Re: Cantor Confusion
- From: mueckenh@xxxxxxxxxxxxxxxxx
- Date: 5 Oct 2006 04:23:29 -0700
Hi, ***,
I would like to publish our result to the mathematicians of this group
in order to show what they really are believing if they believe in set
theory.
There is an infinite sequence S of units, denoted by S = III...
This sequence is covered up to any position n (included) by the finite
sequences
I
II
III
....
But it is impossible to cover every position of S.
So: S is covered up to every position, but it is not possible to cover
every position.
A further discussion is not useful, but the statement should be known.
Regards, WM
.
- Follow-Ups:
- Re: Cantor Confusion
- From: David Marcus
- Re: Cantor Confusion
- References:
- Re: Cantor Confusion
- From: Han de Bruijn
- Re: Cantor Confusion
- From: *** T. Winter
- Re: Cantor Confusion
- Prev by Date: Re: An uncountable countable set
- Next by Date: Re: Cantor Confusion
- Previous by thread: Re: Cantor Confusion
- Next by thread: Re: Cantor Confusion
- Index(es):