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On 03.01.2025 19:46, Jim Burns wrote:No, N is exactly the set of those numbers.On 1/3/2025 12:00 PM, WM wrote:But removing every ordinal that you can define (and all itsOn 03.01.2025 17:51, Jim Burns wrote:On 1/3/2025 3:39 AM, WM wrote:No if.all finite ordinals can be subtracted from ℕ without infinitely manyIf
remaining.Is it true or false?All finite.ordinals removed from the set of each and only
finite.ordinals leaves the empty set.
predecessors) from ℕ leaves almost all ordinals in ℕ.
You’re almost there.There is no largest finite.ordinal.There is no definable largest finite ordinal.
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