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On 06.09.2024 20:17, FromTheRafters wrote:So what? There is no natural number of unit fractions less than any positive real or natural number. You said x was real in another post and here you claim it is natural. The output of your function is a constant Aleph_zero not a continuum.WM submitted this idea :>>Make up your mind, is x real or natural.What the Hell could mean "to increase at an x" ?>
Example: The function f(x) = [x] increases at every x ∈ ℕ by 1.
ℕ c ℝ.
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