LudovicoVan
Posts:
3,201
From:
London
Registered:
2/8/08


Re: Formal proof of the ambiguity of 0^0
Posted:
Nov 18, 2013 6:46 PM


"Peter Percival" <peterxpercival@hotmail.com> wrote in message news:l6e8ma$hp1$5@news.albasani.net... > Julio Di Egidio wrote: >> "Peter Percival" <peterxpercival@hotmail.com> wrote in message >> news:l6e75r$hp1$1@news.albasani.net... >>> Dan Christensen wrote: >>> >>>> While 0^0 = 1 may make sense in some applications, it doesn't make >>>> sense if you are trying to formalize the notion repeated >>>> multiplication of natural numbers. As I have shown here, it is only >>>> one of infinite possibilities. >>> >>> You count 0 among the natural numbers, don't you? If you can multiply >>> any finite number of numbers together, say n of them, then the case n >>> = So if you multiply the numbers in the empty set together what do you >>> get? >> >> Back to square one?? Congratulations to you, too: troll and spammer. > > Why do you think I'm a troll and a spammer?
I have just said it, now fuck off.
Julio

