Description Usage Arguments Details
Weighted loss functions
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epsilon |
threshold parameter. |
x |
vector of target values. |
y |
vector of predictions. |
w |
optional weight parameter. |
The loss functions in this package are defined as following:
threshold L0 loss
L0 = |x-y| <= ε
L1 loss
L1 = |x-y|
L2 loss
L2 = (x-y)^2
ε-insensitive loss
Lε = [if |x-y| <= ε: ] 0 [else:] |x-y| - ε
Huber loss
Lδ = [if |x-y| <= δ: ] 1/2 * (x-y)^2 [else:] δ*(|x-y| - δ/2)
Percentile loss
Lα = α * (x-y) * I(x-y ≥ 0) - (1-α) * (x-y) * I(x-y < 0)
The whole-data weighted loss functions are defined in terms of x and y vectors, as sum(loss(x, y) * w).
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