Re: WELL WHICH IS IT... ?

From: |-|erc (h_at_r.c)
Date: 01/21/05


Date: Fri, 21 Jan 2005 13:12:58 +1000


<rupertmccallum@yahoo.com> wrote in
>
> |-|erc wrote:
> > > "If you have the list of computables, a random real number can be
> on it to an infinite number
> > > of digits, and yet not be on the list" True / False / Other
> >
>
> It's possible that for each k, the real agrees with some member of the
> list to k digits, but that the real is not on the list.
>

.......therefore true?

........therefore false?

BE ASSERTIVE MAN!

Its not newspeak I wish to clarify, its using English for proper comprehension that
your syntax seems unable to grasp.

Herc



Relevant Pages

  • Re: WELL WHICH IS IT... ?
    ... > on it to an infinite number ... > It's possible that for each k, the real agrees with some member of the ... your syntax seems unable to grasp. ... Herc ...
    (sci.logic)
  • Re: WELL WHICH IS IT... ?
    ... > on it to an infinite number ... > It's possible that for each k, the real agrees with some member of the ... your syntax seems unable to grasp. ... Herc ...
    (comp.theory)
  • Re: Dial 999 for the real number line
    ... conclude that there is a set that has no largest member. ... And to distinguish two infinite decimals, ... two reals is always finite. ...
    (sci.math)
  • Re: Cantor Confusion
    ... because it doesn't satisfy the trichotomy law. ... set of crossings is not well ordered because the ... subset does not have a greatest member? ... a countably infinite ordered set with finite boundaries. ...
    (sci.math)
  • Re: Logarithm of transfinite numbers
    ... Tony Orlow wrote: ... and is greater than the sum of the string to the right of it. ... How does not being a member of a collection lead you ... infinite value in the set. ...
    (sci.math)