def check_scalar_grads(precision, backend):
cgt.reset_config()
np.random.seed(0)
cgt.set_precision(precision)
cgt.core.update_config(backend=backend)
x = cgt.scalar('x')
y = cgt.scalar('y')
z = cgt.scalar('z')
vars = [x,y,z] #pylint: disable=W0622
vals = nr.rand(len(vars))+1
PROB2RESULT = {}
for ((key,_), cls) in it.chain(
it.izip(core.UNARY_INFO.items(),it.repeat(core.ElwiseUnary)),
it.izip(core.BINARY_INFO.items(),it.repeat(core.ElwiseBinary))
):
if key == "conj":
print "skipping conj"
continue
utils.colorprint(utils.Color.YELLOW, "Testing %s\n"%key)
if cls == core.ElwiseUnary:
n_in = 1
op = cls(key)
else:
n_in = 2
op = cls(key, (True,True))
inputvars = vars[0:n_in]
inputvals = vals[0:n_in]
out = core.Result(op, inputvars)
f = cgt.function(inputvars, out)
try:
grads = cgt.grad(out, inputvars)
except core.NonDifferentiable:
print "nondiff"
continue
if DISPLAY:
print "Function:"
cgt.print_tree(out)
print "Gradient original:"
cgt.print_tree(grads)
print "Gradient simplified:"
grads_simple = core.simplify(grads)
if DISPLAY: cgt.print_tree(grads_simple)
gradf = cgt.function(inputvars, grads)
eps = {"single":1e-4,"double":1e-9}[precision]
nugrad = numeric_grad(lambda li: f(*li), inputvals,eps=eps) #pylint: disable=W0640
cgtgrad = gradf(*inputvals)
np.testing.assert_almost_equal(nugrad,cgtgrad,decimal={"single":3,"double":6}[precision])
grad_count = core.count_nodes(grads_simple)
PROB2RESULT[key] = {}
PROB2RESULT[key]["grad"] = grad_count
if DISPLAY:
from thirdparty.tabulate import tabulate
print tabulate([[key,val["grad"]] for (key,val) in PROB2RESULT.iteritems()],headers=["funcname","gradcount"])
def test_scalars():
np.random.seed(0)
x = cgt.scalar('x')
y = cgt.scalar('y')
z = cgt.scalar('z')
vars = [x,y,z] #pylint: disable=W0622
vals = nr.rand(len(vars))+1
PROB2RESULT = {}
for ((key,_), cls) in it.chain(
it.izip(core.UNARY_INFO.items(),it.repeat(core.ElwiseUnary)),
it.izip(core.BINARY_INFO.items(),it.repeat(core.ElwiseBinary))
):
if key == "conj":
print "skipping conj"
continue
utils.colorprint(utils.Color.YELLOW, "Testing %s\n"%key)
if cls == core.ElwiseUnary:
n_in = 1
op = cls(key)
else:
n_in = 2
op = cls(key, (True,True))
inputvars = vars[0:n_in]
inputvals = vals[0:n_in]
out = core.Result(op, inputvars)
f = cgt.function(inputvars, out)
try:
grads = cgt.grad(out, inputvars)
except core.NonDifferentiable:
print "nondiff"
continue
if DISPLAY:
print "Function:"
cgt.print_tree(out)
print "Gradient original:"
cgt.print_tree(grads)
print "Gradient simplified:"
grads_simple = core.simplify(grads)
if DISPLAY: cgt.print_tree(grads_simple)
gradf = cgt.function(inputvars, grads)
eps = {"single":1e-4,"double":1e-9}[cgt.get_precision()]
nugrad = numeric_grad(lambda li: f(*li), inputvals,eps=eps) #pylint: disable=W0640
cgtgrad = gradf(*inputvals)
np.testing.assert_almost_equal(nugrad,cgtgrad,decimal={"single":3,"double":6}[cgt.get_precision()])
grad_count = core.count_nodes(grads_simple)
PROB2RESULT[key] = {}
PROB2RESULT[key]["grad"] = grad_count
if DISPLAY:
from thirdparty.tabulate import tabulate
print tabulate([[key,val["grad"]] for (key,val) in PROB2RESULT.iteritems()],headers=["funcname","gradcount"])
def make_funcs(opt, ntm, total_time, loss_timesteps):
x_tbk = cgt.tensor3("x", fixed_shape=(total_time, opt.b, opt.k))
y_tbp = cgt.tensor3("y", fixed_shape=(total_time, opt.b, opt.p))
loss_timesteps = set(loss_timesteps)
initial_states = make_ntm_initial_states(opt)
params = ntm.get_parameters() + get_parameters(initial_states)
# params = ntm.get_parameters()
lossCE = 0
loss01 = 0
state_arrs = initial_states
for t in xrange(total_time):
tmp = ntm([x_tbk[t]] + state_arrs)
raw_pred = tmp[0]
state_arrs = tmp[1:4]
if t in loss_timesteps:
p_pred = cgt.sigmoid(raw_pred)
ce = bernoulli_crossentropy(
y_tbp[t],
p_pred).sum() # cross-entropy of bernoulli distribution
lossCE = lossCE + ce
loss01 = loss01 + cgt.cast(cgt.equal(y_tbp[t], round01(p_pred)),
cgt.floatX).sum()
lossCE = lossCE / (len(loss_timesteps) * opt.p * opt.b) / np.log(2)
loss01 = loss01 / (len(loss_timesteps) * opt.p * opt.b)
gradloss = cgt.grad(lossCE, params)
flatgrad = flatcat(gradloss)
f_loss = cgt.function([x_tbk, y_tbp], lossCE)
f_loss_and_grad = cgt.function([x_tbk, y_tbp], [lossCE, loss01, flatgrad])
print "number of nodes in computation graph:", core.count_nodes(
[lossCE, loss01, flatgrad])
return f_loss, f_loss_and_grad, params
def make_funcs(opt, ntm, total_time, loss_timesteps):
x_tbk = cgt.tensor3("x", fixed_shape=(total_time, opt.b, opt.k))
y_tbp = cgt.tensor3("y", fixed_shape=(total_time, opt.b, opt.p))
loss_timesteps = set(loss_timesteps)
initial_states = make_ntm_initial_states(opt)
params = ntm.get_parameters() + get_parameters(initial_states)
# params = ntm.get_parameters()
lossCE = 0
loss01 = 0
state_arrs = initial_states
for t in xrange(total_time):
tmp = ntm([x_tbk[t]] + state_arrs)
raw_pred = tmp[0]
state_arrs = tmp[1:4]
if t in loss_timesteps:
p_pred = cgt.sigmoid(raw_pred)
ce = bernoulli_crossentropy(y_tbp[t] , p_pred).sum() # cross-entropy of bernoulli distribution
lossCE = lossCE + ce
loss01 = loss01 + cgt.cast(cgt.equal(y_tbp[t], round01(p_pred)),cgt.floatX).sum()
lossCE = lossCE / (len(loss_timesteps) * opt.p * opt.b) / np.log(2)
loss01 = loss01 / (len(loss_timesteps) * opt.p * opt.b)
gradloss = cgt.grad(lossCE, params)
flatgrad = flatcat(gradloss)
f_loss = cgt.function([x_tbk, y_tbp], lossCE)
f_loss_and_grad = cgt.function([x_tbk, y_tbp], [lossCE, loss01, flatgrad])
print "number of nodes in computation graph:", core.count_nodes([lossCE, loss01, flatgrad])
return f_loss, f_loss_and_grad, params