rmsle: Root Mean Squared Log Error

In mlr3measures: Performance Measures for 'mlr3'

Root Mean Squared Log Error

Description

Measure to compare true observed response with predicted response in regression tasks.

Usage

rmsle(truth, response, sample_weights = NULL, na_value = NaN, ...)

Arguments

truth	(numeric()) True (observed) values. Must have the same length as response.
response	(numeric()) Predicted response values. Must have the same length as truth.
sample_weights	(numeric()) Vector of non-negative and finite sample weights. Must have the same length as truth. The vector gets automatically normalized to sum to one. Defaults to equal sample weights.
na_value	(numeric(1)) Value that should be returned if the measure is not defined for the input (as described in the note). Default is NaN.
...	(any) Additional arguments. Currently ignored.

Details

The Root Mean Squared Log Error is defined as

sqrt(weighted.mean((log(1 + t) - log(1 + r))^2, w)).

This measure is undefined if any element of t or r is less than or equal to -1.

Value

Performance value as numeric(1).

Meta Information

• Type: "regr"

• Range: [0, Inf)

• Minimize: TRUE

• Required prediction: response

See Also

Other Regression Measures: ae(), ape(), bias(), ktau(), mae(), mape(), maxae(), maxse(), medae(), medse(), mse(), msle(), pbias(), rae(), rmse(), rrse(), rse(), rsq(), sae(), se(), sle(), smape(), srho(), sse()

Examples

set.seed(1)
truth = 1:10
response = truth + rnorm(10)
rmsle(truth, response)

mlr3measures documentation built on Aug. 5, 2022, 5:22 p.m.