Gaussian Numbers

[Michele Dondi]

On Sun, 16 Jan 2005, Eugene McDonnell wrote:

> a compatible definition of residue for complex numbers. I quickly found that 
> residue and floor are closely intertwined; that you can't define one without 
> the other. Compatability meant that floor and residue would behave for

Huh?!? I don't know about gaussian perfect numbers, but you _can_, well to 
some extent, define residues even without a floor function. It just 
depends on the "field". Any introductory text has this: classic Hardy & 
Wright indeed does...


Michele
-- 
I once heard someone say, the sum of the reciprocals 
of the known primes is less than 4 - and it will always be.
- Gerry Myerson in sci.math, "Re: Summation of Reciprocals of Primes"