Actually, it means "if and only if". It translates to [image:
\Leftrightarrow](double implication) or [image: \equiv] (equivalence),
which are the same thing, in mathematics and naturally, in computer science.


On Wed, Feb 27, 2013 at 7:51 PM, Jean-Charles BERTIN
<jc.ber...@axinoe.com>wrote:

> Didn't know that "iff" means "if and exactly if" but we have the
> same abbreviation in french: "ssi" for "si et seulement si" !
>
> On Wed, 2013-02-27 at 22:24 +0100, Fred Kiefer wrote:
> > On 27.02.2013 17:29, Jean-Charles BERTIN wrote:
> > > ---
> > >   Headers/Foundation/NSGeometry.h | 2 +-
> > >   1 file changed, 1 insertion(+), 1 deletion(-)
> >
> > I think the use of "iff" here wasn't a typo, it was rather intentional.
> > In mathematical and computer science contexts "iff" gets used quite
> > often to mean "if and exactly if", that is when the implication holds in
> > both directions.
> >
>
> --
> Jean-Charles BERTIN
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-- 
Besos, abrazos, confeti y aplausos.
Jamie Ramone
"El Vikingo"
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