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Re: OT : Approximate / fast math libraries ?
- From: Les <hlhowell pacbell net>
- To: For users of Fedora <fedora-list redhat com>
- Subject: Re: OT : Approximate / fast math libraries ?
- Date: Sat, 01 Sep 2007 20:27:54 -0700
On Sat, 2007-09-01 at 11:43 -0400, Matthew Saltzman wrote:
> On Sat, 2007-09-01 at 09:41 -0500, Michael Hennebry wrote:
>
> > How much precision do you need? On what? Why?
> >
> > At least one person wrote a book on implementing the C standard library.
> > It would probably be a better resource than Numerical Recipes.
>
> That would be PJ Plauger's The Standard C Library, Prentice Hall, 1992
> 0-13-131509-9. Most of his math lib implementation is based on Cody and
> Waite, Software Manual for the Elementary Functions, Prentice Hall, 1980
> (sorry, he doesn't give the ISBN).
> --
In general I use most references to give me a look at how others have
solved the problem. Numerical Recipes often has useful information to
help optimize the code further. I haven't read Plaugers latest, but I
am sure it is quite good. I just didn't think of his. I also use a
very nifty (but old) book called by Robert Garfinkel and George L
Nemhauser. It was published by Wiley in 1972, but is one of those
volumes that is sort of a standby for me.
Regards,
Les H
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