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On 09.01.2025 01:07, joes wrote:Which doesn't prove your claim, becuase you logic is invalid.Am Wed, 08 Jan 2025 22:57:52 +0100 schrieb WM:Cantor will. Every set of numbers of the first and second number class has a smallest element. Hence they all are on the ordinal line.The rule is for n there is n+1. But the successor is not created butThey don't cease. They simply aren't in the same league, if you will.
does exist. How far do successors reach? Why do they not reach to ω-1?
Where do they cease before?
Regards, WM
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