Professor Ripley,
Following your advice, I am now using an updated version of gcc
(4.0.2 to be exact) as well as a true fortran compiler (XL Fortran
Compiler v10.1.0.0 from IBM). I am still experiencing difficulty in
running "make" after a successful "configure". Any additional insight
you
Paul,
On Feb 6, 2006, at 5:24 PM, Paul Roebuck wrote:
> Tried on R-Sig-Mac with no responses, but I need some kind of answer.
> [...]
> Does the following work on your system?
Interesting, no, it doesn't either. For png and pdf I use Quartz +
quartz.save (it produces much nicer results) so I d
An S4 object is just a list with attributes, so a vector type. match()
works with all vector types including lists, as you found out (or could
have read).
If in the future those proposing it do re-implement an S4 object as an new
SEXP then this will change, but for now the cost of detecting ob
If one accidentally calls match(x, obj), where obj is any S4 instance,
the result is NA.
I was expecting an error because, in general, if a match method is not
defined for a particular S4 class, I don't know what a reasonable
default could be. Specifically, here's what I see
setClass("FOO", re
On Feb 6, 2006, at 1:11 PM, [EMAIL PROTECTED]
wrote:
> Full_Name: Alexander Holzbach
> Version: 2.2.0
> OS: Mac OS X 10.3.9
> Submission from: (NULL) (129.13.186.1)
>
>
> when i build an area with multiple diagrams (par(mfrow=c(1,3)) )
> and try to save
> this to a pdf via "save as.." or by s
Full_Name: Alexander Holzbach
Version: 2.2.0
OS: Mac OS X 10.3.9
Submission from: (NULL) (129.13.186.1)
when i build an area with multiple diagrams (par(mfrow=c(1,3)) ) and try to save
this to a pdf via "save as.." or by setting pdf("filename") r crashes
reproducable.
___
On 5 Feb 2006, [EMAIL PROTECTED] wrote:
> I had a bumpy ride with this one.
>
> Ruuid/src/Makefile.win refers to src/include, which is not in a
> binary distribution so cannot be installed from an installed version
> of R 2.2.1. (That's a bug report.)
Thanks for the report, this has been fixed in
using R 2.3 of 1/31/06
> new("list")
list()
> new("list", list(a=1))
$a
[1] 1
> setClass("listlike", contains="list")
[1] "listlike"
> new("listlike", list(a=1))
An object of class "listlike"
[[1]]
[1] 1
Why does the list in the second construction lose
the element name? A workaround is to end
Sophie Ancelet wrote:
> Thank you for the answer. However, I sought in Doc. Writing R
> extensions, in particular in the paragraph 5.6 "Calling C from FORTRAN
> and vice versa" (page 67) but I did not find anything which could help me to
> correct my code. Indeed, rmultinom.c is a particular functi
Thank you for the answer. However, I sought in Doc. Writing R
extensions, in particular in the paragraph 5.6 "Calling C from FORTRAN
and vice versa" (page 67) but I did not find anything which could help me to
correct my code. Indeed, rmultinom.c is a particular function
since arrays are passed in
On 05-Feb-06 [EMAIL PROTECTED] wrote:
> Hello all
>
> A pragmatic argument for allowing size=3D=3D0 is the situation where
> the size is in itself a random variable (that's how I stumbled over
> the inconsistency, by the way).
>
> For example, in textbooks on probability it is stated that:
>
>
On Sun, 5 Feb 2006, Peter Dalgaard wrote:
> P Ehlers <[EMAIL PROTECTED]> writes:
>
>> I prefer a (consistent) NaN. What happens to our notion of a
>> Binomial RV as a sequence of Bernoulli RVs if we permit n=0?
>> I have never seen (nor contemplated, I confess) the definition
>> of a Bernoulli RV
Thank you for the answer. However, I sought in Doc. Writing R
extensions, in particular in the paragraph 5.6 "Calling C from FORTRAN
and vice versa" (page 67) but I did not find anything which could help me to
correct my code. Indeed, rmultinom.c is a particular function
since arrays are passed i
P Ehlers <[EMAIL PROTECTED]> writes:
> I prefer a (consistent) NaN. What happens to our notion of a
> Binomial RV as a sequence of Bernoulli RVs if we permit n=0?
> I have never seen (nor contemplated, I confess) the definition
> of a Bernoulli RV as anything other than some dichotomous-outcome
>
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