message: Update spectral_normalization_impl.py
diff: @@ -53,7 +53,7 @@ def compute_spectral_norm(w_tensor, power_iteration_rounds=1, name=None):
  Args:
  w_tensor: The weight matrix whose spectral norm should be computed.
  power_iteration_rounds: The number of iterations of the power method to
  - perform. A higher number yeilds a better approximation.
  + perform. A higher number yields a better approximation.
  name: An optional scope name.
  Returns:
  @@ -105,7 +105,7 @@ def spectral_normalize(w, power_iteration_rounds=1, name=None):
  Args:
  w: The weight matrix to be normalized.
  power_iteration_rounds: The number of iterations of the power method to
  - perform. A higher number yeilds a better approximation.
  + perform. A higher number yields a better approximation.
  name: An optional scope name.
  Returns:
  @@ -126,7 +126,7 @@ def spectral_norm_regularizer(scale, power_iteration_rounds=1, scope=None):
  Args:
  scale: A scalar multiplier. 0.0 disables the regularizer.
  power_iteration_rounds: The number of iterations of the power method to
  - perform. A higher number yeilds a better approximation.
  + perform. A higher number yields a better approximation.
  scope: An optional scope name.
  Returns:
  @@ -221,7 +221,7 @@ def spectral_normalization_custom_getter(name_filter=_default_name_filter,
  name_filter: Optionally, a method that takes a Variable name as input and
  returns whether this Variable should be normalized.
  power_iteration_rounds: The number of iterations of the power method to
  - perform per step. A higher number yeilds a better approximation of the
  + perform per step. A higher number yields a better approximation of the
  true spectral norm.
  Returns:
  @@ -294,7 +294,7 @@ def keras_spectral_normalization(name_filter=_default_name_filter,
  name_filter: Optionally, a method that takes a Variable name as input and
  returns whether this Variable should be normalized.
  power_iteration_rounds: The number of iterations of the power method to
  - perform per step. A higher number yeilds a better approximation of the
  + perform per step. A higher number yields a better approximation of the
  true spectral norm.
  Yields:
  