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

Le 11/12/2024 à 16:51, Crank Wolfgang Mückenheim from Hochschule Augsburg, aka WM a écrit :

On 10.12.2024 19:18, Python wrote:

Le 09/12/2024 à 22:50, WM a écrit :

 

The very core property of analysis is that equal sequences have equal limits if they have limits at all.

>
E(1)∩E(2)∩...∩E(n) = E(n)
>
Lim E(1)∩E(2)∩...∩E(n) = {}
Lim E(n) = {}
>
They are equal.

>
Not in a set theory where every endsegment is infinite.

 Nonsense.

 In fact some readers claim that every endsegment is infinite. Finite endsegments cannot be seen. They are dark.

 I once asked a whole classroom what they think of your claims, providing your posts/site as well as Ben's paper : http://bsb.me.uk/dd-wealth.pdf.

 Ben Bacarisse's example : To keep things simple, let's number the notes 1; 2; 3; : : : and we'll give McDuck only $2 a day. One has to be returned a day.
 He accuses me to confuse lim card and card lim and to use the wrong limit.

He is right. This is the reason you stopped to show "your" students this paper. If you ever did as you pretended. We know that you are a pathological liar.

Never a student of mine has doubted that.

They don't care because your course is gibberish with no value, they just want you to give them good grades. For that they have to parrot your fallacious claims. I'm certain that at least a few of them has opposed your lies and errors. Of course you'd never talk about that.
You are a shame for the whole community of teachers worldwide.
Your position is a shame for German academy.