Recall that factors are really just integer vectors with ‘levels’, i.e., character labels that get mapped to each integer in the vector. How can we take an arbitrary character, integer, numeric, or logical vector and coerce it to a factor with Rcpp? It’s actually quite easy with Rcpp sugar:
#include
using namespace Rcpp;
template <int RTYPE>
IntegerVector fast_factor_template( const Vector<RTYPE>& x ) {
Vector<RTYPE> levs = sort_unique(x);
IntegerVector out = match(x, levs);
out.attr("levels") = as<CharacterVector>(levs);
out.attr("class") = "factor";
return out;
}
// [[Rcpp::export]]
SEXP fast_factor( SEXP x ) {
switch( TYPEOF(x) ) {
case INTSXP: return fast_factor_template<INTSXP>(x);
case REALSXP: return fast_factor_template<REALSXP>(x);
case STRSXP: return fast_factor_template<STRSXP>(x);
}
return R_NilValue;
}
Note a few things:

We template over the
RTYPE
; i.e., the internal type that R assigns to its objects. For this example, we just need to know that the R types (as exposed in an R session) map to internal C types asinteger > INTSXP
,numeric > REALSXP
, andcharacter > STRSXP
. 
We return an IntegerVector. Remember that factors are just integer vectors with a
levels
attribute and classfactor
. 
To generate our factor, we simply need to calculate the sorted unique values (the levels), and then match our vector back to those levels.

Next, we can just set the attributes on the object so that R will interpret it as a factor, rather than a plain old integer vector, when it’s returned.
And a quick test:
library(microbenchmark)
all.equal( factor( 1:10 ), fast_factor( 1:10 ) )
[1] TRUE
all.equal( factor( letters ), fast_factor( letters ) )
[1] TRUE
lets < sample( letters, 1E5, replace=TRUE )
microbenchmark( factor(lets), fast_factor(lets) )
Unit: milliseconds expr min lq median uq max 1 factor(lets) 5.315 5.766 5.930 6.069 32.93 2 fast_factor(lets) 1.420 1.458 1.474 1.486 28.85
(However, note that this doesn’t handle NA
s – fixing that is left as an exercise. Similarily for logical vectors – it’s not quite as simple as just adding a call to a LGLSXP
templated call, but it’s still not tough – use INTSXP
and set set the levels to FALSE and TRUE.)
We can demonstrate a simple example of where this might be useful with tapply. tapply(x, group, FUN)
is really just a wrapper to lapply( split(x, group), FUN )
, and split
relies on coercing ‘group’ to a factor. Otherwise, split
calls .Internal( split(x, group) )
, and trying to do better than an internal C function is typically a bit futile. So, now that we’ve written this, we can test a couple ways of performing a tapply
like function:
x < rnorm(1E5)
gp < sample( 1:1000, 1E5, TRUE )
all( tapply(x, gp, mean) == unlist( lapply( split(x, fast_factor(gp)), mean ) ) )
[1] TRUE
all( tapply(x, gp, mean) == unlist( lapply( split(x, gp), mean ) ) )
[1] TRUE
rbenchmark::benchmark( replications=20, order="relative",
tapply(x, gp, mean),
unlist( lapply( split(x, fast_factor(gp)), mean) ),
unlist( lapply( split(x, gp), mean ) )
)[,1:4]
test replications elapsed 2 unlist(lapply(split(x, fast_factor(gp)), mean)) 20 0.200 3 unlist(lapply(split(x, gp), mean)) 20 0.731 1 tapply(x, gp, mean) 20 1.444 relative 2 1.000 3 3.655 1 7.220
To be fair, tapply actually returns a 1dimensional array rather than a vector, and also can operate on more general arrays. However, we still do see a modest speedup both for using lapply, and for taking advantage of our fast factor generator.
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