niftynet.layer.loss_regression module¶
Loss functions for regression
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class
LossFunction
(loss_type='L2Loss', loss_func_params=None, name='loss_function')[source]¶ Bases:
niftynet.layer.base_layer.Layer
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layer_op
(prediction, ground_truth=None, weight_map=None)[source]¶ Compute loss from
prediction
andground truth
, the computed loss map are weighted byweight_map
.if
prediction
is list of tensors, each element of the list will be compared againstground_truth` and the weighted by ``weight_map
.Parameters: - prediction – input will be reshaped into
(batch_size, N_voxels, num_classes)
- ground_truth – input will be reshaped into
(batch_size, N_voxels)
- weight_map – input will be reshaped into
(batch_size, N_voxels)
Returns: - prediction – input will be reshaped into
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l1_loss
(prediction, ground_truth, weight_map=None)[source]¶ Parameters: - prediction – the current prediction of the ground truth.
- ground_truth – the measurement you are approximating with regression.
Returns: mean of the l1 loss across all voxels.
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l2_loss
(prediction, ground_truth, weight_map=None)[source]¶ Parameters: - prediction – the current prediction of the ground truth.
- ground_truth – the measurement you are approximating with regression.
Returns: sum(differences squared) / 2 - Note, no square root
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rmse_loss
(prediction, ground_truth, weight_map=None)[source]¶ Parameters: - prediction – the current prediction of the ground truth.
- ground_truth – the measurement you are approximating with regression.
- weight_map – a weight map for the cost function. .
Returns: sqrt(mean(differences squared))
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mae_loss
(prediction, ground_truth, weight_map=None)[source]¶ Parameters: - prediction – the current prediction of the ground truth.
- ground_truth – the measurement you are approximating with regression.
- weight_map – a weight map for the cost function. .
Returns: mean(abs(ground_truth-prediction))
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huber_loss
(prediction, ground_truth, delta=1.0, weight_map=None)[source]¶ The Huber loss is a smooth piecewise loss function that is quadratic for
|x| <= delta
, and linear for|x|> delta
See https://en.wikipedia.org/wiki/Huber_loss .Parameters: - prediction – the current prediction of the ground truth.
- ground_truth – the measurement you are approximating with regression.
- delta – the point at which quadratic->linear transition happens.
Returns: