Re: Does the number of nines increase?

Le 08/07/2024 à 01:57, Jim Burns a écrit :

On 7/7/2024 4:04 PM, WM wrote:

The question is only this:
Are there more than one unit fractions in
the point where NUF(x) changes from 0 to more,
or is there only one unit fraction?

 The complete distribution of unit fractions,

does not answer this question.

NUF(0) = 0
NUF(x) changes at 0
There is no unit fraction at 0

Therefore it does not change at 0.

 

The question is only this:
Are there more than one unit fractions in
the point where NUF(x) changes from 0 to more,
or is there only one unit fraction?

 The third choice: none.

Wrong. NUF(x) changes only in points occupied by unit fractions.
(That is so by definition, like Bob cannot disappear by exchanging X and O. You see that your insistence on set theory requires violating mathematics and logic.)
Regards, WM