Source code for ignite.metrics.root_mean_squared_error

import math
from typing import Union

import torch

from ignite.metrics.mean_squared_error import MeanSquaredError

__all__ = ["RootMeanSquaredError"]

[docs]class RootMeanSquaredError(MeanSquaredError): r"""Calculates the `root mean squared error <>`_. .. math:: \text{RMSE} = \sqrt{ \frac{1}{N} \sum_{i=1}^N \|y_{i} - x_{i} \|^2 } where :math:`y_{i}` is the prediction tensor and :math:`x_{i}` is ground true tensor. - ``update`` must receive output of the form ``(y_pred, y)``. Args: output_transform: a callable that is used to transform the :class:`~ignite.engine.engine.Engine`'s ``process_function``'s output into the form expected by the metric. This can be useful if, for example, you have a multi-output model and you want to compute the metric with respect to one of the outputs. By default, metrics require the output as ``(y_pred, y)`` or ``{'y_pred': y_pred, 'y': y}``. device: specifies which device updates are accumulated on. Setting the metric's device to be the same as your ``update`` arguments ensures the ``update`` method is non-blocking. By default, CPU. Examples: To use with ``Engine`` and ``process_function``, simply attach the metric instance to the engine. The output of the engine's ``process_function`` needs to be in the format of ``(y_pred, y)`` or ``{'y_pred': y_pred, 'y': y, ...}``. If not, ``output_tranform`` can be added to the metric to transform the output into the form expected by the metric. ``y_pred`` and ``y`` should have the same shape. For more information on how metric works with :class:`~ignite.engine.engine.Engine`, visit :ref:`attach-engine`. .. include:: defaults.rst :start-after: :orphan: .. testcode:: metric = RootMeanSquaredError() metric.attach(default_evaluator, 'rmse') preds = torch.tensor([ [1, 2, 4, 1], [2, 3, 1, 5], [1, 3, 5, 1], [1, 5, 1 ,11] ]) target = preds * 0.75 state =[[preds, target]]) print(state.metrics['rmse']) .. testoutput:: 1.956559480312316 """
[docs] def compute(self) -> Union[torch.Tensor, float]: mse = super(RootMeanSquaredError, self).compute() return math.sqrt(mse)

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