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On 21.10.2024 21:38, Chris M. Thomasson wrote:On 10/21/2024 2:59 AM, WM wrote:
Namely, infinite numbers.No set of natural numbers can include *larger* numbers than it consistsNo set of numbers can include larger numbers.What do you mean? Define a "large" number, say a natural one?
of.
If the set is actually infinite, then all its numbers are there andContradiction to above.
can be doubled. Because of 2n > n larger numbers are created.
If theyIt did.
are natural numbers they prove that the set originally was not complete
because it did not contain the larger numbers.
(In potential infinity this is not a problem because there is no--
completeness demanded).
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