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On 8/8/2024 8:26 PM, Ross Finlayson wrote:Great, so there are infinitely many unit fractions in (0, 1]. Right.On 08/08/2024 03:30 AM, FromTheRafters wrote:on 8/8/2024, WM supposed :Le 08/08/2024 à 00:17, Moebius a écrit :Actually, his "thinking process" is simple:>
"Since there is a gap (space) between
adjacent unit fractions and
all unit fractions are in the interval (0, 1],
there must be FINITELY MANY of them
(i.e. a first/smallest one)."
No, that is nonsense.
There are not finitely many unit fractions
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