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Subject: Re: There is a first/smallest integer (in =?UTF-8?Q?M=C3=BCckenland=29?=
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Date: Wed, 17 Jul 24 15:08:30 +0000
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From: WM
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Le 17/07/2024 à 16:56, Moebius a écrit :
> Am 17.07.2024 um 16:43 schrieb WM:
>> Can you explain how NUF(x) can [jump] from 0 [at x = 0] to [aleph_0] [at any]
>> point
>> x [> 0] although all unit fractions are separated by finite distances [...]
>
> Yes, of course: For each and every x e IR, x > 0 there are
> countably-infinitely many unit fractions which are <= x. (Hint: No first
> one.)
>
> Not that hard, is it?
Thema verfehlt. The question is: How does NUF(x) increase from 0 to more?
You know? There is a point where NUF is 0 and then it increases. How?
Regards, WM