Constructs a learnerSL object for fitting a superlearner.
Usage
learner_sl(
learners,
info = NULL,
nfolds = 5L,
meta.learner = metalearner_nnls,
model.score = mse,
learner.args = NULL,
...
)Arguments
- learners
(list) List of learner objects (i.e. learner_glm)
- info
(character) Optional information to describe the instantiated learner object.
- nfolds
(integer) Number of folds to use in cross-validation to estimate the ensemble weights.
- meta.learner
(function) Algorithm to learn the ensemble weights (default non-negative least squares). Must be a function of the response (nx1 vector),
y, and the base learner predictions (nxp matrix),pred, with p being the number of learners. The function can optionally accept amodel.scoreargument for scoring the base learners. See metalearner_nnls, metalearner_convexcomb and metalearner_discrete for the available meta learners.- model.score
(function) Method for scoring the predictions of each base learner. Expects two arguments; vector of response variable and prediction from a base learner (see
targeted:::msefor additional details).- learner.args
(list) Additional arguments to learner$new().
- ...
Additional arguments to superlearner
Value
learnerSL object.
Examples
sim1 <- function(n = 5e2) {
x1 <- rnorm(n, sd = 2)
x2 <- rnorm(n)
y <- x1 + cos(x1) + rnorm(n, sd = 0.5**.5)
data.frame(y, x1, x2)
}
d <- sim1()
m <- list(
"mean" = learner_glm(y ~ 1),
"glm" = learner_glm(y ~ x1 + x2),
"iso" = learner_isoreg(y ~ x1)
)
s <- learner_sl(m, nfolds = 10)
s$estimate(d)
pr <- s$predict(d)
if (interactive()) {
plot(y ~ x1, data = d)
points(d$x1, pr, col = 2, cex = 0.5)
lines(cos(x1) + x1 ~ x1, data = d[order(d$x1), ],
lwd = 4, col = lava::Col("darkblue", 0.3))
}
print(s)
#> ────────── learner object ──────────
#> superlearner
#> mean
#> glm
#> iso
#>
#> Estimate arguments: nfolds=10, meta.learner=<function>, model.score=<function>
#> Predict arguments:
#> Formula: y ~ 1 <environment: 0x636f630ccea8>
#> ─────────────────────────────────────
#> score weight
#> mean 4.9578321 0.04823261
#> glm 1.0475698 0.06115155
#> iso 0.5629416 0.89061584
# weights(s$fit)
# score(s$fit)
cvres <- cv(s, data = d, nfolds = 3, rep = 2)
cvres
#>
#> 3-fold cross-validation with 2 repetitions
#>
#> ── mse
#> mean sd min max
#> sl 0.59370 0.03712 0.56110 0.64510
#> mean 4.94302 0.44086 4.54408 5.66172
#> glm 1.03810 0.09223 0.94897 1.18237
#> iso 0.57764 0.02353 0.53888 0.59745
#>
#> ── mae
#> mean sd min max
#> sl 0.60389 0.01796 0.58360 0.62675
#> mean 1.74329 0.10429 1.59815 1.91089
#> glm 0.82251 0.04321 0.77219 0.88703
#> iso 0.59329 0.01000 0.57897 0.60739
#>
#> ── weight
#> mean sd min max
#> sl - - - -
#> mean 0.06934 0.02601 0.04933 0.11860
#> glm 0.07915 0.01034 0.06352 0.08850
#> iso 0.85152 0.02711 0.80969 0.88457
# coef(cvres)
# score(cvres)
