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September 7, 2011 16:23
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TheanoSGDClassifier
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# Example of a BaseEstimator implemented with Theano. | |
# This could use the GPU, except that | |
# a) linear regression isn't really worth it, and | |
# b) the multi_hinge_margin Op is only implemented for the CPU. | |
# | |
import numpy as np | |
try: | |
import theano | |
from theano import tensor | |
except ImportError: | |
print('Failed to import Theano - see installation instructions at ' | |
'http://www.deeplearning.net/software/theano/') | |
raise | |
try: | |
from pylearn.shared.layers.logreg import LogisticRegression | |
import pylearn.gd.sgd | |
from pylearn.formulas.costs import multi_hinge_margin | |
except ImportError: | |
print('Failed to import pylearn - clone it from https://hg.assembla.com/pylearn') | |
raise | |
class TheanoSGDClassifier(object): | |
def __init__(self, | |
n_classes, | |
batchsize=100, | |
learnrate = 0.005, | |
l1_regularization = 0.0, | |
l2_regularization = 0.0, | |
min_feature_std =0.3, | |
n_epochs = 100, | |
anneal_epoch=20, | |
center_and_normalize=False, | |
validset_fraction=.2, | |
validset_max_examples=5000, | |
copy_X=True, | |
loss_fn='hinge', | |
): | |
# add arguments to class | |
self.__dict__.update(locals()); del self.self | |
def fit(self, X, y): | |
batchsize = self.batchsize | |
n_valid = int(min(self.validset_max_examples, self.validset_fraction * X.shape[0])) | |
# increase to a multiple of batchsize | |
while n_valid % batchsize: | |
n_valid += 1 | |
n_train = X.shape[0] - n_valid | |
# decrease to a multiple of batchsize | |
while n_train % batchsize: | |
n_train -= 1 | |
if self.center_and_normalize and self.copy_X: | |
X = X.copy() | |
train_features = X[:n_train] | |
valid_features = X[n_train:] | |
train_labels = y[:n_train] | |
valid_labels = y[n_train:] | |
if self.center_and_normalize: | |
print("Computing mean and std.dev") | |
#this loop seems more memory efficient than numpy | |
m= np.zeros(train_features.shape[1]) | |
msq= np.zeros(train_features.shape[1]) | |
for i in xrange(train_features.shape[0]): | |
alpha = 1.0 / (i+1) | |
v = train_features[i] | |
m = alpha * v + (1-alpha)*m | |
msq = alpha * v*v + (1-alpha)*msq | |
self.X_mean_ = theano.shared(m.astype(X.dtype)) | |
self.X_std_ = theano.shared( | |
np.maximum( | |
self.min_feature_std, | |
np.sqrt(msq - m*m)).astype(X.dtype)) | |
X -= self.X_mean_.get_value() | |
X /= self.X_std_.get_value() | |
x_i = tensor.matrix(dtype=X.dtype) | |
y_i = tensor.vector(dtype=y.dtype) | |
lr = tensor.scalar(dtype=X.dtype) | |
feature_logreg = LogisticRegression.new(x_i, | |
n_in = train_features.shape[1], n_out=self.n_classes, | |
dtype=x_i.dtype) | |
if self.loss_fn=='log': | |
traincost = feature_logreg.nll(y_i).sum() | |
elif self.loss_fn=='hinge': | |
raw_output = tensor.dot(feature_logreg.input, feature_logreg.w)+feature_logreg.b | |
traincost = multi_hinge_margin(raw_output, y_i).sum() | |
else: | |
raise NotImplementedError(self.loss_fn) | |
traincost = traincost + abs(feature_logreg.w).sum() * self.l1_regularization | |
traincost = traincost + (feature_logreg.w**2).sum() * self.l2_regularization | |
train_logreg_fn = theano.function([x_i, y_i, lr], | |
[feature_logreg.nll(y_i).mean(), | |
feature_logreg.errors(y_i).mean()], | |
updates=pylearn.gd.sgd.sgd_updates( | |
params=feature_logreg.params, | |
grads=tensor.grad(traincost, feature_logreg.params), | |
stepsizes=[lr/batchsize,lr/(10*batchsize)])) | |
test_logreg_fn = theano.function([x_i, y_i], | |
feature_logreg.errors(y_i)) | |
if self.center_and_normalize: | |
feature_logreg_test = LogisticRegression( | |
(x_i - self.X_mean_)/self.X_std_, | |
feature_logreg.w, | |
feature_logreg.b) | |
self.predict_fn_ = theano.function([x_i], feature_logreg_test.argmax) | |
else: | |
self.predict_fn_ = theano.function([x_i], feature_logreg.argmax) | |
best_epoch = -1 | |
best_epoch_valid = -1 | |
best_epoch_train = -1 | |
best_epoch_test = -1 | |
valid_rate=-1 | |
test_rate=-1 | |
train_rate=-1 | |
for epoch in xrange(self.n_epochs): | |
# validate | |
# Marc'Aurelio, you crazy!! | |
# the division by batchsize is done in the cost function | |
e_lr = np.float32(self.learnrate / max(1.0, np.floor(max(1., | |
(epoch+1)/float(self.anneal_epoch))-2))) | |
if n_valid: | |
l01s = [] | |
for i in xrange(n_valid/batchsize): | |
x_i = valid_features[i*batchsize:(i+1)*batchsize] | |
y_i = valid_labels[i*batchsize:(i+1)*batchsize] | |
#lr=0.0 -> no learning, safe for validation set | |
l01 = test_logreg_fn((x_i), y_i) | |
l01s.append(l01) | |
valid_rate = 1-np.mean(l01s) | |
#print('Epoch %i validation accuracy: %f'%(epoch, valid_rate)) | |
if valid_rate > best_epoch_valid: | |
best_epoch = epoch | |
best_epoch_test = test_rate | |
best_epoch_valid = valid_rate | |
best_epoch_train = train_rate | |
print('Epoch=%i best epoch %i valid %f test %f best train %f current train %f'%( | |
epoch, best_epoch, best_epoch_valid, best_epoch_test, best_epoch_train, train_rate)) | |
if epoch > self.anneal_epoch and epoch > 2*best_epoch: | |
break | |
else: | |
print('Epoch=%i current train %f'%( epoch, train_rate)) | |
#train | |
l01s = [] | |
nlls = [] | |
for i in xrange(n_train/batchsize): | |
x_i = train_features[i*batchsize:(i+1)*batchsize] | |
y_i = train_labels[i*batchsize:(i+1)*batchsize] | |
nll, l01 = train_logreg_fn((x_i), y_i, e_lr) | |
nlls.append(nll) | |
l01s.append(l01) | |
train_rate = 1-np.mean(l01s) | |
#print('Epoch %i train accuracy: %f'%(epoch, train_rate)) | |
def predict(self, X): | |
return self.predict_fn_(X) | |
clf = TheanoSGDClassifier(2) | |
print 'creating fake data' | |
n_points = 10000 | |
n_features = 10 | |
X = np.random.randn(n_points, n_features) | |
y = np.sign(np.random.randn(n_points)).astype(int) | |
print 'fit' | |
clf.fit(X, y) |
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