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Le 07/08/2024 à 20:15, Moebius a écrit :In the rationals.Am 07.08.2024 um 20:03 schrieb Jim Burns:>On 8/7/2024 8:31 AM, WM wrote:For WM this fact "implies" that there is a first/smallest unit fraction.Do you agree that
all unit fractions with no exception
have gaps on the real line?
Of course. Never two can be added simultaneously to NUF(x)"∀n ∈ ℕ: 1/n - 1/(n+1) > 0 implies its existence." (WM)>
(1) (1/n - 1/(n+1))_(n e IN) is a null sequence
Nevertheless no unit fractions are without gap to their neighbours.
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