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Topic: Can L(<) be the language of the naturals?
Replies: 35   Last Post: Sep 10, 2013 2:12 AM

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 LudovicoVan Posts: 4,165 From: London Registered: 2/8/08
Re: Can L(<) be the language of the naturals?
Posted: Sep 9, 2013 3:00 PM

"Albrecht" <albstorz@gmx.de> wrote in message
> On Sunday, September 8, 2013 2:00:24 PM UTC+2, Julio Di Egidio wrote:
>> "Albrecht" <albstorz> wrote in message
>>

>> > You confuse measuring with counting. Your other assertions are
>> > arbitrary
>> > and irrelevant.

>>
>> You are an idiot with no arguments caught on the fact.

>
> Your post is a confession of failure.
>
> If somebody claims that there are more natural numbers as the natural
> numbers are able to denominate, he has to explain how this may be possible
> without at least one additional element which, in consequence of that,
> have to be not a natural number.

It is you who have immediately raised the tone: I don't mind too much as I
can appreciate the circumstances, but please don't blame me for replying on
the same tone.

That said, I was not trying to explain you anything at all, I was more or
less parroting the received view (and that *was* presented reasonably
explained), and rather asking you where the heck exactly is the problem: I
mean, in formulae.

Julio

Date Subject Author
9/1/13 Jim Burns
9/1/13 Jim Burns
9/1/13 David Hartley
9/1/13 Peter Percival
9/1/13 Virgil
9/1/13 Peter Percival
9/1/13 Virgil
9/2/13 albrecht
9/6/13 albrecht
9/6/13 Robin Chapman
9/6/13 Tucsondrew@me.com
9/6/13 LudovicoVan
9/6/13 Tucsondrew@me.com
9/7/13 albrecht
9/6/13 Michael F. Stemper
9/7/13 albrecht
9/6/13 FredJeffries@gmail.com
9/7/13 albrecht
9/7/13 FredJeffries@gmail.com
9/8/13 albrecht
9/6/13 Robin Chapman
9/6/13 Brian Q. Hutchings
9/7/13 albrecht
9/6/13 LudovicoVan
9/7/13 albrecht
9/7/13 LudovicoVan
9/8/13 albrecht
9/8/13 LudovicoVan
9/8/13 albrecht
9/9/13 LudovicoVan
9/10/13 albrecht
9/1/13 Jim Burns
9/2/13 Shmuel (Seymour J.) Metz
9/2/13 Shmuel (Seymour J.) Metz
9/2/13 Shmuel (Seymour J.) Metz
9/2/13 Peter Percival