[R] The elegant way to test if a number is a whole number
wdunlap at tibco.com
Fri Sep 9 17:10:27 CEST 2011
Which of these functions is best really depends on
why you are interested in knowing whether a number
is integral or not. Why are people interested in this?
I can think of a few
1) I have a C routine with the prototype
void func(int *n)
and to call it with .C() I need to make sure
the data is stored as a C 'int' [4-byte signed
integer]. The appropriate test is is.integer(n).
2) I have computed something that ought to be the
length of an output vector. E.g.,
> n <- 7
> len <- 1/6 * n * (n+1) * (n+2)
> length(complex(len)) # what?!
Here I wanted the test that len==trunc(len) or len==as.integer(len)
because the constructor complex(len) converts len to an integer using
3) I am computing an integral that I know should give
an integral result for certain inputs (e.g, the gamma
function for nonnegative integral inputs) and I want to
do some sanity checks on the output. Then all.equal(x, round(x))
or abs(x-round(x))<tolerance would be the right check.
Why are people interested in this question?
Spotfire, TIBCO Software
> -----Original Message-----
> From: r-help-bounces at r-project.org [mailto:r-help-bounces at r-project.org] On Behalf Of Martin Maechler
> Sent: Friday, September 09, 2011 1:41 AM
> To: Marc Schwartz
> Cc: r-help; Alexander Engelhardt
> Subject: Re: [R] The elegant way to test if a number is a whole number
... [ many lines elided ] ...
> >>>>> is.whole <- function(x)
> >>>>> is.numeric(x) && floor(x)==x
> >>>> Are you sure? I thought the test would have been all.equal(x,
> >>>> round(x,0) )
> Yes, I was *very* sure that the is.whole() above should be
> exactly what it was:
> The purpose was really different.
> There, the discussion started from the fact that
> as.integer(1) gives FALSE in R
> and that some people where making a fuzz about the allegedly
> poor design of S and R in that regard.
> The purpose of the above is.whole()
> was solely to be a
> concise *alternative* to is.integer(),
> -- which even would work with complex numbers, as Marc
> and BTW, instead of floor(), trunc(), or ceiling() or even round()
> would have been equally valid. I had chosen floor() because in
> mathematics, it is the most frequently used of those four functions.
> Your topic below ... about accidental rounding or not with
> floating point arithmetic is an entirely different issue,
> *and* I agree that a solution to your problem should be based on
> the same calculations as all.equal.numeric() .. and hence will
> be considerably more involved if it should "work" in all border
> Martin Maechler, ETH Zurich
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