Re: How many different unit fractions are lessorequal than all unit fractions?

On 9/9/24 11:26 AM, WM wrote:

On 09.09.2024 17:14, joes wrote:

Am Mon, 09 Sep 2024 17:01:35 +0200 schrieb WM:

 

They all are present from the start. I simply choose a gap that is too
small to contain ℵo unit fractions.

How do you do that?

 I know that all exist.

>

How can a claim a set of values less then a SPECIFIC NUMBER if I don't
have the number?

I claim that all unit fractions are existing as real points of the real
line. Therefore there is a first one. NUF(x) cannot increase without
passing 1 when real points are counted. Your ℵo points cannot exist
without including 1, 2, 3 first points.

Those first points are on the right, obviously.

 If ℵo points are there, then one is on the left-hand side. Note that they are real points on the real line. There cannot be more points unless they start with 1. Everything else is belief in ghosts of matheology
 Regards, WM
 

Why? That is finite thinking. For any one I chose, there are more to the left.
Why can't there be more, they are infinite, and thus exist without limit.
Your disbelief in "mathology" is just your own superstition of being afraid of things you don't understand.
Just like flat earthers who can't understand why people on the other side don't "fall off" since the sky to them is "down" (to us)