def test_masked_dense(input_dim):
hidden_dim = input_dim * 3
output_dim_multiplier = input_dim - 4
mask, _ = create_mask(input_dim, [hidden_dim], onp.random.permutation(input_dim), output_dim_multiplier)
init_random_params, masked_dense = serial(MaskedDense(mask[0]))
rng_key = random.PRNGKey(0)
batch_size = 4
input_shape = (batch_size, input_dim)
_, init_params = init_random_params(rng_key, input_shape)
output = masked_dense(init_params, onp.random.rand(*input_shape))
assert output.shape == (batch_size, hidden_dim)
def test_masks(input_dim, n_layers, output_dim_multiplier):
hidden_dim = input_dim * 3
hidden_dims = [hidden_dim] * n_layers
permutation = onp.random.permutation(input_dim)
masks, mask_skip = create_mask(input_dim, hidden_dims, permutation,
output_dim_multiplier)
masks = [onp.transpose(m) for m in masks]
mask_skip = onp.transpose(mask_skip)
# First test that hidden layer masks are adequately connected
# Tracing backwards, works out what inputs each output is connected to
# It's a dictionary of sets indexed by a tuple (input_dim, param_dim)
_permutation = list(permutation)
# Loop over variables
for idx in range(input_dim):
# Calculate correct answer
correct = onp.array(
sorted(_permutation[0:onp.where(permutation == idx)[0][0]]))
# Loop over parameters for each variable
for jdx in range(output_dim_multiplier):
prev_connections = set()
# Do output-to-penultimate hidden layer mask
for kdx in range(masks[-1].shape[1]):
if masks[-1][idx + jdx * input_dim, kdx]:
prev_connections.add(kdx)
# Do hidden-to-hidden, and hidden-to-input layer masks
for m in reversed(masks[:-1]):
this_connections = set()
for kdx in prev_connections:
for ldx in range(m.shape[1]):
if m[kdx, ldx]:
this_connections.add(ldx)
prev_connections = this_connections
assert_array_equal(list(sorted(prev_connections)), correct)
# Test the skip-connections mask
skip_connections = set()
for kdx in range(mask_skip.shape[1]):
if mask_skip[idx + jdx * input_dim, kdx]:
skip_connections.add(kdx)
assert_array_equal(list(sorted(skip_connections)), correct)