Created
April 3, 2020 21:10
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class C: | |
def __init__(self, a, test_x, test_y, pri_key=None): | |
self.a = a # regerence to Host A. | |
self.test_x = test_x | |
self.test_y = test_y | |
self.features = test_x.shape[1] | |
self.pri_key = pri_key | |
def optimise(self, epochs, batch_size, eta, gamma): | |
# The global model. Theta = [A's Theta | B's Theta] | |
theta = np.zeros(self.features) | |
loss = [] | |
for epoch in range(0, epochs): | |
# Coordinator requests Host A to calculate gradients for a batch. | |
# This is a blocking call, resulting in (encypted) gradient vectors | |
# from A and B. | |
gradient_a, gradient_b = self.a.gradients(theta) | |
# Concatenate the gradients to match length of Theta | |
gradients = np.concatenate((gradient_a, gradient_b)) | |
# Decrypt the gradients (using private key) | |
gradients = decrypt(self.pri_key, gradients) | |
# Normalise (although this could be done runner side.) | |
gradients = 1/batch_size * gradients | |
# Update the model weights. (assumes weight 0 = bias/intercept) | |
# Gamma = regularisation parameter. | |
theta = theta - (eta * (gradients + gamma*theta)) | |
# Calculate the loss (using a hold out test set.) | |
# We could stop training here if the loss begins to climb | |
# (early-stopping to avoid overfitting) | |
loss.append(taylor_loss(theta, self.test_x, self.test_y)) | |
return theta, loss |
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