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irenenikk edited this page Sep 27, 2019
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- Calculations
- Notes about training a neural network
- Notes about backpropagation
- Notes about forward pass with matrices
- Convolutional layer (ongoing)
- Batch normalisation layer
- Inverse dropout layer
An example of implementing a droput layer:
# from Standford CS231 materials
p = 0.5 # probability of keeping a unit active. higher = less dropout
def train_step(X):
# forward pass for example 3-layer neural network
H1 = np.maximum(0, np.dot(W1, X) + b1)
U1 = (np.random.rand(*H1.shape) < p) / p # first dropout mask. Notice /p!
H1 *= U1 # drop!
H2 = np.maximum(0, np.dot(W2, H1) + b2)
U2 = (np.random.rand(*H2.shape) < p) / p # second dropout mask. Notice /p!
H2 *= U2 # drop!
out = np.dot(W3, H2) + b3
# backward pass: compute gradients... (not shown)
# perform parameter update... (not shown)
def predict(X):
# ensembled forward pass
H1 = np.maximum(0, np.dot(W1, X) + b1) # no scaling necessary
H2 = np.maximum(0, np.dot(W2, H1) + b2)
out = np.dot(W3, H2) + b3