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On 9/30/24 11:15 AM, WM wrote:No, between them and nothing there are infinitely many countable sets and then finite sets of points.On 30.09.2024 00:29, FromTheRafters wrote:But it must be next to nothing,WM explained on 9/29/2024 :>On 28.09.2024 00:08, FromTheRafters wrote:>
> WM presented the following explanation :
>
>> Between two unit fractions there is always a finite gap.
>
> How big?
>
In terms of set theory: uncountably many points.
How wide are these points?
More than nothing.
which becomes nothing when we get to the actual infinite set.Not in mathematics.
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