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On 1/18/2025 3:41 AM, WM wrote:Cantor claims this also for infinite sets: "The infinite sequence thus defined has the peculiar property to contain the positive rational numbers completely, and each of them only once at a determined place." [G. Cantor, letter to R. Lipschitz (19 Nov 1883)]On 18.01.2025 00:08, Jim Burns wrote:https://en.wikipedia.org/wiki/Finite_setThe finite extends>
much further than you (WM) think it does.
Infinitely further than you think it does.
No.
As long as
you deny Bob's existence and violate logic
you are not a reliable source.
⎛
⎜ Informally, a finite set is a set which
⎜ one could in principle count and finish counting.
There is no step from finite to infinite.Not in the visible domain. But there is no loss in lossless exchange - even in the dark domain. There lies your fault.
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