Versioned name: RMS
Category: Normalization
Short description: Calculates Root Mean Square (RMS) normalization of the input tensor.
Detailed description
RMS operation performs Root Mean Square (RMS) normalization on a given input data
along the last dimension of the input.
Reference.
(x / Sqrt(ReduceMean(x^2, -1) + eps)) * scale
Attributes
- epsilon
- Description: A very small value added to the variance for numerical stability. Ensures that division by zero does not occur for any normalized element.
- Range of values: a positive floating-point number
- Type:
float
- Required: yes
- output_type
- Description: The precision for output type conversion, after scaling. It's used for output type compression to f16.
- Range of values: Supported floating point type: "f16", "undefined"
- Type:
string
- Default value: "undefined" (means that output type is set to the same as the input type)
- Required: no
Inputs
- 1:
data
- Input data to be normalized. A tensor of type T and arbitrary shape. Required. - 2:
scale
- A tensor of type T containing the scale values for . The shape should be broadcastable to the shape ofdata
tensor. Required.
Outputs
- 1: Output tensor of the same shape as the
data
input tensor and type specified by output_type attribute.
Types
- T: any floating point type.
Example
<layer ... type="RMS"> <!-- normalization always over the last dimension [-1] -->
<data eps="1e-6"/>
<input>
<port id="0">
<dim>12</dim>
<dim>25</dim>
<dim>512</dim>
</port>
<port id="1">
<dim>512</dim>
</port>
</input>
<output>
<port id="2">
<dim>12</dim>
<dim>25</dim>
<dim>512</dim>
</port>
</output>
</layer>