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On 20.10.2024 04:48, Richard Damon wrote:No, in the linearly ordered set there isn't a "number" before ω, just as there isn't a Natural Number before 0.On 10/19/24 4:28 AM, WM wrote:On 18.10.2024 14:26, Jim Burns wrote:
>There is no ω>
such that the numbers are
evenly.spaced between 0 and ω
because
that describes a finite ordinal, not ω
What is immediately before ω if not finite numbers?The SET of Natural Numbers, not any one in particular.In this linearly ordered set there can only be one number before ω.
Regards, WM
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