From: Martin DeMello <martindemello@...>
Date: 2005-03-21T19:04:50+09:00
Subject: Re: Fibonacci Benchmark Correction

Mathieu Bouchard <matju@sympatico.ca> wrote:
> > F(i) == (f**i - F**i) / sqrt(5.0)
> 
> There's something else that makes the f(0)=0 series special: they have the
> property that f(x) for even x is an even function, and f(x) for odd x is
> an odd function.
> 
> This fact is quite related to the Binet formula that you state (and that I
> quoted above).

Huh? What precisely are f() and x in this context?

martin