library(randomForest) rf.model <- randomForest(WIN ~ ., data = learn)
I would like to fit a random forest model, but I get this error:
Error in na.fail.default(list(WIN = c(2L, 1L, 1L, 2L, 1L, 2L, 2L, 1L, : missing values in object
I have data frame learn with 16 numeric atributes and WIN is a factor with levels 0 1.
Random forest does handle missing data and there are two distinct ways it does so: 1) Without imputation of missing data, but providing inference. 2) Imputing the data. Imputed data is then used for inference.
Typically, random forest methods/packages encourage two ways of handling missing values: a) drop data points with missing values (not recommended); b) fill in missing values with the median (for numerical values) or mode (for categorical values).
To see which values in each of these vectors R recognizes as missing, we can use the is.na function. It will return a TRUE/FALSE vector with as any elements as the vector we provide. We can see that R distinguishes between the NA and “NA” in x2–NA is seen as a missing value, “NA” is not.
My initial reaction to this question was that it didn't show much research effort, since "everyone" knows that random forests don't handle missing values in predictors. But upon checking ?randomForest
I must confess that it could be much more explicit about this.
(Although, Breiman's PDF linked to in the documentation does explicitly say that missing values are simply not handled at all.)
The only obvious clue in the official documentation that I could see was that the default value for the na.action
parameter is na.fail
, which might be too cryptic for new users.
In any case, if your predictors have missing values, you have (basically) two choices:
rpart
handles missing values nicely.)Not surprisingly, the randomForest
package has a function for doing just this, rfImpute
. The documentation at ?rfImpute
runs through a basic example of its use.
If only a small number of cases have missing values, you might also try setting na.action = na.omit
to simply drop those cases.
And of course, this answer is a bit of a guess that your problem really is simply having missing values.
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