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Topic: Matheology § 258
Replies: 29   Last Post: Apr 27, 2013 7:43 PM

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Posts: 18,076
Registered: 1/29/05
Re: Matheology § 258
Posted: Apr 27, 2013 4:30 PM
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On 27 Apr., 21:51, Virgil <> wrote:

> No one ever works with actual numbers in mathematics,
> they only work with names or numerals for numbers.

Therefore no one can prove uncountability. All the names that allow to
call a number belong to a countable set.
> So why is working only with names a problem?

That is not a problem in mathematics. It is a problem for
> > Infinite strings do not exist in the internet
> They do as named objects, as do numbers.

Yes, but not more than countably many.

Regards, WM

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