def net():
p = Parameter(lambda key: np.zeros((1, )))
a = p()
b = parameter((2, ), zeros)
c = parameter((3, ), zeros)
d = parameter((4, ), zeros)
e = parameter((5, ), zeros)
f = parameter((6, ), zeros)
# must not mess up order (decided by first submodule call):
k = p()
return np.concatenate([a, f]) + np.concatenate(
[b, e]) + np.concatenate([c, d]) + k
def conv_or_conv_transpose(inputs):
V = parameter(filter_shape + (inputs.shape[-1], out_chan), normal(.05), 'V')
example_out = apply(inputs, V=V, g=np.ones(out_chan), b=np.zeros(out_chan))
# TODO remove need for `.aval.val` when capturing variables in initializer function:
g = Parameter(lambda key: init_scale /
np.sqrt(np.var(example_out.aval.val, (0, 1, 2)) + 1e-10), 'g')()
b = Parameter(lambda key: np.mean(example_out.aval.val, (0, 1, 2)) * g.aval.val, 'b')()
return apply(inputs, V, b, g)
def dense(inputs):
V = parameter((out_chan, inputs.shape[1]), randn(stddev=.05), inputs,
'V')
# TODO apply = vmap(apply, (0, None, None, None))
example_output = lambda: apply(
inputs, V, g=np.ones(out_chan), b=np.zeros(out_chan))
g = Parameter(
lambda rng: init_scale / np.sqrt(
np.var(example_output(), 0) + 1e-10), 'g')(inputs)
b = Parameter(lambda rng: np.mean(example_output(), 0) * g,
'b')(inputs)
return apply(inputs, V, g, b)
def wrapper(dummy_inputs):
a = parameter((1,), zeros, dummy_inputs)
b = parameter((2,), zeros, dummy_inputs)
c = parameter((3,), zeros, dummy_inputs)
d = parameter((4,), zeros, dummy_inputs)
e = parameter((5,), zeros, dummy_inputs)
f = parameter((6,), zeros, dummy_inputs)
return np.concatenate([a, f]) + np.concatenate([b, e]) + np.concatenate([c, d])
def net(input_dict):
return input_dict['a'] * input_dict['b'] * parameter((), zeros)
def net(inputs):
assert isinstance(inputs, type)
return inputs[0] * inputs[1] * parameter((), zeros)
def dense(inputs):
return linear_map(inputs) + parameter((2, ), zeros, 'bias')
def dense(inputs):
bias = parameter((2, ), zeros, 'bias')
kernel = parameter((inputs.shape[-1], 2), zeros, 'kernel')
return np.dot(inputs, kernel) + bias
def dense(inputs):
a = parameter((), randn(), inputs, 'a')
b = parameter((), randn(), inputs, 'b')
return a + b
def linear_map(inputs):
kernel = parameter((inputs.shape[-1], 2), zeros, 'kernel')
return np.dot(inputs, kernel)
def dense(inputs):
kernel = parameter((inputs.shape[-1], out_dim), kernel_init)
bias = parameter((out_dim,), bias_init)
return np.dot(inputs, kernel) + bias
def net(inputs):
return parameter((), lambda key, shape: 2 * jnp.ones(shape))
def learnable_scale(params):
return 2 * parameter((), ones, params) * params
def net(inputs):
return parameter((), lambda rng, shape: 2 * np.ones(shape), inputs)
def loss(inputs):
a = parameter((), ones, inputs, 'a')
b = parameter((), lambda rng, shape: 2 * np.ones(shape), inputs, 'b')
return a + b
def unbatched_dense(input):
kernel = parameter((out_dim, input.shape[-1]), ones)
bias = parameter((out_dim, ), ones)
return np.dot(kernel, input) + bias
def net():
return parameter((), lambda key, shape: 2 * np.ones(shape))
def net(inputs):
return inputs, inputs * parameter((), zeros)
def cell(carry, x):
scale = parameter((2, ), zeros)
return {
'a': scale * np.array([2]) * carry['a'] * x
}, scale * np.array([2]) * carry['a'] * x
def dense():
a = parameter((), normal(), 'a')
b = parameter((), normal(), 'b')
return a + b
def net(input_dict):
return input_dict[0] * input_dict[1] * parameter((), zeros, input_dict[0])
def cell(carry, x):
scale = parameter((2, ), zeros)
return scale * np.array([2]) * carry * x, scale * np.array(
[2]) * carry * x
def loss(inputs):
a = parameter((), ones, 'a')
b = parameter((), lambda key, shape: 2 * jnp.ones(shape), 'b')
return a + b
