Re: how

WM drivels bullshit:

Le 18/04/2024 à 01:41, Tom Bola a écrit :
 

Also, there is no spacing defined in sets (like image and preimage)
except N, Z, Q, R is used, which is not the case here because the
(ordered) collection of ordinal numbers and limit ordinals do are
neither existing nor defined on an equidistant scale (or row of points).

 
ω is amidst the interval (0, ω2) because in the image

The image is a set and not an interval.

The image is
THE SET {0,2,4,6,...,w*2,...} under f(o)=2*o of the domain,
THE SET {0,1,2,3,...,w,...}.

There are no intervals.

Here is a graphical representation of the ordinal numbers
https://upload.wikimedia.org/wikipedia/commons/thumb/e/e2/Omega-exp-omega-normal_svg.svg/2370px-Omega-exp-omega-normal_svg.svg.png

https://en.wikipedia.org/wiki/Ordinal_number

Get that already, imbecile clown.