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WM was thinking very hard :On 19.10.2024 12:56, Jim Burns wrote:
In analysis we have to deal only with the infinitely small and the infinitely large as a limit-notion, as something becoming, emerging, produced, i.e., as we put it, with the potential infinite. [Hilbert].No number is before omega,>What is immediately before ωNo number exists immediately before ω
Immediately or not: The number before ω is finite.
omega is the naturally ordered set of natural numbers.That is another meaning of the word but not relevant, in particular not if there is no set of natural numbers because new numbers can be produced and added.
ω-1 is a natural number if ℕ is a set, i.e., if no new numbers are produced from nothing.No it is not.ω-1 can't be infinite and must be infinite.>
ω-1 is a natural number
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