WELL WHICH IS IT... ?

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


Date: Fri, 21 Jan 2005 12:36:14 +1000


> "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

  As stated: false. The real either is or is not on the list, but not both.

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> "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

  True as phrased. (Example: S_3 and 1/3, TX_10 and any q whose
  denominator has a prime factor other than 2 or 5)

Herc

--
As our PM for 10 years Mr Howard
What long term goals have you realised?


Relevant Pages

  • WELL WHICH IS IT... ?
    ... > be on it to an infinite number of digits, ... As our PM for 10 years Mr Howard ... What long term goals have you realised? ...
    (sci.math)
  • WELL WHICH IS IT... ?
    ... > be on it to an infinite number of digits, ... As our PM for 10 years Mr Howard ... What long term goals have you realised? ...
    (sci.logic)
  • Re: WELL WHICH IS IT... ?
    ... 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. ... >> be on it to an infinite number of digits, ... > What long term goals have you realised? ...
    (comp.theory)
  • Re: WELL WHICH IS IT... ?
    ... 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. ... >> be on it to an infinite number of digits, ... > What long term goals have you realised? ...
    (sci.math)
  • Re: WELL WHICH IS IT... ?
    ... 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. ... >> be on it to an infinite number of digits, ... > What long term goals have you realised? ...
    (sci.logic)