helprhelp at gmail.com
Thu Jul 7 21:38:14 CEST 2005
I have a question on random foresst:
recently i helped a friend with her random forest and i came with this problem:
her dataset has 6 classes and since the sample size is pretty small:
264 and the class distr is like this (Diag is the response variable)
sample.size <- lapply(1:6, function(i) sum(Diag==i))
I assigned this sample.size to sampsz for a stratiefied sampling
purpose and i got the following error:
Error in sum(..., na.rm = na.rm) : invalid 'mode' of argument
if I use sampsz=c(36, 12, 120, 36, 30, 30), then it is fine. Could you
tell me why?
btw, as to classification problem for this with uneven class number
situation, do u have some suggestions to improve its accuracy? I
tried to use c() way to make the sampsz works but the result is
On 6/30/05, Liaw, Andy <andy_liaw at merck.com> wrote:
> The limitation comes from the way categorical splits are represented in the
> code: For a categorical variable with k categories, the split is
> represented by k binary digits: 0=right, 1=left. So it takes k bits to
> store each split on k categories. To save storage, this is `packed' into a
> 4-byte integer (32-bit), thus the limit of 32 categories.
> The current Fortran code (version 5.x) by Breiman and Cutler gets around
> this limitation by storing the split in an integer array. While this lifts
> the 32-category limit, it takes much more memory to store the splits. I'm
> still trying to figure out a more memory efficient way of storing the splits
> without imposing the 32-category limit. If anyone has suggestions, I'm all
> > From: Arne.Muller at sanofi-aventis.com
> > Hello,
> > I'm using the random forest package. One of my factors in the
> > data set contains 41 levels (I can't code this as a numeric
> > value - in terms of linear models this would be a random
> > factor). The randomForest call comes back with an error
> > telling me that the limit is 32 categories.
> > Is there any reason for this particular limit? Maybe it's
> > possible to recompile the module with a different cutoff?
> > thanks a lot for your help,
> > kind regards,
> > Arne
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Weiwei Shi, Ph.D
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