AA with complex keytype?
Nicolai Waniek
no.spam at thank.you
Wed Feb 14 06:34:01 PST 2007
Charles D Hixson wrote:
> Actually, there are many cases where modular arithmetic to various bases
> is the desired behavior, and in such a system "both x < y and y < x"
> makes perfect sense. You can reach ANY number by repeatedly
> incrementing and also by repeatedly decrementing.
What's about this:
a = 1+0j
b = 0+1j
how would you increment a to finnally get to b? how do you want to
compare two complex numbers? this is mathematically impossible.
Nicolai
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