I am new to caret, and I just want to ensure that I fully understand what it’s doing. Towards that end, I’ve been attempting to replicate the results I get from a randomForest() model using caret’s train() function for method="rf". Unfortunately, I haven’t been able to get matching results, and I’m wondering what I’m overlooking.
I’ll also add that given that randomForest uses bootstrapping to generate samples to fit each of the ntrees, and estimates error based on out-of-bag predictions, I’m a little fuzzy on the difference between specifying "oob" and "boot" in the trainControl function call. These options generate different results, but neither matches the randomForest() model.
Although I’ve read the caret Package website (http://topepo.github.io/caret/index.html), as well as various StackOverflow questions that seem potentially relevant, but I haven’t been able to figure out why the caret method = "rf" model produces different results from randomForest(). Thank you very much for any insight you might be able to offer.
Here’s a replicable example, using the CO2 dataset from the MASS package.
library(MASS)
data(CO2)
library(randomForest)
set.seed(1)
rf.model <- randomForest(uptake ~ .,
data = CO2,
ntree = 50,
nodesize = 5,
mtry=2,
importance=TRUE,
metric="RMSE")
library(caret)
set.seed(1)
caret.oob.model <- train(uptake ~ .,
data = CO2,
method="rf",
ntree=50,
tuneGrid=data.frame(mtry=2),
nodesize = 5,
importance=TRUE,
metric="RMSE",
trControl = trainControl(method="oob"),
allowParallel=FALSE)
set.seed(1)
caret.boot.model <- train(uptake ~ .,
data = CO2,
method="rf",
ntree=50,
tuneGrid=data.frame(mtry=2),
nodesize = 5,
importance=TRUE,
metric="RMSE",
trControl=trainControl(method="boot", number=50),
allowParallel=FALSE)
print(rf.model)
print(caret.oob.model$finalModel)
print(caret.boot.model$finalModel)
Produces the following:
print(rf.model)
Mean of squared residuals: 9.380421
% Var explained: 91.88
print(caret.oob.model$finalModel)
Mean of squared residuals: 38.3598
% Var explained: 66.81
print(caret.boot.model$finalModel)
Mean of squared residuals: 42.56646
% Var explained: 63.16
And the code to look at variable importance:
importance(rf.model)
importance(caret.oob.model$finalModel)
importance(caret.boot.model$finalModel)
See Question&Answers more detail:
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