george
Posts:
800
Registered:
8/5/08


Re: An oo List Of REALS in ZFC
Posted:
Mar 3, 2013 12:43 AM


On Mar 2, 9:47 pm, Graham Cooper <grahamcoop...@gmail.com> wrote: > That "An ANTIDIAGAONAL is not any ROW" > is a Structural Postulate of 2 dimensional arrays
Exactly. And therefore, it is TRUE OF ALL of them.
> and has no bearing on the DATA in the list.
SO WHAT if it "has no bearing on the DATA"?? It is STILL NOT any row, and therefore it IS NOT ON the list!
> > It's merely DIGITn ~= ~DIGITn
Exactly, and that IS NOT ON the list!
> State your antidiagonal function and SEE what strings are uncountable on this LIST.
*NO* INDIVIDUAL string is uncountable, DUMBASS! The antidiagonal is not uncountable either! There is only ONE of them if you define an antidiagonal FUNCTION (although of course many other functions are definable, unless you use base 2). ONE is as countable as it gets!

