Since log base 10 is log(x)/log(10) the exponent is:

        floor(log(exp(-1000))/log(10))
        = floor(-1000/log(10))

which in an R session gives:

        > floor(-1000/log(10))
        [1] -435

and the mantissa is:

        exp(-1000)/10^(-435)
        = exp(-1000)/exp(-435*log(10))
        = exp(-1000+435*log(10))

which in an R session gives:

        > exp(-1000+435*log(10))
        [1] 5.075959

Thus the answer is 5.075959e-435 though, of course,
we can't represent that directly on your computer.

We can double check this with yacas which is a free
computer algebra system that supports arbitrary
precision math:

   In> N(Exp(-1000))
   Out> 0.5075958898e-434




On 10/26/05, rramacha <[EMAIL PROTECTED]> wrote:
> Dear All,
>
> I am a novice user of the R software package. When I try and compute,
> exp(-1000) or exp(-2000), i get the answer as zero. Is there any way i can get
> R to compute the answer and give me an actual number ? ( by increasing the
> precision or any other method).
>
> If I cannot get R to give me a number, can anybody give me some advice on how
> to manually compute this number ?
>
> I would greatly appreciate your help on this issue.
>
> Thanks
> Ravi
>
> Ravichandran "Ravi" Ramachandran
>
> Graduate Teaching Assistant
> Department of Statistics
> The University of Tennessee,Knoxville
> USA
> E-mail  : [EMAIL PROTECTED]
> Phone   : Official  - 865 - 974 - 2739 (Aconda Court)
>          Residence - 865 - 946 - 5155
> Webpage : http://web.utk.edu/~rramacha
>
>
> " Space maybe the final frontier
>  But its made in a Hollywood basement
>                   - The Red Hot Chilli Peppers - 'Californication'
>
>  Space maybe the final frontier
>  But it can be 'replicated' in a Hollywood basement
>                   - Me, after taking the Stat 573 class
> "
>
>
> "Thank God every day when you get up that you have something to do that day 
> which must be done whether you like it or not. Being forced to work and 
> forced to do your best will breed in you temperance and self-control, 
> diligence and strength of will"
>                                                - Basil Carpenter
>
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