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On 18.09.2024 22:49, Moebius wrote:The real line is infinitely long and infinitely dense, or granular if you will...Am 18.09.2024 um 21:35 schrieb Chris M. Thomasson:How can infinitely many points be accumulated without a first one? This belief proves that matheology is mistaken.On 9/18/2024 5:44 AM, WM wrote:>On 16.09.2024 03:16, Richard Damon wrote:On 9/15/24 3:39 PM, WM wrote:>On 15.09.2024 18:38, Ben Bacarisse wrote:>
>It might be worth pointing out that any non-trivial interval [a, b] on>
the real line (i.e. with b > a) contains an uncountable number of
points.
That proves that small intervals cannot be defined (they are dark).
But arbitrary small intervals CAN be defined.
>
Try to name one that can't.
Define an interval comprising 9182024 points, starting at zero.
There IS NO "interval comprising 9182024 points", hence NOTHING TO DEFINE HERE,
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