IMPORTANT: To view this page as Markdown, append `.md` to the URL (e.g. /get-started.md). For the complete documentation index, see llms.txt.
Skip to main content
For the complete documentation index, see llms.txt. Markdown versions of all pages are available by appending .md to any URL (e.g. /get-started.md).

Mojo function

reduce_group_norm_shape

def reduce_group_norm_shape(input: T, gamma: T, beta: T, epsilon: Float32, num_groups: Int32) -> IndexList[T.rank]

Computes the output shape for the mo.reduce.group_norm graph op.

Args:

  • ​input (T): Input tensor normalized across grouped channels.
  • ​gamma (T): Per-channel scale weights applied after normalization.
  • ​beta (T): Per-channel shift weights applied after scaling.
  • ​epsilon (Float32): Small constant added inside the normalization variance for numerical stability.
  • ​num_groups (Int32): Number of groups the channel dimension is split into for computing mean and variance.

Returns:

IndexList[T.rank]: The output shape, which matches the input shape.

Was this page helpful?