Date: Mar 2, 2013 9:51 PM
Author: Graham Cooper
Subject: Re: Cantor's Faulty Induction Method
On Mar 3, 11:48 am, George Greene <gree...@email.unc.edu> wrote:
> On Mar 2, 3:54 pm, Graham Cooper <grahamcoop...@gmail.com> wrote:
> > Given a part of a LIST 3X3 digits
> > LIST DUMP
> > 0.223
> > 0.443
> > 0.776
> > An AD Function Exists that calculates a Missing Real 3 digits long
> You've got your TENSES backwards.
> This anti-diagonal function exists EVEN IF YOU ARE *NOT* given a 3x3
> list of
> digits. The anti-diagonal function can operate on ANY list of lists
> with the property
> that its nth "row"-list is at least n digits "wide" (long). For ANY,
> EVERY, EACH, or ALL n.
> 3 simply has nothing to do with it.
> And the list does not have to have a last element, either.
> The function also operates correctly on lists that are infinitely
> long -- in those cases,
> the result it returns is also infinitely long -- provided that every
> row-element-list on the
> big list is only finitely many rows away from the top. I.e., provided
> that every row on the
> list is the nth row for some natural n.
I DON'T CARE WHAT YOUR OPINIONS ARE
WHEN I POST A PROOF!
YOU SAY YES OR NO 1ST
ALL(n) ALL(LIST of SIZE n)
E(real) real =/= any row of LIST
WORK ON *THIS* PROOF BY INDUCTION
THE THREADS TOPIC
THEN MAYBE, MAYBE ONE DAY YOU'LL SEE YOUR ERROR!
(As if you could ever comprehend infinite Union of an infinite