Re: Incompleteness of Cantor's enumeration of the rational numbers (extra-ordinary)

On 1/2/25 12:28 PM, WM wrote:

On 02.01.2025 14:26, Richard Damon wrote:

On 1/2/25 6:52 AM, WM wrote:

On 01.01.2025 15:47, FromTheRafters wrote:

WM wrote :

>

The collection of definable natural numbers (FISONs) is closed under multiplication

>
How can that be?

>
Potential infinity.

 

Whicn means it never ends, and doesn't have a highest member.

 So it is. Nevertheless no FISON is more than 1 % of ℵ₀.

And there are an INFINITE set of FISONs, so you can't union them ALL with a one by one process in a finite logic.
CHECKMATE.

Hard to understand for people without extraodinary mathematical capabilities.
 

No, YOU can't understand that your logic just blew itself up to smithereens on the inconsistancies of finite logic on infinite sets.

Hint first try to understand 50 %, then 10 %, then 1 %, then 1 ppm, then 1 ppb, then 1/10^10^10^10^10. And then go on. Then you understand the properties of FISONs.

And ALL finite fractional ratios of Aleph_0, are Aleph_0, and thus infinite so you arguement just fails.

 Regards, WM
 

You are just proving your utter stupidity.