@@ -106,31 +131,62 @@ following methods:
symbolically in this method. Both ``inputs`` and ``output_gradients``
are lists of symbolic Theano Variables and those must be operated on using
Theano's symbolic language. The grad method must return a list containing
one Variable (or ``None``) for each input. Each returned Variable represents
one Variable for each input. Each returned Variable represents
the gradient with respect to that input computed based on the symbolic gradients with
respect to each output.
If the output is not differentiable with respect to any inputs,
then this method should be defined to return ``[None for i in
inputs]``. If this method is not defined, then Theano assumes it has been
If the output is not differentiable with respect to an input
then this method should be defined to return a variable of type
NullType for that input.
If an element of output_gradient is of type theano.gradient.DisconnectedType,
it means that the cost is not a function of this output. If any of the
op's inputs participate in the computation of only disconnected outputs,
then Op.grad should return DisconnectedType variables for those inputs.
If the grad method is not defined, then Theano assumes it has been
forgotten. Symbolic differentiation will fail on a graph that
includes this Op.
It must be understood that the grad method is not meant to return the
gradient of the Op's output but rather the gradient of some other scalar
criterion C with respect to the Op's input.
It must be understood that the Op's grad method is not meant to return the
gradient of the Op's output. theano.tensor.grad computes gradients; Op.grad
is a helper function that computes terms that appear in gradients.
If an Op has a single vector-valued output y and a single vector-valued input x,
then the grad method will be passed x and a second vector z. Define J to be
the Jacobian of y with respect to x. The Op's grad method should return
dot(J.T,z). When theano.tensor.grad calls the grad method, it will set z to
be the gradient of the cost C with respect to y. If this op is the only op
that acts on x, then dot(J.T,z) is the gradient of C with respect to x.
If there are other ops that act on x, theano.tensor.grad will have to add up
the terms of x's gradient contributed by the other op's grad method.
In practice, an op's input and output are rarely implemented as single vectors.
Even if an op's output consists of a list containing a scalar, a sparse matrix,
and a 4D tensor, you can think of these objects as being formed by rearranging
a vector. Likewise for the input. In this view, the values computed by the grad
method still represent a Jacobian-vector product.
In practice, it is probably not a good idea to explicitly construct the Jacobian,
which might be very large and very sparse. However, the returned value should
be equal to the Jacobian-vector product.
So long as you implement this product correctly, you need not understand what
theano.tensor.grad is doing, but for the curious the mathematical justification
is as follows:
In essence, the grad method must simply implement through symbolic Variables
and operations the chain rule of differential calculus. The chain rule
is the mathematical procedure that allows to calculate the total derivative
is the mathematical procedure that allows one to calculate the total derivative
:math:`\frac{d C}{d x}` of the final scalar symbolic Variable C with respect to a
primitive symbolic Variable x found in the list ``inputs``,
based on the knowledge of the total derivative :math:`\frac{d C}{d f}` of
C with respect to a symbolic Variable that is returned by the Op (this is provided
primitive symbolic Variable x found in the list ``inputs``.
The grad method does this using ``output_gradients`` which provides the total
derivative :math:`\frac{d C}{d f}` of C with respect to a symbolic Variable
that is returned by the Op (this is provided
in ``output_gradients``), as well as the knowledge of the total derivative :math:`\frac{d f}{d x}` of the
latter with respect to the primitive Variable (this has to be computed).
In Mathematics, the total derivative of a scalar variable (C) with respect to a vector of
In mathematics, the total derivative of a scalar variable (C) with respect to a vector of
scalar variables (x), i.e. the gradient, is customarily represented as the
row vector of the partial derivatives, whereas the total derivative of a vector of
scalar variables (f) with respect to another (x), is customarily represented by the matrix of
......
......@@ -150,24 +150,6 @@ def std_fgraph(input_specs, output_specs, accept_inplace = False):
std_fgraph.features = [gof.toolbox.PreserveNames]
class UncomputableFeature(gof.Feature):
"""A feature that ensures the graph never contains any
uncomputable nodes. This check must be made at compile time
rather than runtime in order to make sure that NaN nodes are
not optimized out. It must be done as a Feature so that
the fgraph will continually check that optimizations have
not introduce any uncomputable nodes."""
def on_attach(self, fgraph):
for node in fgraph.nodes:
return self.on_import(fgraph, node)
def on_import(self, fgraph, node):
gof.op.raise_if_uncomputable(node)
std_fgraph.features.append(UncomputableFeature)
class AliasedMemoryError(Exception):
"""Memory is aliased that should not be"""
pass
......
......@@ -11,7 +11,7 @@ import toolbox
from python25 import all
from theano import config
import warnings
NullType = None
class InconsistencyError(Exception):
"""
......@@ -211,6 +211,9 @@ class FunctionGraph(utils.object2):
### import ###
def __import_r__(self, variables):
global NullType
if NullType is None:
from null_type import NullType
# Imports the owners of the variables
r_owner_done = set(self.nodes)
for node in [r.owner for r in variables if r.owner is not None]:
......@@ -219,6 +222,8 @@ class FunctionGraph(utils.object2):
self.__import__(node)
for r in variables:
if r.owner is None and not isinstance(r, graph.Constant) and r not in self.inputs:
if isinstance(r.type,NullType):
raise TypeError("Computation graph contains a NaN. "+r.type.why_null)
raise MissingInputError("Undeclared input", r)
if not getattr(r, 'fgraph', None) is self:
self.__setup_r__(r)
......
from theano.gof.type import Type
class NullType(Type):
"""
A type that allows no values. Used to represent expressions
that are undefined, either because they do not exist mathematically
or because the code to generate the expression has not been
implemented yet.
"""
def __init__(self, why_null='(no explanation given)'):
"""
why_null: A string explaining why this variable
can't take on any values
"""
self.why_null = why_null
def filter(self, data, strict=False, allow_downcast=None):
raise ValueError("No values may be assigned to a NullType")
def filter_variable(self, other):
raise ValueError("No values may be assigned to a NullType")
def may_share_memory(a, b):
return False
def values_eq(a, b, force_same_dtype=True):
raise ValueError("NullType has no values to compare")
......@@ -609,59 +609,6 @@ class Op(utils.object2, PureOp, CLinkerOp):
rval.lazy = False
return rval
class UncomputableOp(Op):
"""
An Op representing an expression that cannot be computed.
theano.function checks that the subgraph it implements
does not contain these ops, and that optimization does not
introduce any such ops.
theano.tensor.grad checks the graphs it returns to ensure
they do not contain these ops.
"""
def __init__(self, exc, msg=""):
"""
exc: the exception type to raise if a subgraph contains
this op.
msg: the message to include in the exception.
"""
self.exc = exc
self.msg = msg
def __eq__(self, other):
return type(self) == type(other)
def __hash__(self):
return hash((type(self)))
def __str__(self):
return "Uncomputable{%s,%s}"%(self.exc,self.msg)
def make_node(self,x):
if x is None:
x = graph.Constant(theano.gof.type.generic,None)
return graph.Apply(self, [x], [x.type()] )
def perform(self, node, inputs, out_storage):
""" This should never be called"""
raise AssertionError("A BadGradOp should never be compiled, "+\
"and certainly not executed.")
#Note: essentially, this op should just be NaNs_like(inputs[0])
#but 0 * BadGradOp(x) + y optimizes to just y
#so until we develop a way of symbolically representing a variable
#that is always NaN and implement the logic for 0 * NaN = NaN, etc.
#the only way we can guarantee correctness of a theano function
#is to guarantee that its initial subgraph contained no BadGradOps
def raise_exc(self):
raise self.exc(self.msg)
def raise_if_uncomputable(node):
if node is not None:
if isinstance(node.op, UncomputableOp):
node.op.raise_exc()
def get_test_value(v):
"""
Extract test value from `v`. Raises AttributeError if there is none.
......
差异被折叠。
......@@ -456,7 +456,7 @@ def test_elemwise_composite_support_code():
P = T.exp(-(Y - U) ** 2)
epsilon = numpy.asarray(0.001, dtype="float32")
NLL = -T.mean(T.log(P + epsilon)) # SupportCodeError
G = T.grad(NLL, wrt=[W])
G = theano.gradient.grad(NLL, wrt=[W])
backup = theano.config.warn.identify_1pexp_bug
theano.config.warn.identify_1pexp_bug = False
......@@ -468,6 +468,7 @@ def test_elemwise_composite_support_code():
topo = f_grad.maker.fgraph.toposort()
assert sum([isinstance(node.op, T.Elemwise) for node in topo]) == 1
#I suspect this was failing in the original branch too
assert sum([isinstance(node.op, tcn.GpuElemwise) for node in topo]) == 1
......
......@@ -258,7 +258,7 @@ class T_Images2Neibs(unittest_tools.InferShapeTester):
def fn(images):
return images2neibs(images, (3, 3), mode='wrap_centered')
self.assertRaises(NotImplementedError, unittest_tools.verify_grad,
self.assertRaises(TypeError, unittest_tools.verify_grad,
fn, [images_val], mode=self.mode)
......@@ -276,7 +276,7 @@ class T_Images2Neibs(unittest_tools.InferShapeTester):
# are not the same.
def fn(images):
return images2neibs(images, (2, 2), (1, 1))
self.assertRaises(NotImplementedError,
self.assertRaises(TypeError,
unittest_tools.verify_grad, fn, [images_val],
mode=self.mode)
......
......@@ -488,6 +488,9 @@ class _scalar_py_operators:
def __rmod__(self,other): return mod(other,self)
def __rpow__(self,other): return pow(other,self)
def zeros_like(self):
return ScalarConstant(Scalar(str(self.type.dtype)), 0)
class ScalarVariable(_scalar_py_operators, Variable):
pass
......
......@@ -29,6 +29,8 @@ from theano import gof
from theano.tensor import TensorType
from theano import tensor
from theano.tensor.opt import Shape_i
from theano.gradient import grad_undefined
from theano.gradient import DisconnectedType
#from theano.sandbox import cuda
from theano.compile.profiling import ScanProfileStats
......@@ -431,7 +433,7 @@ class Scan(PureOp):
aux_txt += str(k) + ','
aux_txt += '},%s,%s}'
else:
aux_txt +='{%s,%s}'
aux_txt += '{%s,%s}'
aux_txt = aux_txt % (name, gpu_str, str(self.name))
return aux_txt
......@@ -1161,6 +1163,17 @@ class Scan(PureOp):
### GRAD FUNCTION
def grad(self, args, g_outs):
# This discards information about whether incoming gradients are 0
# or disconnected from the cost
# TODO: upgrade scan op to report disconnection correctly
def strip_disconnected(g):
if isinstance(g.type, DisconnectedType):
return None
return g
g_outs = [strip_disconnected(g) for g in g_outs]
# 1. forward pass - get the outputs after applying scan
scan_outputs = self(*args)
# 2. make sure they are given as a list
......@@ -1512,7 +1525,7 @@ class Scan(PureOp):
if type(outputs) not in (list, tuple):
outputs = [outputs]
# Re-order the gradients correctly
gradients = [None]
gradients = [grad_undefined(self, 0, args[0], 'Number of steps')]
offset = (self.n_mit_mot +
self.n_mit_sot +
......@@ -1522,8 +1535,16 @@ class Scan(PureOp):
end = self.n_mit_mot + self.n_mit_sot + self.n_sit_sot
gradients += [x[::-1] for x in outputs[:end]]
gradients += [None for x in xrange(self.n_shared_outs)]
gradients += [None for x in xrange(self.n_nit_sot)]
start = len(gradients)
gradients += [
grad_undefined(self, x + start, args[x + start],
'Shared Variable with update')
for x in xrange(self.n_shared_outs)]
start = len(gradients)
gradients += [
grad_undefined(self, x + start, args[x + start],
'Dimension of memory buffer for output')
for x in xrange(self.n_nit_sot)]
begin = end
end = begin + n_sitsot_outs
......@@ -1547,7 +1568,8 @@ class Scan(PureOp):
rop_self_outputs = self_outputs
if self.info['n_shared_outs'] > 0:
rop_self_outputs = rop_self_outputs[:-self.info['n_shared_outs']]
rop_outs = tensor.Rop(rop_self_outputs, rop_of_inputs, inner_eval_points)
rop_outs = tensor.Rop(rop_self_outputs, rop_of_inputs,
inner_eval_points)
if type(rop_outs) not in (list, tuple):
rop_outs = [rop_outs]
# Step 2. Figure out what corresponds to what in the scan
......@@ -1653,7 +1675,7 @@ class Scan(PureOp):
scan_sit_sot = inputs[b:e] + clean_eval_points
inner_sit_sot = self_inputs[ib:ie] + inner_eval_points[ib:ie]
#Shared outs ...
# Shared outs ...
b = e
e = e + self.n_shared_outs
ib = ie
......@@ -1738,7 +1760,7 @@ class Scan(PureOp):
b = e + self.n_nit_sot
e = e + self.n_nit_sot * 2
final_outs += outputs[b:e]
final_outs += [None]*self.n_shared_outs
final_outs += [None] * self.n_shared_outs
return final_outs
......
......@@ -1816,10 +1816,12 @@ class T_Scan(unittest.TestCase):
def test_scan_extra_inputs_hessian(self):
x = theano.tensor.vector('x')
A = theano.tensor.matrix('A')
fc1 = theano.shared(0.5)
fc2 = theano.shared(0.9)
fc1 = theano.shared(0.5, name = 'fc1')
fc2 = theano.shared(0.9, name = 'fc2')
y = fc1 * theano.dot(x * x, theano.dot(A, x))
y.name = 'y'
gy = theano.tensor.grad(y, x)
gy.name = 'gy'
hy, updates = theano.scan(
lambda i, gy, x: theano.tensor.grad(gy[i] * fc2, x),
sequences=theano.tensor.arange(gy.shape[0]),
......@@ -1829,7 +1831,9 @@ class T_Scan(unittest.TestCase):
vx = numpy.array([1., 1.], dtype=theano.config.floatX)
vA = numpy.array([[1., 1.], [1., 0.]], dtype=theano.config.floatX)
vR = numpy.array([[3.6, 1.8], [1.8, 0.9]], dtype=theano.config.floatX)
assert numpy.allclose(f(vx, vA), vR)
out = f(vx, vA)
assert numpy.allclose(out, vR)
def test_cloning_no_replace_strict_copy_inputs(self):
# This has nothing to do with scan, but it refers to the clone
......@@ -3479,14 +3483,15 @@ def test_compute_test_value():
backup = theano.config.compute_test_value
theano.config.compute_test_value = 'raise'
try:
x = tensor.vector()
x = tensor.vector('x')
xv = numpy.ones(3, dtype=theano.config.floatX)
x.tag.test_value = xv
y = theano.shared(numpy.arange(3, dtype=theano.config.floatX))
y = theano.shared(numpy.arange(3, dtype=theano.config.floatX), name='y')
z, _ = theano.scan(
fn=lambda u, v: u + v,
sequences=[x, y])
assert not _
z.name='z'
# The gradient computation used to crash before 6af465e.
g = tensor.grad(z.sum(), x)
#f = theano.function([x], g)
......
......@@ -7,7 +7,6 @@ http://www-users.cs.umn.edu/~saad/software/SPARSKIT/paper.ps
# TODO
# Automatic methods for determining best sparse format?
from itertools import izip
import sys
import numpy
......@@ -16,14 +15,14 @@ import scipy.sparse
from theano import gof, tensor, compile, scalar, config
from theano.gof.python25 import all
from theano.tensor import blas
from theano.gradient import DisconnectedType
from theano.sparse.utils import hash_from_sparse
import theano.tests.unittest_tools as utt
sparse_formats = ['csc', 'csr']
#TODO: move this decorator to the compile submodule
# TODO: move this decorator to the compile submodule
def register_specialize(lopt, *tags, **kwargs):
compile.optdb['specialize'].register((kwargs and kwargs.pop('name')) or
lopt.__name__, lopt, 'fast_run',
......@@ -256,7 +255,7 @@ def sp_zeros_like(x):
:return: The same as `x` with zero entries
for all element.
"""
#TODO: don't restrict to CSM formats
# TODO: don't restrict to CSM formats
_, _, indptr, shape = csm_properties(x)
return CSM(format=x.format)(numpy.array([], dtype=x.type.dtype),
numpy.array([]), tensor.zeros_like(indptr),
......@@ -291,7 +290,7 @@ class _sparse_py_operators:
def __rmul__(left, right):
return mul(left, right)
#extra pseudo-operator symbols
# extra pseudo-operator symbols
def __dot__(left, right):
return structured_dot(left, right)
......@@ -299,12 +298,12 @@ class _sparse_py_operators:
def __rdot__(right, left):
return structured_dot(left, right)
#N.B. THIS IS COMMENTED OUT ON PURPOSE!!!
# N.B. THIS IS COMMENTED OUT ON PURPOSE!!!
# Discussion with Fred & James (at least, and maybe others before)
# we decided that casting from a sparse to dense should be explicit
# because it's usually something you just want to be pretty careful
# about, and not to do by accident.
#def _as_TensorVariable(self):
# def _as_TensorVariable(self):
# return dense_from_sparse(self)
shape = property(lambda self: tensor.shape(dense_from_sparse(self)))
......@@ -441,7 +440,7 @@ class SparseType(gof.Type):
if strict:
raise TypeError("%s is not sparse, or not the right dtype (is %s, "
"expected %s)" % (value, value.dtype, self.dtype))
#The input format could be converted here
# The input format could be converted here
if allow_downcast:
sp = self.format_cls[self.format](value, dtype=self.dtype)
else:
......@@ -488,7 +487,7 @@ class SparseType(gof.Type):
return "Sparse[%s, %s]" % (str(self.dtype), str(self.format))
def values_eq_approx(self, a, b, eps=1e-6):
#WARNING: equality comparison of sparse matrices is not fast or easy
# WARNING: equality comparison of sparse matrices is not fast or easy
# we definitely do not want to be doing this un-necessarily during
# a FAST_RUN computation..
if not scipy.sparse.issparse(a) or not scipy.sparse.issparse(b):
......@@ -504,7 +503,7 @@ class SparseType(gof.Type):
return max(diff.data) < eps
def values_eq(self, a, b):
#WARNING: equality comparison of sparse matrices is not fast or easy
# WARNING: equality comparison of sparse matrices is not fast or easy
# we definitely do not want to be doing this un-necessarily during
# a FAST_RUN computation..
return scipy.sparse.issparse(a) \
......@@ -619,14 +618,25 @@ class CSMProperties(gof.Op):
out[0][0] = csm.data[self.kmap]
if str(csm.data.dtype) == 'int32':
out[0][0] = theano._asarray(out[0][0], dtype='int32')
#backport
#out[0][0] = csm.data if self.kmap is None else csm.data[self.kmap]
# backport
# out[0][0] = csm.data if self.kmap is None else csm.data[self.kmap]
out[1][0] = theano._asarray(csm.indices, dtype='int32')
out[2][0] = theano._asarray(csm.indptr, dtype='int32')
out[3][0] = theano._asarray(csm.shape, dtype='int32')
def grad(self, (csm,), g):
assert [gg is None for gg in g[1:]]
# g[1:] is all integers, so their Jacobian in this op
# is 0. We thus don't need to worry about what their values
# are.
# if g[0] is disconnected, then this op doesn't contribute
# any gradient anywhere. but we know that at least one of
# g[1:] is connected, or this grad method wouldn't have been
# called, so we should report zeros
if isinstance(g[0].type, DisconnectedType):
return [csm.zeros_like()]
data, indices, indptr, shape = csm_properties(csm)
return [CSM(csm.format)(g[0], indices, indptr, shape)]
# don't make this a function or it breaks some optimizations below
......@@ -662,10 +672,10 @@ class CSM(gof.Op):
:param data: One dimensionnal tensor representing
the data of the sparse to construct.
:param indices: One dimensionnal tensor of integers
:param indices: One dimensional tensor of integers
representing the indices of the sparse
matrix to construct.
:param indptr: One dimensionnal tensor of integers
:param indptr: One dimensional tensor of integers
representing the indice pointer for
the sparse matrix to construct.
:param shape: One dimensionnal tensor of integers
......@@ -673,9 +683,9 @@ class CSM(gof.Op):
matrix to construct.
:return: A sparse matrix having the properties
speficied by the inputs.
specified by the inputs.
:note: The grad method returns a dense vector, so it provide
:note: The grad method returns a dense vector, so it provides
a regular grad.
"""
......@@ -774,10 +784,10 @@ class CSM(gof.Op):
def grad(self, (x_data, x_indices, x_indptr, x_shape), (g_out,)):
g_data, g_indices, g_indptr, g_shape = csm_properties(g_out)
#unpack the data vector and wrap it as a 1d TensorType
# unpack the data vector and wrap it as a 1d TensorType
g_data = csm_grad(self.kmap)(x_data, x_indices, x_indptr, x_shape,
g_data, g_indices, g_indptr, g_shape)
return [g_data, None, None, None]
return [g_data, DisconnectedType()(), DisconnectedType()(), DisconnectedType()()]
def infer_shape(self, node, shapes):
if self.kmap is None:
......@@ -1195,7 +1205,7 @@ class GetItemScalar(gof.op.Op):
if isinstance(ind, slice):
raise Exception("GetItemScalar called with a slice as index!")
#in case of indexing using int instead of theano variable
# in case of indexing using int instead of theano variable
elif isinstance(ind, int):
ind = theano.tensor.constant(ind)
input_op += [ind]
......@@ -2026,7 +2036,7 @@ class MulSD(gof.op.Op):
def make_node(self, x, y):
x, y = as_sparse_variable(x), tensor.as_tensor_variable(y)
#upcast the tensor. Is the cast of sparse done implemented?
# upcast the tensor. Is the cast of sparse done implemented?
dtype = scalar.upcast(x.type.dtype, y.type.dtype)
if y.type.dtype != dtype:
y = tensor.cast(y, dtype)
......@@ -2049,7 +2059,7 @@ class MulSD(gof.op.Op):
elif len(y.shape) == 2:
# if we have enough memory to fit y, maybe we can fit x.asarray()
# too?
#TODO: change runtime from O(M*N) to O(nonzeros)
# TODO: change runtime from O(M*N) to O(nonzeros)
M, N = x.shape
assert x.shape == y.shape
......@@ -2810,7 +2820,7 @@ class StructuredDot(gof.Op):
raise ValueError('shape mismatch in StructuredDot.perform',
(a.shape, b.shape))
#variable = a.dot(b) # deprecated
# variable = a.dot(b) # deprecated
variable = a * b
if isinstance(node.outputs[0].type, SparseType):
assert _is_sparse(variable)
......@@ -2843,8 +2853,8 @@ class StructuredDot(gof.Op):
raise Exception("a.shape=%s, b.shape=%s, variable.shape=%s "
" ??? I have no idea why")
#The cast is needed as otherwise we hit the bug mentioned into
#theano._asarray function documentation.
# The cast is needed as otherwise we hit the bug mentioned into
# theano._asarray function documentation.
out[0] = theano._asarray(variable, str(variable.dtype))
def grad(self, (a, b), (g_out,)):
......@@ -3229,7 +3239,7 @@ class SamplingDot(gof.op.Op):
if not _is_sparse_variable(p):
raise TypeError(p)
#TODO: use it.
# TODO: use it.
dtype_out = scalar.upcast(x.type.dtype, y.type.dtype, p.type.dtype)
return gof.Apply(self, [x, y, p], [p.type()])
......
差异被折叠。
......@@ -98,26 +98,26 @@ class Conv3D(theano.Op):
if 'name' in dir(dCdH) and dCdH.name is not None:
dCdH_name = dCdH.name
else:
dCdH_name = 'anon'
dCdH_name = 'anon_dCdH'
if 'name' in dir(V) and V.name is not None:
V_name = V.name
else:
V_name = 'anon'
V_name = 'anon_V'
if 'name' in dir(W) and W.name is not None:
W_name = W.name
else:
W_name = 'anon'
W_name = 'anon_W'
if 'name' in dir(b) and b.name is not None:
b_name = b.name
else:
b_name = 'anon'
b_name = 'anon_b'
dCdV.name = 'Conv3D_dCdV.dCdH='+dCdH_name+',V='+V_name
dCdW.name = 'Conv3D_dCdW.dCdH='+dCdH_name+',V='+V_name+',W='+W_name
dCdb.name = 'Conv3D_dCdb.dCdH='+dCdH_name+',V='+V_name+',W='+W_name+',b='+b_name
dCdV.name = 'Conv3D_dCdV(dCdH='+dCdH_name+',V='+V_name+')'
dCdW.name = 'Conv3D_dCdW(dCdH='+dCdH_name+',V='+V_name+',W='+W_name+')'
dCdb.name = 'Conv3D_dCdb(dCdH='+dCdH_name+',V='+V_name+',W='+W_name+',b='+b_name+')'
......
......@@ -56,22 +56,22 @@ class ConvTransp3D(theano.Op):
if 'name' in dir(dCdR) and dCdR.name is not None:
dCdR_name = dCdR.name
else:
dCdR_name = 'anon'
dCdR_name = 'anon_dCdR'
if 'name' in dir(H) and H.name is not None:
H_name = H.name
else:
H_name = 'anon'
H_name = 'anon_H'
if 'name' in dir(W) and W.name is not None:
W_name = W.name
else:
W_name = 'anon'
W_name = 'anon_W'
if 'name' in dir(b) and b.name is not None:
b_name = b.name
else:
b_name = 'anon'
b_name = 'anon_b'
dCdW.name = 'ConvTransp3D_dCdW.H='+H_name+',dCdR='+dCdR_name+',W='+W_name
......
......@@ -780,9 +780,19 @@ class ConvOp(OpenMPOp):
# build a "node", that should be equivalent to the one given by
# self.make_node, but using conv3D instead of self.
shuffled_inputs = inputs.dimshuffle(0, 2, 3, 'x', 1)
if inputs.name is not None:
shuffled_inputs.name = 'shuffle_for_conv3D(%s)' % inputs.name
flipped_kerns = kerns[:, :, ::-1, ::-1]
if kerns.name is not None:
flipped_kerns.name = 'flipped(%s)' % kerns.name
shuffled_kerns = flipped_kerns.dimshuffle(0, 2, 3, 'x', 1)
if flipped_kerns.name is not None:
shuffled_kerns.name = 'shuffled_for_conv3D(%s)' % flipped_kerns.name
tmp_node = theano.tensor.nnet.conv3D(
V=inputs.dimshuffle(0, 2, 3, 'x', 1),
W=kerns[:, :, ::-1, ::-1].dimshuffle(0, 2, 3, 'x', 1),
V = shuffled_inputs,
W= shuffled_kerns,
b=theano.tensor.alloc(numpy.asarray(0, dtype=kerns.dtype),
kerns.shape[0]),
d=(self.dx, self.dy, 1))
......
......@@ -14,6 +14,7 @@ from theano.compile import optdb
from theano.gof import Apply
from theano.tensor.nnet.sigm import sigmoid, softplus
from theano.gradient import DisconnectedType
############
......@@ -76,6 +77,10 @@ class SoftmaxWithBias(gof.Op):
def grad(self, inp, grads):
x, b = inp
g_sm, = grads
if isinstance(g_sm.type, DisconnectedType):
return [ DisconnectedType()(), DisconnectedType()() ]
sm = softmax_with_bias(x, b)
dx = softmax_grad(g_sm, sm)
db = tensor.sum(dx, axis=0)
......@@ -710,21 +715,40 @@ class CrossentropySoftmaxArgmax1HotWithBias(gof.Op):
def grad(self, inp, grads):
x, b, y_idx = inp
g_nll, g_sm, g_am = grads
if g_am is not None:
raise NotImplementedError()
elif g_sm is not None:
# There is a gradient w.r.t. the softmax's output itself.
if g_nll is not None or g_am is not None:
raise NotImplementedError()
return softmax_with_bias.grad((x, b, ), (g_sm, )) + (None, )
else:
# There is a gradient w.r.t. the NLL.
assert g_nll is not None
dx_terms = []
db_terms = []
d_idx_terms = []
if not isinstance(g_nll.type, DisconnectedType):
nll, sm = crossentropy_softmax_1hot_with_bias(x, b, y_idx)
#dx = CrossentropySoftmax1HotWithBiasDx()(g_nll, sm, y_idx)
dx = crossentropy_softmax_1hot_with_bias_dx(g_nll, sm, y_idx)
db = tensor.sum(dx, axis=[0])
return dx, db, None
dx_terms.append(dx)
db_terms.append(db)
if not isinstance(g_sm.type, DisconnectedType):
dx, db = softmax_with_bias.grad((x, b), (g_sm, ))
dx_terms.append(dx)
db_terms.append(db)
if not isinstance(g_am.type, DisconnectedType):
dx_terms.append(x.zeros_like())
db_terms.append(b.zeros_like())
d_idx_terms.append(y_idx.zeros_like())
def fancy_sum( terms ):
if len(terms) == 0:
return DisconnectedType()()
rval = terms[0]
for term in terms[1:]:
rval = rval + term
return rval
return [ fancy_sum(terms) for terms in
[dx_terms, db_terms, d_idx_terms ] ]
def c_headers(self):
return ['<iostream>', '<cmath>']
......
......@@ -18,7 +18,9 @@ class TestConv2D(utt.InferShapeTester):
def setUp(self):
super (TestConv2D, self).setUp()
self.input = T.dtensor4('input')
self.input.name = 'default_V'
self.filters = T.dtensor4('filters')
self.filters.name = 'default_filters'
def validate(self, image_shape, filter_shape,
border_mode='valid', subsample=(1, 1),
......@@ -34,7 +36,7 @@ class TestConv2D(utt.InferShapeTester):
N_filter_shape = [T.get_constant_value(T.
as_tensor_variable(x)) for x in filter_shape]
if not input:
if input is None:
input = self.input
if not filters:
filters = self.filters
......@@ -44,11 +46,16 @@ class TestConv2D(utt.InferShapeTester):
# we create a symbolic function so that verify_grad can work
def sym_conv2d(input, filters):
# define theano graph and function
return conv.conv2d(input, filters, image_shape, filter_shape,
input.name = 'input'
filters.name = 'filters'
rval = conv.conv2d(input, filters, image_shape, filter_shape,
border_mode, subsample, unroll_batch=unroll_batch,
unroll_kern=unroll_kern, unroll_patch=unroll_patch)
rval.name = 'conv_output'
return rval
output = sym_conv2d(input, filters)
output.name = 'conv2d(%s,%s)' % (input.name, filters.name)
theano_conv = theano.function([input, filters], output)
# initialize input and compute result
......
......@@ -121,33 +121,49 @@ class TestConv3D(utt.InferShapeTester):
mode.check_py_code = False
self.W = shared(N.ndarray(shape=(1, 1, 1, 1, 1), dtype=floatX))
self.W.name = 'W'
self.b = shared(N.zeros(1, dtype=floatX))
self.b.name = 'b'
self.rb = shared(N.zeros(1, dtype=floatX))
self.rb.name = 'rb'
self.V = shared(N.ndarray(shape=(1, 1, 1, 1, 1), dtype=floatX))
self.V.name = 'V'
self.d = shared(N.ndarray(shape=(3, ), dtype=int))
self.d.name = 'd'
self.H = conv3D(self.V, self.W, self.b, self.d)
self.H.name = 'H'
self.H_func = function([], self.H, mode=mode)
self.H_shape_func = function([], self.H.shape, mode=mode)
self.RShape = T.vector(dtype='int64')
self.RShape.name = 'RShape'
self.otherH = T.TensorType(floatX,
(False, False, False, False, False))(name='otherH')
self.transp = convTransp3D(self.W, self.rb, self.d,
self.otherH, self.RShape)
self.transp.name = 'transp'
self.transp_func = function([self.otherH, self.RShape],
self.transp, mode=mode)
self.R = convTransp3D(self.W, self.rb, self.d, self.H, self.RShape)
self.R.name = 'R'
self.R_func = function([self.RShape], self.R, mode=mode)
self.R_shape_func = function([self.RShape], self.R.shape)
self.reconsObj = T.sum(T.sqr(self.V - self.R))
diff = self.V - self.R
diff.name = 'diff'
sqr = T.sqr(diff)
sqr.name = 'sqr'
self.reconsObj = T.sum(sqr)
self.reconsObj.name = 'reconsObj'
self.reconsObjFunc = function([self.RShape], self.reconsObj, mode=mode)
W_grad = T.grad(self.reconsObj, self.W)
self.gradientsFunc = function([self.RShape],
[T.grad(self.reconsObj, self.W), T.grad(self.reconsObj,
[W_grad, T.grad(self.reconsObj,
self.H), T.grad(self.reconsObj, self.V),
T.grad(self.reconsObj, self.b)], mode=mode)
......
......@@ -2832,16 +2832,16 @@ class Canonizer(gof.LocalOptimizer):
# this canonized graph... if so, we do nothing and wait for
# them to be transformed.
def _bypass_dimshuffle(n):
if isinstance(n.op, DimShuffle) and len(n.outputs[0].clients) <= 1:
return _bypass_dimshuffle(n.outputs[0].clients.__iter__(
).next()[0])
if (isinstance(getattr(n, 'op', None), DimShuffle) and
len(n.outputs[0].clients) <= 1):
return _bypass_dimshuffle(n.outputs[0].clients[0][0])
else:
return n
for c, c_idx in out.clients:
if c == 'output':
continue
if _bypass_dimshuffle(c).op in [self.main, self.inverse,
self.reciprocal]:
if getattr(_bypass_dimshuffle(c), 'op', '') in [
self.main, self.inverse, self.reciprocal]:
return False
# Here we make the canonical version of the graph around this node
......
......@@ -2023,6 +2023,10 @@ class T_max_and_argmax(unittest.TestCase):
because there is no differentiable path from cost to the input and
not because of an error of the grad method of the op
"""
raise KnownFailureTest("The desired behavior of the grad method in this case is currently under debate. In any case, the result should be to return NaN or 0, not to report a disconnected input.")
x = matrix()
cost = argmax(x, axis=0).sum()
value_error_raised = False
......@@ -2220,6 +2224,7 @@ class T_argmin_argmax(unittest.TestCase):
def test_grad_argmin(self):
data = rand(2, 3)
n = as_tensor_variable(data)
n.name = 'n'
#test grad of argmin
utt.verify_grad(lambda v: argmin(v, axis=-1), [data])
......@@ -2231,7 +2236,9 @@ class T_argmin_argmax(unittest.TestCase):
utt.verify_grad(lambda v: argmin(v.flatten()), [data])
try:
grad(argmin(n, axis=-1), n)
cost = argmin(n, axis=-1)
cost.name = None
g = grad(cost, n)
raise Exception('Expected an error')
except TypeError:
pass
......@@ -4375,6 +4382,7 @@ class test_grad(unittest.TestCase):
o = test_grad.O()
a1 = o.make_node()
g0,g1 = grad(a1.outputs[0], a1.inputs)
g0.name = None
self.assertTrue(o.gval0 is g0)
self.assertTrue(o.gval1 is g1)
......@@ -4435,10 +4443,8 @@ class test_grad(unittest.TestCase):
v = vector()
m = matrix()
# grad(v,...) and grad(m,...) should fail
self.assertRaises(TypeError, grad, v, s)
self.assertRaises(TypeError, grad, v, m)
self.assertRaises(TypeError, grad, m, s)
self.assertRaises(TypeError, grad, m, v)
self.assertRaises(TypeError, grad, v, v)
self.assertRaises(TypeError, grad, m, m)
class T_op_cache(unittest.TestCase):
def setUp(self):
......
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