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On 20.11.2024 15:15, FromTheRafters wrote:Which doesn't support your claim at all. No mention whatsoever of no successors remaining.WM explained on 11/20/2024 :>set theory claims that all natural numbers can be counted to such that no successors remain.No it doesn't.
Even all rationals and algebraics.
>
"we get the epitome (ω) of all real algebraic numbers [...] and with respect to this order we can talk about the nth algebraic number where not a single one of this epitome has been forgotten"
"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"
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