Exemple #1
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def calc_jacobian_elem(start, end):
    with warnings.catch_warnings():
        warnings.simplefilter("ignore")
        b = anp.ones(start.shape)
        n = new_box(b, 0, VJPNode.new_root())
        jac = backward_pass(n, end._node)
        return jac._value
Exemple #2
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 def grad_fn(*args, **kwds):
     """Computes the gradient of the wrapped function."""
     tape.push_new_tape()
     end_node = f(*args)
     start_node = tape.pop_tape()
     ag_core.active_progenitors.remove(start_node)
     if not ag_core.isnode(end_node):
         raise ValueError(
             "Target not part of a computation being traced. %s" % end_node)
     if start_node not in end_node.progenitors:
         raise ValueError("Target not derived from source. %s %s" %
                          (end_node.progenitors, repr(start_node)))
     output_gradients = kwds.get("output_gradients", None)
     if output_gradients is None:
         output_gradients = _ones(end_node.shape, end_node.dtype)
     grad = ag_core.backward_pass(output_gradients, end_node, start_node)
     return end_node.value, _aggregate_grads(grad.gradients)
Exemple #3
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 def grad_fn(*args, **kwds):
   """Computes the gradient of the wrapped function."""
   tape.push_new_tape()
   end_node = f(*args)
   start_node = tape.pop_tape()
   ag_core.active_progenitors.remove(start_node)
   if not ag_core.isnode(end_node):
     raise ValueError(
         "Target not part of a computation being traced. %s" % end_node)
   if start_node not in end_node.progenitors:
     raise ValueError("Target not derived from source. %s %s" %
                      (end_node.progenitors, repr(start_node)))
   output_gradients = kwds.get("output_gradients", None)
   if output_gradients is None:
     output_gradients = _ones(end_node.shape, end_node.dtype)
   grad = ag_core.backward_pass(output_gradients, end_node, start_node)
   return end_node.value, _aggregate_grads(grad.gradients)
Exemple #4
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def calc_jacobian(start, end):
    # if the end_box is not a box - autograd can not track back
    if not isbox(end):
        return vspace(start.shape).zeros()

    # the final jacobian matrices
    jac = []

    # the backward pass is done for each objective function once
    for j in range(end.shape[1]):
        b = anp.zeros(end.shape)
        b[:, j] = 1
        n = new_box(b, 0, VJPNode.new_root())
        _jac = backward_pass(n, end._node)
        jac.append(_jac)

    jac = anp.stack(jac, axis=1)

    return jac
Exemple #5
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def time_fan_out_fan_in_backward_pass():
    if MASTER_BRANCH:
        backward_pass(1., fan_end_node, fan_start_node)
    else:
        backward_pass(1., fan_end_node)
Exemple #6
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def time_long_backward_pass():
    if MASTER_BRANCH:
        backward_pass(1., long_end_node, long_start_node)
    else:
        backward_pass(1., long_end_node)
Exemple #7
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def time_short_backward_pass():
    if MASTER_BRANCH:
        backward_pass(1., short_end_node, short_start_node)
    else:
        backward_pass(1., short_end_node)
def time_fan_out_fan_in_backward_pass():
    core.backward_pass(1., fan_end_node, fan_start_node)
def time_long_backward_pass():
    core.backward_pass(1., long_end_node, long_start_node)
def time_short_backward_pass():
    core.backward_pass(1., short_end_node, short_start_node)
Exemple #11
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def time_fan_out_fan_in_backward_pass():
    if MASTER_BRANCH:
        backward_pass(1., fan_end_node, fan_start_node)
    else:
        backward_pass(1., fan_end_node)
Exemple #12
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def time_long_backward_pass():
    if MASTER_BRANCH:
        backward_pass(1., long_end_node, long_start_node)
    else:
        backward_pass(1., long_end_node)
Exemple #13
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def time_short_backward_pass():
    if MASTER_BRANCH:
        backward_pass(1., short_end_node, short_start_node)
    else:
        backward_pass(1., short_end_node)
Exemple #14
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def time_fan_out_fan_in_backward_pass():
    core.backward_pass(1., fan_end_node, fan_start_node)
Exemple #15
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def time_long_backward_pass():
    core.backward_pass(1., long_end_node, long_start_node)
Exemple #16
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def time_short_backward_pass():
    core.backward_pass(1., short_end_node, short_start_node)