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On 7/29/24 9:15 AM, WM wrote:It is correctly defined. Try to define the function Number of UnitFractions between 0 and x as you like it but in accordance with mathematics ∀n ∈ ℕ: 1/n - 1/(n+1) > 0.Le 29/07/2024 à 11:01, Mikko a écrit :Unless it just jumps to infinity because it isn't actually correctly defined.
He also notes that what we have learned from finite quatities doesUnit fractions are isolated. They have distances. The function "unit fractions between 0 and x" can nowhere grow by more than 1.
not apply to infinity.
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