Tom Christiansen wrote: [...]
[...]The price of that consideration would be to give the Mathematicians blank looks on *their* faces for a very long time instead. Certainly, they'll be quick to tell you there are just as many whole numbers as naturals. So they won't know what you mean by equal up there.
Unless I'm very wrong, there are more whole numbers than natural numbers. An induction should prove that there are twice as many.
Steffen
--
@n=([283488072,6076],[2105905181,8583184],[1823729722,9282996],[281232,
1312416],[1823790605,791604],[2104676663,884944]);$b=6;@c=' -/\_|'=~/./g
;for(@n){for$n(@$_){map{$h=int$n/$b**$_;$n-=$b**$_*$h;[EMAIL PROTECTED]
0..11;[EMAIL PROTECTED],[EMAIL PROTECTED];[EMAIL PROTECTED]"\n"[EMAIL PROTECTED];